tag:blogger.com,1999:blog-18373051171831150302024-03-12T18:59:01.752-07:00HÓA CHẤT BÌNH TRÍ - BINH TRI CHEMICALluan tranhttp://www.blogger.com/profile/01988397608967425698noreply@blogger.comBlogger175125tag:blogger.com,1999:blog-1837305117183115030.post-42529136663685368772012-12-30T19:49:00.001-08:002012-12-30T19:49:50.797-08:00<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-size: large;">HÓA CHẤT BÌNH TRÍ -
CHUYÊN CUNG CẤP CÁC MẶT HÀNG DUNG MÔI CÔNG NGHIỆP TOLUENE, BUTYL
ACETATE, SEC-BUTYL ACETATE, ETHYL ACETATE, METHYL ACETATE, METHANOL,
ISOPROPANOL, BUTANOL, N-HEXANE, ACETONE, BUTYL GLYCOL, ETHYL
GLYCOL, CELLOSOLVE ACETATE, GLYCERINE, CYCLOHEXANONE, DIMETHYL
FORMAMIDE, METHYL ETHYL KETONE, METHYL ISO-BUTYL KETONE,
MONOETHYLENE GLYCOL, DIETHYLENE GLYCOL, METHYLENE CHLORIDE,
MONOETHANOLAMINE, DIETHANOLAMINE, TRIETHANOLAMINE,
TRICHLOROETHYLENE, PERCHLOROETHYLENE, BUTYL CARBITOL,
ISOPHORONE,....CÁC LOẠI NHỰA ALKYD, ACRYLIC POLYOL, MALEIC,
PETROLEUM, AMINO, THERMOPLASTIC, EPOXY, NITROCELLULOSE..., BỘT
MÀU, BỘT MỜ, CHỐNG LẮNG, PHÂN TÁN VÀ CÁC PHỤ GIA KHÁC</span><br />
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luan tranhttp://www.blogger.com/profile/01988397608967425698noreply@blogger.com0tag:blogger.com,1999:blog-1837305117183115030.post-44761495810769315022012-11-25T22:31:00.001-08:002012-11-25T22:43:55.631-08:00N-METHYLPYRROLIDONE<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="color: #0c343d;"><span style="font-family: Times,"Times New Roman",serif;"><b>A. SẢN PHẨM HIỆN CÓ</b></span></span></div>
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<span style="font-size: small;"><br /><span style="color: #0b5394;"><span style="font-family: Times,"Times New Roman",serif;">Tên sản phẩm: N-Methylpyrrolidone (NMP)</span></span></span>
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<span style="color: #0b5394; font-size: small;"><span style="font-family: Times,"Times New Roman",serif;">
Quy cách: 210 kg/phuy</span></span></div>
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<span style="color: #0b5394; font-size: small;"><span style="font-family: Times,"Times New Roman",serif;">Xuất xứ: BASF (Mỹ) </span></span></div>
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<span style="color: #0b5394; font-size: small;"><span style="font-family: Times,"Times New Roman",serif;">
Hàng luôn có sẵn</span></span><br />
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<span style="color: #cc0000;"><span style="font-family: Times,"Times New Roman",serif;"><b>Liên hệ: Trần Thanh Luân - 0914.214.789</b></span></span></div>
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<span style="color: #0c343d;"><span style="font-family: Times,"Times New Roman",serif;"><b><b>B. TỔNG QUAN</b></b></span></span></div>
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<span style="color: #0b5394;"><span style="font-family: Times,"Times New Roman",serif;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;">1. Mô tả:</span></b></span></span></div>
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<span style="color: #0b5394;"><span style="font-family: Times,"Times New Roman",serif;"><br /></span></span></div>
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<span style="color: #0b5394;"><span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: 12.0pt;">NMP là một dung
môi mạnh với khả năng hòa tan cao, tốc độ bay hơi chậm, là chất lỏng không màu,
có nhiệt độ sôi cao, điểm chớp cháy cao, áp suất hơi thấp, có mùi amine. NMP có
độ ổn định nhiệt và hóa học cao, tan hoàn toàn trong nước ở mọi nhiệt độ. NMP
có thể làm dung môi kết hợp với nước, rượu, glycol ether, ketone, hydrocarbon
thơm và hydro carbon clo hóa. NMP có khả năng tái tạo bởi chưng cất và cũng có
thể bị phân hủy sinh học vì thế ít có tác hại đến môi trường.</span></span></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin: 0in;">
<span style="color: #0b5394;"><span style="font-family: Times,"Times New Roman",serif;"><br /></span></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin: 0in;">
<span style="color: #0b5394;"><span style="font-family: Times,"Times New Roman",serif;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;">2. Đặc tính
tiêu biểu</span></b><span style="font-size: 12.0pt;">:</span></span></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin: 0in;">
<span style="color: #0b5394;"><span style="font-family: Times,"Times New Roman",serif;"><br /></span></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 35.35pt; margin-right: 0in; margin-top: 0in;">
<span style="color: #0b5394;"><span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: 12.0pt;">Cas
No<span style="mso-tab-count: 4;"> </span>872-50-4</span></span></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 35.35pt; margin-right: 0in; margin-top: 0in;">
<span style="color: #0b5394;"><span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: 12.0pt;">Công
thức phân tử<span style="mso-tab-count: 2;"> </span>C<sub>5</sub>H<sub>9</sub>NO</span></span></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 35.35pt; margin-right: 0in; margin-top: 0in;">
<span style="color: #0b5394;"><span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: 12.0pt;">Hàm
lượng<span style="mso-tab-count: 1;"> </span> <span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 1;"> </span>Min 99.8%</span></span></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 35.35pt; margin-right: 0in; margin-top: 0in;">
<span style="color: #0b5394;"><span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: 12.0pt;">Nước<span style="mso-tab-count: 4;"> </span>Max 0.05%</span></span></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 35.35pt; margin-right: 0in; margin-top: 0in;">
<span style="color: #0b5394;"><span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: 12.0pt;">Độ
màu (APHA)<span style="mso-tab-count: 2;"> </span>50</span></span></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 35.35pt; margin-right: 0in; margin-top: 0in;">
<span style="color: #0b5394;"><span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: 12.0pt;">Tỉ trọng
(25<sup>o</sup>C)<span style="mso-tab-count: 2;"> </span>1.028</span></span></span></div>
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<span style="color: #0b5394;"><span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: 12.0pt;">Nhiệt
độ sôi<span style="mso-tab-count: 3;"> </span>204.3<sup>o</sup>C</span></span></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 35.35pt; margin-right: 0in; margin-top: 0in;">
<span style="color: #0b5394;"><span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: 12.0pt;">Điểm
đông đặc<span style="mso-tab-count: 2;"> </span>-25<sup>o</sup>C</span></span></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 35.35pt; margin-right: 0in; margin-top: 0in;">
<span style="color: #0b5394;"><span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: 12.0pt;">Nhiệt
độ tự cháy<span style="mso-tab-count: 2;"> </span>245<sup>o</sup>C</span></span></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 35.35pt; margin-right: 0in; margin-top: 0in;">
<span style="color: #0b5394;"><span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: 12.0pt;">Điểm
chớp cháy<span style="mso-tab-count: 2;"> </span>91<sup>o</sup>C</span></span></span></div>
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<span style="color: #0b5394;"><span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: 12.0pt;">Áp suất
hơi (20<sup>o</sup>C)<span style="mso-tab-count: 2;"> </span><
0.3 mmHg</span></span></span></div>
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<span style="color: #0b5394;"><span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: 12.0pt;">Độ
tan trong nước<span style="mso-tab-count: 2;"> </span>Tan
hoàn toàn</span></span></span></div>
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<span style="color: #0b5394;"><span style="font-family: Times,"Times New Roman",serif;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;">3. Ứng dụng</span></b></span></span></div>
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<span style="color: #0b5394;"><span style="font-family: Times,"Times New Roman",serif;"><br /></span></span></div>
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<span style="color: #0b5394;"><span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">-<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-size: 12.0pt;">Thuốc trừ sâu, bảo
vệ thực vật</span></span></span></div>
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<span style="color: #0b5394;"><span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">-<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-size: 12.0pt;">Nhuộm sợi và da</span></span></span></div>
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</span></span></span><span style="font-size: 12.0pt;">Tác nhân ly trích</span></span></span></div>
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</span></span></span><span style="font-size: 12.0pt;">Sản xuất màng lọc</span></span></span></div>
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<span style="color: #0b5394;"><span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">-<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-size: 12.0pt;">Trợ lọc khí thải</span></span></span></div>
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<span style="color: #0b5394;"><span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">-<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-size: 12.0pt;">Chất trung gian
trong tổng hợp hóa chất</span></span></span></div>
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<span style="color: #0b5394;"><span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">-<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-size: 12.0pt;">Dùng trong quy
trình sản xuất dầu nhờn</span></span></span></div>
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</span></span></span><span style="font-size: 12.0pt;">Chất xử lý bề mặt
kim loại</span></span></span></div>
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<span style="color: #0b5394;"><span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">-<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-size: 12.0pt;">Sơn và mực in</span></span></span></div>
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<span style="color: #0b5394;"><span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">-<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-size: 12.0pt;">Chất tẩy sơn</span></span></span></div>
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<span style="color: #0b5394;"><span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">-<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-size: 12.0pt;">Dược phẩm, thuốc
thú y</span></span></span></div>
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luan tranhttp://www.blogger.com/profile/01988397608967425698noreply@blogger.com0tag:blogger.com,1999:blog-1837305117183115030.post-90987412643386248792012-05-22T21:28:00.000-07:002012-06-04T02:14:02.634-07:00BÁN PEG 600<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="color: #134f5c; font-family: Arial,Helvetica,sans-serif;">
<b>A. SẢN PHẨM HIỆN CÓ</b></div>
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<br />
Tên sản phẩm: PEG 600 (Polyethylene Glycol 600)</div>
<div style="color: #134f5c; font-family: Arial,Helvetica,sans-serif; text-align: left;">
Quy cách: 225kg/phuy</div>
<div style="color: #134f5c; font-family: Arial,Helvetica,sans-serif; text-align: left;">
Xuất xứ: Indonesia<br />
Hàng luôn có sẵn<br />
<b style="color: blue;">Liên hệ: Trần Thanh Luân - 0914.214.789 </b></div>
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<b>B. TỔNG QUAN</b></div>
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<span style="font-size: 12pt;">Polyethylene
glycol (PEG) là hợp chất polyether với nhiều ứng dụng từ sản xuất công nghiệp
thuốc, dược phẩm. Nó còn có tên gọi khác là polyethylene oxide (PEO) hay
polyethylene (POE), tùy thuộc vào khối lượng phân tử và có tên thương mại là
Carbowax.</span></div>
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<br />
<b><span style="font-size: 12pt;">1 Tính chất</span></b></div>
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<br />
<span style="font-size: 12pt;">- Số Cas:
25322-68-3</span></div>
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<span style="font-size: 12pt;">- Công thức phân tử:
C<sub>2n</sub>H<sub>4n</sub>+2O<sub>n+1</sub></span></div>
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<span style="font-size: 12pt;">- Khối lượng phân
tử: đa dạng</span></div>
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<span style="font-size: 12pt;">- Ngoại quan: Chất
lỏng hoặc rắn (tùy theo khối lượng phân tử)</span></div>
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<span style="font-size: 12pt;">- Mùi: Nặng</span></div>
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<span style="font-size: 12pt;">- Tỉ trọng: tùy khối
lượng phân tử</span></div>
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<span style="font-size: 12pt;">- Nhiệt độ đông đặc:
tùy</span></div>
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<span style="font-size: 12pt;">- Nhiệt độ sôi:
82.5oC</span></div>
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<span style="font-size: 12pt;">- Tính tan trong
nước: Tan vô hạn</span></div>
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<span style="font-size: 12pt;">- Áp suất hơi: 2.4
kPa</span></div>
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<span style="font-size: 12pt;">- Độ nhớt
(25oC):1.96cP </span></div>
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<b><span style="font-size: 12pt;">2 Sản xuất</span></b></div>
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<br />
<span style="font-size: 12pt;">PEG được sản xuất
bởi phản ứng giữa ethylene oxide với nước, hoặc với ethylene glycol hay các
oligomer của ethylene glycol. Phản ứng được xúc tác bởi các acid hay các chất xúc
tác cơ bản. Ethylene glycol và các oligomer của nó được ưa chuộng hơn so với nước
bởi nó cho phép tạo ra các polymer với sụ phân tán trọng lượng phân tử trong phạm
vi hẹp hơn. Độ dài của chuỗi polymer phụ thuộc vào tỉ lệ của các chất tương
tác.</span></div>
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</div>
<div class="MsoNormal" style="color: #134f5c; font-family: Arial,Helvetica,sans-serif; margin: 0in 0in 0.0001pt; text-align: justify;">
<span style="font-size: 12pt;">HOCH<sub>2</sub>CH<sub>2</sub>OH
+ n(CH<sub>2</sub>CH<sub>2</sub>O) → HO(CH<sub>2</sub>CH<sub>2</sub>O)<sub>n+1</sub>H</span></div>
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<span style="font-size: 12pt;">Tùy thuộc vào loại
xúc tác mà cơ chế của quá trình polymer hóa có thể là cationic hay anionic. Cơ
chế anionic được ưa chuộng hơn bởi nó cho phép thu được PEG với độ phân tán thấp.
Quá trình polymer hóa ethylene oxide là quá trình tỏa nhiệt. Việc gia nhiệt quá
mức hay làm nhiễm bẫn ethylene oxide bởi chất xúc tác như kiềm hay oxide kim loại
có thể dẫn đến việc làm hủy quá trình
polymer hóa và có thể gây ra cháy nổ chỉ sau vài giờ.</span></div>
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</div>
<div class="MsoNormal" style="color: #134f5c; font-family: Arial,Helvetica,sans-serif; margin: 0in 0in 0.0001pt; text-align: justify;">
<span style="font-size: 12pt;">Polyethylene oxide
hay polyethylene glycol cao phân tử được tổng hợp bằng quá trình trùng hợp tạo
nhũ. Phản ứng được xúc tác bới các muối hữu cơ của magie, nhôm hay canxi. Để
ngăn chặn sự kết tụ của các polymer người ta thêm vào các chất phụ gia dạng
chelate như dimethylglyoxime. Các chất xúc tác kiềm như NaOH, KOH, Na<sub>2</sub>CO<sub>3</sub>
cũng được sử dụng để điều chế các polyethylene có khối lượng phân tử nhỏ.</span></div>
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</div>
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<br />
<b><span style="font-size: 12pt;">3 Ứng dụng</span></b></div>
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</div>
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<span style="font-size: 12pt;">3.1. <i style="mso-bidi-font-style: normal;">Y tế</i></span></div>
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<span style="font-size: 12pt;">Là thành phần cơ bản
trong một số thuốc nhuận tràng (ví dụ như Macrogol có chứa các sản phẩm như
Movicol và PEG 3350) </span></div>
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<span style="font-size: 12pt;">- Ngoài ra nó còn
được sử dụng như một tá dược trong các sản phẩm dược phẩm.</span></div>
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<span style="font-size: 12pt;">- Thành phần trong
thuốc nhỏ mắt</span></div>
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<span style="font-size: 12pt;">- Các loại PEG có
trọng lượng phân tử cao như PEG 8000 có khả năng phòng ngừa ung thư trực tràng ở
động vật, tuy nhiên nó chưa được thử nghiệm lâm sàn ở người.</span></div>
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<span style="font-size: 12pt;">- Việc tiêm PEG
2000 vào máu chuột lang sau khi bị chấn thương tủy sống sẽ giúp phục hồi nhanh
chóng thông qua việc sửa chữa các phân tử của màng thần kinh. Hiệu quả của việc
này có thể được ứng dụng để ngăn ngừa bị liệt ở người sau khi bị tai nạn.</span></div>
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<span style="font-size: 12pt;">3.2. <i style="mso-bidi-font-style: normal;">Ứng dụng khác</i></span></div>
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<span style="font-size: 12pt;">- PEG có độc tính
thấp và được sử dụng trong nhiều sản phẩm.</span></div>
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<span style="font-size: 12pt;">- Là thành phần cơ
bản trong nhiều loại kem dưỡng da, trong các loại dầu bôi trơn tình dục và thường
được kết hợp với glycerine.</span></div>
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<span style="font-size: 12pt;">- PEG được sử dụng
như một chất phân tán trong một số loại kem đánh răng, nó liên kết với nước và
giúp cho xanthan phân bố đều trong kem đánh răng. </span></div>
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<span style="font-size: 12pt;">- Các PEG có trọng
lượng thấp (như PEG 400) được sử dụng là dung môi cho mực in và làm chất bôi
trơn cho đầu máy in.</span></div>
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<span style="font-size: 12pt;">- PEG 400 được sử dụng làm chất trợ nhuộm</span></div>
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<span style="font-size: 12pt;"><span style="color: #134f5c;">- PEG 600 được sử dụng trong sản xuất các loại foam PU cách nhiệ</span>t</span></div>
</div>luan tranhttp://www.blogger.com/profile/01988397608967425698noreply@blogger.com0tag:blogger.com,1999:blog-1837305117183115030.post-3733239679706219562012-05-22T21:18:00.001-07:002012-06-04T02:12:52.240-07:00BÁN PEG 400<div dir="ltr" style="text-align: left;" trbidi="on">
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<b>A. SẢN PHẨM HIỆN CÓ</b></div>
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Tên sản phẩm: PEG 400 (Polyethylene Glycol 400)</div>
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Quy cách: 225kg/phuy</div>
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Xuất xứ: Indonesia<br />
Hàng luôn có sẵn<br />
<b style="color: blue;">Liên hệ: Trần Thanh Luân - 0914.214.789 </b></div>
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<b>B. TỔNG QUAN</b></div>
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<span style="font-size: 12pt;">Polyethylene
glycol (PEG) là hợp chất polyether với nhiều ứng dụng từ sản xuất công nghiệp
thuốc, dược phẩm. Nó còn có tên gọi khác là polyethylene oxide (PEO) hay
polyethylene (POE), tùy thuộc vào khối lượng phân tử và có tên thương mại là
Carbowax.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt;">1 Tính chất</span></b></div>
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<span style="font-size: 12pt;">- Số Cas:
25322-68-3</span></div>
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<span style="font-size: 12pt;">- Công thức phân tử:
C<sub>2n</sub>H<sub>4n</sub>+2O<sub>n+1</sub></span></div>
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<span style="font-size: 12pt;">- Khối lượng phân
tử: đa dạng</span></div>
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<span style="font-size: 12pt;">- Ngoại quan: Chất
lỏng hoặc rắn (tùy theo khối lượng phân tử)</span></div>
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<span style="font-size: 12pt;">- Mùi: Nặng</span></div>
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<span style="font-size: 12pt;">- Tỉ trọng: tùy khối
lượng phân tử</span></div>
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<span style="font-size: 12pt;">- Nhiệt độ đông đặc:
tùy</span></div>
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<span style="font-size: 12pt;">- Nhiệt độ sôi:
82.5oC</span></div>
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<span style="font-size: 12pt;">- Tính tan trong
nước: Tan vô hạn</span></div>
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<span style="font-size: 12pt;">- Áp suất hơi: 2.4
kPa</span></div>
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<span style="font-size: 12pt;">- Độ nhớt
(25oC):1.96cP </span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt;">2 Sản xuất</span></b></div>
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<span style="font-size: 12pt;">PEG được sản xuất
bởi phản ứng giữa ethylene oxide với nước, hoặc với ethylene glycol hay các
oligomer của ethylene glycol. Phản ứng được xúc tác bởi các acid hay các chất xúc
tác cơ bản. Ethylene glycol và các oligomer của nó được ưa chuộng hơn so với nước
bởi nó cho phép tạo ra các polymer với sụ phân tán trọng lượng phân tử trong phạm
vi hẹp hơn. Độ dài của chuỗi polymer phụ thuộc vào tỉ lệ của các chất tương
tác.</span></div>
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<span style="font-size: 12pt;">HOCH<sub>2</sub>CH<sub>2</sub>OH
+ n(CH<sub>2</sub>CH<sub>2</sub>O) → HO(CH<sub>2</sub>CH<sub>2</sub>O)<sub>n+1</sub>H</span></div>
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<span style="font-size: 12pt;">Tùy thuộc vào loại
xúc tác mà cơ chế của quá trình polymer hóa có thể là cationic hay anionic. Cơ
chế anionic được ưa chuộng hơn bởi nó cho phép thu được PEG với độ phân tán thấp.
Quá trình polymer hóa ethylene oxide là quá trình tỏa nhiệt. Việc gia nhiệt quá
mức hay làm nhiễm bẫn ethylene oxide bởi chất xúc tác như kiềm hay oxide kim loại
có thể dẫn đến việc làm hủy quá trình
polymer hóa và có thể gây ra cháy nổ chỉ sau vài giờ.</span></div>
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<span style="font-size: 12pt;">Polyethylene oxide
hay polyethylene glycol cao phân tử được tổng hợp bằng quá trình trùng hợp tạo
nhũ. Phản ứng được xúc tác bới các muối hữu cơ của magie, nhôm hay canxi. Để
ngăn chặn sự kết tụ của các polymer người ta thêm vào các chất phụ gia dạng
chelate như dimethylglyoxime. Các chất xúc tác kiềm như NaOH, KOH, Na<sub>2</sub>CO<sub>3</sub>
cũng được sử dụng để điều chế các polyethylene có khối lượng phân tử nhỏ.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt;">3 Ứng dụng</span></b></div>
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<span style="font-size: 12pt;">3.1. <i style="mso-bidi-font-style: normal;">Y tế</i></span></div>
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<span style="font-size: 12pt;">Là thành phần cơ bản
trong một số thuốc nhuận tràng (ví dụ như Macrogol có chứa các sản phẩm như
Movicol và PEG 3350) </span></div>
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<span style="font-size: 12pt;">- Ngoài ra nó còn
được sử dụng như một tá dược trong các sản phẩm dược phẩm.</span></div>
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<span style="font-size: 12pt;">- Thành phần trong
thuốc nhỏ mắt</span></div>
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<span style="font-size: 12pt;">- Các loại PEG có
trọng lượng phân tử cao như PEG 8000 có khả năng phòng ngừa ung thư trực tràng ở
động vật, tuy nhiên nó chưa được thử nghiệm lâm sàn ở người.</span></div>
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<span style="font-size: 12pt;">- Việc tiêm PEG
2000 vào máu chuột lang sau khi bị chấn thương tủy sống sẽ giúp phục hồi nhanh
chóng thông qua việc sửa chữa các phân tử của màng thần kinh. Hiệu quả của việc
này có thể được ứng dụng để ngăn ngừa bị liệt ở người sau khi bị tai nạn.</span></div>
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<span style="font-size: 12pt;">3.2. <i style="mso-bidi-font-style: normal;">Ứng dụng khác</i></span></div>
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<span style="font-size: 12pt;">- PEG có độc tính
thấp và được sử dụng trong nhiều sản phẩm.</span></div>
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<span style="font-size: 12pt;">- Là thành phần cơ
bản trong nhiều loại kem dưỡng da, trong các loại dầu bôi trơn tình dục và thường
được kết hợp với glycerine.</span></div>
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<span style="font-size: 12pt;">- PEG được sử dụng
như một chất phân tán trong một số loại kem đánh răng, nó liên kết với nước và
giúp cho xanthan phân bố đều trong kem đánh răng. </span></div>
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<span style="font-size: 12pt;">- Các PEG có trọng
lượng thấp (như PEG 400) được sử dụng là dung môi cho mực in và làm chất bôi
trơn cho đầu máy in.</span></div>
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<span style="font-size: 12pt;">- PEG 400 được sử dụng làm chất trợ nhuộm, dùng trong thuốc lá điện tử...</span></div>
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<span style="font-size: 12pt;"><span style="color: #134f5c;">- PEG 600 được sử dụng trong sản xuất các loại foam PU cách nhiệ</span>t,<span style="color: #134f5c;"> chất ngâm tẩm gỗ tươi...</span></span></div>
</div>luan tranhttp://www.blogger.com/profile/01988397608967425698noreply@blogger.com0tag:blogger.com,1999:blog-1837305117183115030.post-83596519263228661532011-12-19T00:32:00.000-08:002011-12-28T01:11:18.028-08:00NHỰA C.A.B 551-0.2<div style="color: #134f5c;"><b>A. SẢN PHẨM HIỆN CÓ</b></div><div style="color: #134f5c;"><br />
</div><div style="color: #134f5c;">Tên sản phẩm: CAB-551-0.2</div><div style="color: #134f5c;">Quy cách: 20 kg/bao</div><div style="color: #134f5c;">Xuất xứ: Mỹ<br />
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<a href="http://2.bp.blogspot.com/-_z1cW8YR4kA/TvrZe0Zz_8I/AAAAAAAAAS4/CJfCUaMTGL4/s1600/CAB-551-0.2.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="http://1.bp.blogspot.com/-oZ-dUK-w2k8/TvrZNHnEIhI/AAAAAAAAASk/zf_oBJEW8Dw/s320/CAB-551-0.2-HINH+2.jpg" width="320" /></a><b> </b><br />
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<b>B. THÔNG TIN SẢN PHẨM</b><br />
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<div class="MsoNormal"><span style="font-size: small;"><br />
</span></div><div class="MsoNormal" style="margin: 0in;"><span style="font-size: small;"><b>1. Mô tả</b></span></div><div class="MsoNormal" style="margin: 0in;"><span style="font-size: small;"><br />
</span></div><div class="MsoNormal" style="margin: 0in;"><span style="font-size: small;">Eastman Cellulose Acetate Butyrate (CAB-551-0.2) là một cellulose ester với hàm lượng butyryl cao và trọng lượng phân tử tương đối thấp. Nó tương hợp tốt với nhiều loại nhựa có liên kết ngang và có độ nhớt dung dịch thấp hơn.</span></div><div class="MsoNormal" style="margin: 0in;"><span style="font-size: small;"><br />
</span></div><div class="MsoNormal" style="margin: 0in;"><span style="font-size: small;"><b>2. Đặc tính</b></span></div><div class="MsoNormal" style="margin: 0in;"><span style="font-size: small;"><br />
</span></div><div class="MsoNormal" style="margin: 0in;"><span style="font-size: small;">Khi dùng trong sơn nó cho các đặc tính sau</span></div><div class="MsoNormal" style="margin: 0in 0in 0in 0.5in; text-indent: -0.25in;"><span style="font-size: small;">-<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-size: small;">Màng sơn trong</span></div><div class="MsoNormal" style="margin: 0in 0in 0in 0.5in; text-indent: -0.25in;"><span style="font-size: small;">-<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-size: small;">Chống trầy xước</span></div><div class="MsoNormal" style="margin: 0in 0in 0in 0.5in; text-indent: -0.25in;"><span style="font-size: small;">-<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-size: small;">Cải thiện độ chảy</span></div><div class="MsoNormal" style="margin: 0in 0in 0in 0.5in; text-indent: -0.25in;"><span style="font-size: small;">-<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-size: small;">Độ bám tốt</span></div><div class="MsoNormal" style="margin: 0in 0in 0in 0.5in; text-indent: -0.25in;"><span style="font-size: small;">-<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-size: small;">Chống UV</span></div><div class="MsoNormal" style="margin: 0in 0in 0in 0.5in; text-indent: -0.25in;"><span style="font-size: small;">-<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-size: small;"> </span></div><div class="MsoNormal" style="margin: 0in;"><span style="font-size: small;"><b>3. Ứng dụng</b></span></div><div class="MsoNormal" style="margin: 0in;"><span style="font-size: small;"><br />
</span></div><div class="MsoNormal" style="margin: 0in 0in 0in 0.5in; text-indent: -0.25in;"><span style="font-size: small;">-<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-size: small;">Sơn móng tay</span></div><div class="MsoNormal" style="margin: 0in 0in 0in 0.5in; text-indent: -0.25in;"><span style="font-size: small;">-<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-size: small;">Sơn xe hơi</span></div><div class="MsoNormal" style="margin: 0in 0in 0in 0.5in; text-indent: -0.25in;"><span style="font-size: small;">-<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-size: small;">Sơn các loại xe vận tải như xe buýt, xe tải.</span></div><div class="MsoNormal" style="margin: 0in 0in 0in 0.5in; text-indent: -0.25in;"><span style="font-size: small;">-<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-size: small;">Sơn cho nhựa</span></div><div class="MsoNormal" style="margin: 0in;"><span style="font-size: small;"><br />
</span></div><div class="MsoNormal" style="margin: 0in;"><span style="font-size: small;"><b>4. Thông số kỹ thuật</b></span></div><div class="MsoNormal" style="margin: 0in;"><span style="font-size: small;"><br />
</span></div><table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: medium none; margin-left: 40.75pt; width: 458px;"><tbody>
<tr> <td style="border: 1pt solid windowtext; color: #073763; padding: 0in 5.4pt; width: 181.8pt;" valign="top" width="242"><div class="MsoNormal" style="margin: 0in;"><span style="font-size: small;">Hàm lượng Butyryl </span></div></td> <td style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: windowtext windowtext windowtext -moz-use-text-color; border-style: solid solid solid none; border-width: 1pt 1pt 1pt medium; color: #073763; padding: 0in 5.4pt; width: 161.6pt;" valign="top" width="215"><div align="center" class="MsoNormal" style="margin: 0in; text-align: center;"><span style="font-size: small;">52% wt</span></div></td> </tr>
<tr> <td style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; color: #073763; padding: 0in 5.4pt; width: 181.8pt;" valign="top" width="242"><div class="MsoNormal" style="margin: 0in;"><span style="font-size: small;">Hàm lượng Acetyl</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; color: #073763; padding: 0in 5.4pt; width: 161.6pt;" valign="top" width="215"><div align="center" class="MsoNormal" style="margin: 0in; text-align: center;"><span style="font-size: small;">2 wt%</span></div></td> </tr>
<tr> <td style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; color: #073763; padding: 0in 5.4pt; width: 181.8pt;" valign="top" width="242"><div class="MsoNormal" style="margin: 0in;"><span style="font-size: small;">Hàm lượng Hydroxyl</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; color: #073763; padding: 0in 5.4pt; width: 161.6pt;" valign="top" width="215"><div align="center" class="MsoNormal" style="margin: 0in; text-align: center;"><span style="font-size: small;">1.8%</span></div></td> </tr>
<tr> <td style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; color: #073763; padding: 0in 5.4pt; width: 181.8pt;" valign="top" width="242"><div class="MsoNormal" style="margin: 0in;"><span style="font-size: small;">Độ nhớt</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; color: #073763; padding: 0in 5.4pt; width: 161.6pt;" valign="top" width="215"><div align="center" class="MsoNormal" style="margin: 0in; text-align: center;"><span style="font-size: small;">0.76 poise</span></div></td> </tr>
<tr> <td style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; color: #073763; padding: 0in 5.4pt; width: 181.8pt;" valign="top" width="242"><div class="MsoNormal" style="margin: 0in;"><span style="font-size: small;">Hàm lượng acid (tính theo acid acetic)</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; color: #073763; padding: 0in 5.4pt; width: 161.6pt;" valign="top" width="215"><div align="center" class="MsoNormal" style="margin: 0in; text-align: center;"><span style="font-size: small;">0.02 wt%</span></div></td> </tr>
<tr> <td style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; color: #073763; padding: 0in 5.4pt; width: 181.8pt;" valign="top" width="242"><div class="MsoNormal" style="margin: 0in;"><span style="font-size: small;">Hàm lượng tro</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; color: #073763; padding: 0in 5.4pt; width: 161.6pt;" valign="top" width="215"><div align="center" class="MsoNormal" style="margin: 0in; text-align: center;"><span style="font-size: small;">< 0.05%</span></div></td> </tr>
<tr> <td style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; color: #073763; padding: 0in 5.4pt; width: 181.8pt;" valign="top" width="242"><div class="MsoNormal" style="margin: 0in;"><span style="font-size: small;">Chỉ số khúc xạ</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; color: #073763; padding: 0in 5.4pt; width: 161.6pt;" valign="top" width="215"><div align="center" class="MsoNormal" style="margin: 0in; text-align: center;"><span style="font-size: small;">1.475</span></div></td> </tr>
<tr> <td style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; color: #073763; padding: 0in 5.4pt; width: 181.8pt;" valign="top" width="242"><div class="MsoNormal" style="margin: 0in;"><span style="font-size: small;">Nhiệt độ nóng chảy</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; color: #073763; padding: 0in 5.4pt; width: 161.6pt;" valign="top" width="215"><div align="center" class="MsoNormal" style="margin: 0in; text-align: center;"><span style="font-size: small;">130-140<sup>o</sup>C</span></div></td> </tr>
<tr> <td style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; color: #073763; padding: 0in 5.4pt; width: 181.8pt;" valign="top" width="242"><div class="MsoNormal" style="margin: 0in;"><span style="font-size: small;">Nhiệt độ chuyển hóa thủy tinh</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; color: #073763; padding: 0in 5.4pt; width: 161.6pt;" valign="top" width="215"><div align="center" class="MsoNormal" style="margin: 0in; text-align: center;"><span style="font-size: small;">101<sup>o</sup>C</span></div></td> </tr>
</tbody></table><br />
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</div>luan tranhttp://www.blogger.com/profile/01988397608967425698noreply@blogger.com1tag:blogger.com,1999:blog-1837305117183115030.post-83317145271072915152011-12-19T00:22:00.001-08:002011-12-19T00:23:55.388-08:00TINUVIN 292<div style="color: #134f5c;"><b>A. SẢN PHẨM HIỆN CÓ</b></div><div style="color: #134f5c;"><br />
</div><div style="color: #134f5c;">Tên sản phẩm: Tinuvin 292</div><div style="color: #134f5c;">Quy cách: 20 kg/thùng</div><div style="color: #134f5c;">Xuất xứ: Ciba </div>luan tranhttp://www.blogger.com/profile/01988397608967425698noreply@blogger.com0tag:blogger.com,1999:blog-1837305117183115030.post-19993943241384796712011-12-19T00:21:00.001-08:002011-12-19T00:24:32.001-08:00TINUVIN 1130<div style="color: #134f5c;"><b>A. SẢN PHẨM HIỆN CÓ</b></div><div style="color: #134f5c;"><br />
</div><div style="color: #134f5c;">Tên sản phẩm: Tinuvin 1130</div><div style="color: #134f5c;">Quy cách: 20 kg/thùng</div><div style="color: #134f5c;">Xuất xứ: Ciba</div><div style="color: #134f5c;"></div>luan tranhttp://www.blogger.com/profile/01988397608967425698noreply@blogger.com0tag:blogger.com,1999:blog-1837305117183115030.post-31186130675540524812011-11-17T20:11:00.000-08:002011-11-27T23:12:02.553-08:00EPOXY RESIN ALRADITE 7071-X-75 VÀ CÁC ỨNG DỤNG<div style="color: #741b47;"><b>A. SẢN PHẨM HIỆN CÓ</b></div><div style="color: #741b47;"><br />
</div><div style="color: #741b47;">Tên sản phẩm: Alradite 7071-X-75</div><div style="color: #741b47;">Quy cách: 220 kg/phuy</div><div style="color: #741b47;">Xuất xứ: Ấn Độ</div><div style="color: #741b47;"><br />
<img alt="" height="320" 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" 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" width="320" /><br />
<br />
</div><div style="color: #741b47;"><b>B. THÔNG TIN SẢN PHẨM</b></div><table align="left" cellpadding="0" cellspacing="0" style="color: #741b47;"><tbody>
<tr><td height="0" width="498"></td></tr>
<tr><td><br />
</td><td><br />
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<div class="MsoNormal" style="color: #741b47;"><b style="mso-bidi-font-weight: normal;">1. Mô tả</b></div><div class="MsoNormal" style="color: #741b47; margin-top: 6pt;">Araldite epoxy là loại nhựa epoxy có trọng lượng phân tử trung bình, đi từ Bisphenol A, dạng lỏng, với dung môi hòa tan là xylene</div><div class="MsoNormal" style="color: #741b47;"><br />
</div><div class="MsoNormal" style="color: #741b47;"><b style="mso-bidi-font-weight: normal;">2. Đặc tính</b></div><div class="MsoNormal" style="color: #741b47; margin-top: 6pt;">Araldite GZ 7071 X 75 sau khi kết hợp với chất đóng rắn sẽ cho sơn có đặc tính sau:</div><div class="MsoNormal" style="color: #741b47;">- Đô bám tuyệt hảo</div><div class="MsoNormal" style="color: #741b47;">- Bền cơ học</div><div class="MsoNormal" style="color: #741b47;">- Chịu hóa chất tốt</div><div class="MsoNormal" style="color: #741b47;"><br />
</div><div class="MsoNormal" style="color: #741b47; margin-bottom: 9pt;"><b style="mso-bidi-font-weight: normal;">3. Thông số kỹ thuật</b></div><table border="0" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; color: #741b47; margin-left: 30.65pt;"><tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;"> <td style="padding: 0in 5.4pt 0in 5.4pt; width: 215.95pt;" valign="top" width="288"><div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 0in; margin-right: 0in; margin-top: 2.0pt;">Ngoại quan</div></td> <td style="padding: 0in 5.4pt 0in 5.4pt; width: 223.4pt;" valign="top" width="298"><div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 0in; margin-right: 0in; margin-top: 2.0pt;">Dạng lỏng không màu</div></td> </tr>
<tr style="mso-yfti-irow: 1;"> <td style="padding: 0in 5.4pt 0in 5.4pt; width: 215.95pt;" valign="top" width="288"><div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 0in; margin-right: 0in; margin-top: 2.0pt;">Độ màu (Gardner, ISO 4630)</div></td> <td style="padding: 0in 5.4pt 0in 5.4pt; width: 223.4pt;" valign="top" width="298"><div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 0in; margin-right: 0in; margin-top: 2.0pt;">Max 2</div></td> </tr>
<tr style="mso-yfti-irow: 2;"> <td style="padding: 0in 5.4pt 0in 5.4pt; width: 215.95pt;" valign="top" width="288"><div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 0in; margin-right: 0in; margin-top: 2.0pt;">Chỉ số Epoxy (ISO 3001)(eq/kg)</div></td> <td style="padding: 0in 5.4pt 0in 5.4pt; width: 223.4pt;" valign="top" width="298"><div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 0in; margin-right: 0in; margin-top: 2.0pt;">1.50 – 1.67</div></td> </tr>
<tr style="mso-yfti-irow: 3;"> <td style="padding: 0in 5.4pt 0in 5.4pt; width: 215.95pt;" valign="top" width="288"><div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 0in; margin-right: 0in; margin-top: 2.0pt;">Tương đương Epoxy (ISO 3001) (g/Eq)</div></td> <td style="padding: 0in 5.4pt 0in 5.4pt; width: 223.4pt;" valign="top" width="298"><div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 0in; margin-right: 0in; margin-top: 2.0pt;">600-670</div></td> </tr>
<tr style="mso-yfti-irow: 4;"> <td style="padding: 0in 5.4pt 0in 5.4pt; width: 215.95pt;" valign="top" width="288"><div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 0in; margin-right: 0in; margin-top: 2.0pt;">Hàm lượng rắn (ISO 3251) (wt%)</div></td> <td style="padding: 0in 5.4pt 0in 5.4pt; width: 223.4pt;" valign="top" width="298"><div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 0in; margin-right: 0in; margin-top: 2.0pt;">74.0 – 76.0</div></td> </tr>
<tr style="mso-yfti-irow: 5;"> <td style="padding: 0in 5.4pt 0in 5.4pt; width: 215.95pt;" valign="top" width="288"><div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 0in; margin-right: 0in; margin-top: 2.0pt;">Độ nhớt @ 25<sup>o</sup>C (Falling-ball, ISO 12058-1) (mPa<sup>.</sup>s)</div></td> <td style="padding: 0in 5.4pt 0in 5.4pt; width: 223.4pt;" valign="top" width="298"><div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 0in; margin-right: 0in; margin-top: 2.0pt;">7000-1000</div></td> </tr>
<tr style="mso-yfti-irow: 6;"> <td style="padding: 0in 5.4pt 0in 5.4pt; width: 215.95pt;" valign="top" width="288"><div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 0in; margin-right: 0in; margin-top: 2.0pt;">Tỉ trọng @ 25<sup>o</sup>C (ISO 1675) g/cm<sup>3</sup></div></td> <td style="padding: 0in 5.4pt 0in 5.4pt; width: 223.4pt;" valign="top" width="298"><div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 0in; margin-right: 0in; margin-top: 2.0pt;">1.08</div></td> </tr>
<tr style="mso-yfti-irow: 7;"> <td style="padding: 0in 5.4pt 0in 5.4pt; width: 215.95pt;" valign="top" width="288"><div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 0in; margin-right: 0in; margin-top: 2.0pt;">Điểm chớp cháy (Pensky Martens, ISO 2719) (<sup>o</sup>C)</div></td> <td style="padding: 0in 5.4pt 0in 5.4pt; width: 223.4pt;" valign="top" width="298"><div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 0in; margin-right: 0in; margin-top: 2.0pt;"><span style="font-family: Symbol;">³</span> 22</div></td> </tr>
<tr style="mso-yfti-irow: 8;"> <td style="padding: 0in 5.4pt 0in 5.4pt; width: 215.95pt;" valign="top" width="288"><div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 0in; margin-right: 0in; margin-top: 2.0pt;">Mùi</div></td> <td style="padding: 0in 5.4pt 0in 5.4pt; width: 223.4pt;" valign="top" width="298"><div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 0in; margin-right: 0in; margin-top: 2.0pt;">Có mùi</div></td> </tr>
<tr style="mso-yfti-irow: 9;"> <td style="padding: 0in 5.4pt 0in 5.4pt; width: 215.95pt;" valign="top" width="288"><div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 0in; margin-right: 0in; margin-top: 2.0pt;">Thời gian sống</div><div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 0in; margin-right: 0in; margin-top: 2.0pt;">(Nhiệt độ bảo quản 2-40<sup>o</sup>C)</div></td> <td style="padding: 0in 5.4pt 0in 5.4pt; width: 223.4pt;" valign="top" width="298"><div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 0in; margin-right: 0in; margin-top: 2.0pt;">Vài năm</div></td> </tr>
<tr style="mso-yfti-irow: 10;"> <td style="padding: 0in 5.4pt 0in 5.4pt; width: 215.95pt;" valign="top" width="288"><div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 0in; margin-right: 0in; margin-top: 2.0pt;">Sản phẩm độc hại tạo thành</div><div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 0in; margin-right: 0in; margin-top: 2.0pt;">(Khi phân hủy bởi lửa)</div></td> <td style="padding: 0in 5.4pt 0in 5.4pt; width: 223.4pt;" valign="top" width="298"><div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 0in; margin-right: 0in; margin-top: 2.0pt;">CO, CO2 và những khí độc khác</div><div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 0in; margin-right: 0in; margin-top: 2.0pt;"><br />
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<tr style="mso-yfti-irow: 11; mso-yfti-lastrow: yes;"> <td style="padding: 0in 5.4pt 0in 5.4pt; width: 215.95pt;" valign="top" width="288"><div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 0in; margin-right: 0in; margin-top: 2.0pt;">Độ nhớt ở các nhiệt độ khác nhau</div><div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 0in; margin-right: 0in; margin-top: 2.0pt;"> Nhiệt độ (<sup>o</sup>C)</div><div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 0in; margin-right: 0in; margin-top: 2.0pt;"> Độ nhớt (mPas)</div></td> <td style="padding: 0in 5.4pt 0in 5.4pt; width: 223.4pt;" valign="top" width="298"><div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 0in; margin-right: 0in; margin-top: 2.0pt;"><br />
</div><div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 0in; margin-right: 0in; margin-top: 2.0pt;"> 20 25 30 40 50 60</div><div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 0in; margin-right: 0in; margin-top: 2.0pt;">16000 9000 5000 1800 700 400</div></td> </tr>
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</div><div class="MsoNormal" style="color: #741b47; margin-bottom: 9pt;"><b style="mso-bidi-font-weight: normal;">4. Tỷ lệ pha trộn đề nghị</b></div><table border="0" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; color: #741b47; margin-left: 30.65pt;"><tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;"> <td style="padding: 0in 5.4pt 0in 5.4pt; width: 214.15pt;" valign="top" width="286"><div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 0in; margin-right: 0in; margin-top: 2.0pt;"><i style="mso-bidi-font-style: normal;">Hợp chất</i></div><div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 0in; margin-right: 0in; margin-top: 2.0pt;">Araldite GZ 7071 X 75</div><div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 0in; margin-right: 0in; margin-top: 2.0pt;">Aradur 115</div><div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 0in; margin-right: 0in; margin-top: 2.0pt;">Aradur 125</div><div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 0in; margin-right: 0in; margin-top: 2.0pt;">Aradur 423 XW 60</div><div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 0in; margin-right: 0in; margin-top: 2.0pt;">Aradur 3776 XW 55</div></td> <td style="padding: 0in 5.4pt 0in 5.4pt; width: 246.25pt;" valign="top" width="328"><div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 0in; margin-right: 0in; margin-top: 2.0pt;"><i style="mso-bidi-font-style: normal;">Thành phần theo khối lượng</i></div><div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 0in; margin-right: 0in; margin-top: 2.0pt;">100 100 100 100</div><div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 0in; margin-right: 0in; margin-top: 2.0pt;">27-75 - - -</div><div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 0in; margin-right: 0in; margin-top: 2.0pt;">- 14-28 - -</div><div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 0in; margin-right: 0in; margin-top: 2.0pt;">- - 65-80 -</div><div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 0in; margin-right: 0in; margin-top: 2.0pt;">- - - 60</div></td> </tr>
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</div><div class="MsoNormal" style="color: #741b47; margin-bottom: 6pt;"><b style="mso-bidi-font-weight: normal;">4. Ứng dụng</b></div><div class="MsoNormal" style="color: #741b47;">Kết hợp với polyamines, polyamidoamines hay những sản phẩm cộng khác để dùng trong các ứng dụng sau:</div><div class="MsoNormal" style="color: #741b47; margin-left: 0.5in; text-indent: -0.25in;">-<span style="font: 7pt "Times New Roman";"> </span>Làm sơn lót có độ bám tốt trên thép, bê tông, gỗ</div><div class="MsoNormal" style="color: #741b47; margin-left: 0.5in; text-indent: -0.25in;">-<span style="font: 7pt "Times New Roman";"> </span>Làm sơn lót chống ăn mòn (cho kim loại, bê tông)</div><div class="MsoNormal" style="color: #741b47; margin-left: 0.5in; text-indent: -0.25in;">-<span style="font: 7pt "Times New Roman";"> </span>Làm lót bụi kẽm (cho kim loại)</div><div class="MsoNormal" style="color: #741b47; margin-left: 0.5in; text-indent: -0.25in;">-<span style="font: 7pt "Times New Roman";"> </span>Làm sơn phủ bề mặt (cho kim loại, bê tông, gỗ)</div><div class="MsoNormal" style="color: #741b47;"><br />
</div><div class="MsoNormal" style="color: #741b47;"><b style="mso-bidi-font-weight: normal;">5. Bảo quản</b></div><div class="MsoNormal" style="color: #741b47;">Nên để trong thùng kín, bảo quản ở khu vực khô ráo ở nhiệt độ từ 2-4<sup>o</sup>C. Không nên để tiếp xúc trực tiếp với ánh sáng mặt trời</div><div class="MsoNormal" style="color: #741b47;"><br />
</div>luan tranhttp://www.blogger.com/profile/01988397608967425698noreply@blogger.com0tag:blogger.com,1999:blog-1837305117183115030.post-9081077257831478082011-11-16T19:39:00.000-08:002011-11-17T22:17:22.411-08:00EPOXY RESIN YD 128S VÀ CÁC ỨNG DỤNG<div class="MsoNormal" style="margin-bottom: .0001pt; margin: 0in;"><b><span style="color: #741b47;">A. SẢN PHẨM HIỆN CÓ</span></b><span style="color: #741b47;"> </span></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin: 0in;"><br />
</div><div class="MsoNormal" style="margin-bottom: .0001pt; margin: 0in;"><span style="color: #741b47;">Tên sản phẩm: Epoxy YD 128S</span></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin: 0in;"><span style="color: #741b47;">Quy cách: 20 kg/thùng</span></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin: 0in;"><span style="color: #741b47;">Xuất xứ: Hàn Quốc</span></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin: 0in;"><br />
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" 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" width="200" /></div><br />
</div><div class="MsoNormal" style="margin-bottom: .0001pt; margin: 0in;"> <b><span style="color: #741b47;">B. THÔNG TIN SẢN PHẨM</span></b></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin: 0in;"><br />
</div><div class="MsoNormal" style="margin-bottom: .0001pt; margin: 0in;"><b style="mso-bidi-font-weight: normal;"><span style="color: #741b47;">1. Mô tả</span></b><span style="color: #741b47;"></span></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin: 0in;"><br />
</div><div class="MsoNormal" style="margin-bottom: .0001pt; margin: 0in;"><span style="color: #741b47;">YD 128S là loại nhựa Epoxy dạng lỏng chất dẫn xuất từ Bisphenol A. Do có độ bám cao, khả năng chịu nhiệt, chịu hóa chất tốt nên nó được ứng dụng trong nhiều lĩnh vực.</span></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin: 0in;"><br />
</div><div class="MsoNormal" style="margin-bottom: .0001pt; margin: 0in;"><b style="mso-bidi-font-weight: normal;"><span style="color: #741b47;">2. Thông số kỹ thuật</span></b><span style="color: #741b47;"></span></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin: 0in;"><br />
</div><table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; mso-padding-alt: 0in 0in 0in 0in;"><tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;"> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 126.6pt;" valign="top" width="169"><div class="MsoNormal" style="margin-bottom: .0001pt; margin: 0in;"><span style="color: #741b47;">Thông số</span></div></td> <td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 116.15pt;" valign="top" width="155"><div class="MsoNormal" style="margin-bottom: .0001pt; margin: 0in;"><span style="color: #741b47;">Kết quả</span></div></td> <td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 121.2pt;" valign="top" width="162"><div class="MsoNormal" style="margin-bottom: .0001pt; margin: 0in;"><span style="color: #741b47;">Phương pháp</span></div></td> </tr>
<tr style="mso-yfti-irow: 1;"> <td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 126.6pt;" valign="top" width="169"><div class="MsoNormal" style="margin-bottom: .0001pt; margin: 0in;"><span style="color: #741b47;">EEW (g/eq)</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 116.15pt;" valign="top" width="155"><div class="MsoNormal" style="margin-bottom: .0001pt; margin: 0in;"><span style="color: #741b47;">205-225</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 121.2pt;" valign="top" width="162"><div class="MsoNormal" style="margin-bottom: .0001pt; margin: 0in;"><span style="color: #741b47;">KD-AS-001</span></div></td> </tr>
<tr style="mso-yfti-irow: 2;"> <td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 126.6pt;" valign="top" width="169"><div class="MsoNormal" style="margin-bottom: .0001pt; margin: 0in;"><span style="color: #741b47;">Độ nhớt (cps ở 25<sup>o</sup>C)</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 116.15pt;" valign="top" width="155"><div class="MsoNormal" style="margin-bottom: .0001pt; margin: 0in;"><span style="color: #741b47;">19.000-24.000</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 121.2pt;" valign="top" width="162"><div class="MsoNormal" style="margin-bottom: .0001pt; margin: 0in;"><span style="color: #741b47;">KD-AS-005</span></div></td> </tr>
<tr style="mso-yfti-irow: 3;"> <td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 126.6pt;" valign="top" width="169"><div class="MsoNormal" style="margin-bottom: .0001pt; margin: 0in;"><span style="color: #741b47;">Hy-Cl (wt%)</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 116.15pt;" valign="top" width="155"><div class="MsoNormal" style="margin-bottom: .0001pt; margin: 0in;"><span style="color: #741b47;">1.85-2.20</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 121.2pt;" valign="top" width="162"><div class="MsoNormal" style="margin-bottom: .0001pt; margin: 0in;"><span style="color: #741b47;">KD-AS-010</span></div></td> </tr>
<tr style="mso-yfti-irow: 4;"> <td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 126.6pt;" valign="top" width="169"><div class="MsoNormal" style="margin-bottom: .0001pt; margin: 0in;"><span style="color: #741b47;">Tỉ trọng</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 116.15pt;" valign="top" width="155"><div class="MsoNormal" style="margin-bottom: .0001pt; margin: 0in;"><span style="color: #741b47;">1.17</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 121.2pt;" valign="top" width="162"><div class="MsoNormal" style="margin-bottom: .0001pt; margin: 0in;"><span style="color: #741b47;">KD-AS-040</span></div></td> </tr>
<tr style="mso-yfti-irow: 5; mso-yfti-lastrow: yes;"> <td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 126.6pt;" valign="top" width="169"><div class="MsoNormal" style="margin-bottom: .0001pt; margin: 0in;"><span style="color: #741b47;">Độ màu</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 116.15pt;" valign="top" width="155"><div class="MsoNormal" style="margin-bottom: .0001pt; margin: 0in;"><span style="color: #741b47;">1.0 max</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 121.2pt;" valign="top" width="162"><div class="MsoNormal" style="margin-bottom: .0001pt; margin: 0in;"><span style="color: #741b47;">KD-AS-025</span></div></td> </tr>
</tbody></table><div class="MsoNormal" style="margin-bottom: .0001pt; margin: 0in;"><br />
</div><div class="MsoNormal" style="margin-bottom: .0001pt; margin: 0in;"><b style="mso-bidi-font-weight: normal;"><span style="color: #741b47;">3. Ứng dụng</span></b><span style="color: #741b47;"></span></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin: 0in;"><br />
</div><div class="MsoNormal" style="margin-bottom: .0001pt; margin: 0in;"><span style="color: #741b47;">YD 128S có thể được dùng chung với nhiều loại đóng rắn khác nhau (Nhựa Polyamide, Aromatic Polyamine, Aliphatic Polyamine và các hợp chất Anhydride). Tùy vào chất pha loãng và các phụ gia khác được thêm vào mà các tính chất đạt được sẽ khác nhau. YD 128S là dạng epoxy lỏng chất lượng chuẩn được dùng rộng rãi trong nhiều lĩnh vưc như sơn tĩnh điện, sơn chống ăn mòn, các lĩnh vực điện và điện tử, trong xây dựng, chống thấm…</span><span style="color: #741b47; font-size: 12pt;"></span></div>luan tranhttp://www.blogger.com/profile/01988397608967425698noreply@blogger.com0tag:blogger.com,1999:blog-1837305117183115030.post-5607201443855381462011-11-04T19:40:00.000-07:002012-02-15T01:33:34.045-08:00BÁN DESMODUR IL1451<div dir="ltr" style="text-align: left;" trbidi="on"><div style="color: #073763;"><b>A. SẢN PHẨM HIỆN CÓ</b></div><div style="color: #073763;"><br />
</div><div style="color: #073763;">Tên sản phẩm: Desmodur IL 1451</div><div style="color: #073763;">Quy cách: 215 kg/phuy</div><div style="color: #073763;">Xuất xứ: Bayer</div><div style="color: #073763;"></div><div style="color: #073763;"><b>B. THÔNG TIN SẢN PHẨM</b></div><div style="color: #073763;"></div><div style="color: #073763;"><div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><span style="position: relative; z-index: -1;"><span style="height: 60px; left: 310px; position: absolute; top: -12px; width: 323px;"><br />
</span></span><b style="mso-bidi-font-weight: normal;"><span style="font-size: 15pt;"></span></b></div><div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 15pt;"></span></b></div><div class="MsoNormal" style="color: #073763; margin-bottom: 0in;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 15pt;"><br />
</span></b></div><div class="MsoNormal" style="color: #073763; margin-bottom: 0in;"><br />
</div><table border="0" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; color: #073763;"><tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;"> <td colspan="2" style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 124.05pt;" valign="top" width="165"><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10pt;">Loại</span></div></td> <td colspan="4" style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 367.0pt;" valign="top" width="489"><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10pt;">Aromatic polyisocyanate (Toluene diisocyanate)</span></div></td> </tr>
<tr style="mso-yfti-irow: 1;"> <td colspan="2" style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 124.05pt;" valign="top" width="165"><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10pt;">Thành phần</span></div></td> <td colspan="4" style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 367.0pt;" valign="top" width="489"><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10pt;">51% rắn trong dung môi Ethyl acetate</span></div></td> </tr>
<tr style="mso-yfti-irow: 2;"> <td colspan="2" style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 124.05pt;" valign="top" width="165"><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10pt;">Ứng dụng</span></div></td> <td colspan="4" style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 367.0pt;" valign="top" width="489"><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10pt;">Chất đóng rắn cho hệ sơn PU</span></div></td> </tr>
<tr style="mso-yfti-irow: 3;"> <td colspan="6" style="border: none; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 491.05pt;" valign="top" width="655"><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><br />
</div></td> </tr>
<tr style="mso-yfti-irow: 4;"> <td colspan="6" style="padding: 0in 5.4pt 0in 5.4pt; width: 491.05pt;" valign="top" width="655"><div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt;">THÔNG SỐ KỸ THUẬT</span></b></div><div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div></td> </tr>
<tr style="mso-row-margin-left: 55.9pt; mso-row-margin-right: 61.45pt; mso-yfti-irow: 5;"> <td style="border: none; mso-cell-special: placeholder; padding: 0in 0in 0in 0in;" width="75"><div class="MsoNormal"><br />
</div></td> <td colspan="2" style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 116.15pt;" valign="top" width="155"><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt;">Đặc tính test</span></b></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 136.35pt;" valign="top" width="182"><div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt;">Kết quả</span></b></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 121.2pt;" valign="top" width="162"><div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt;">Đơn vị đo</span></b></div></td> <td style="border: none; mso-cell-special: placeholder; padding: 0in 0in 0in 0in;" width="82"><div class="MsoNormal"><br />
</div></td> </tr>
<tr style="mso-row-margin-left: 55.9pt; mso-row-margin-right: 61.45pt; mso-yfti-irow: 6;"> <td style="border: none; mso-cell-special: placeholder; padding: 0in 0in 0in 0in;" width="75"><div class="MsoNormal"><br />
</div></td> <td colspan="2" style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 116.15pt;" valign="top" width="155"><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10pt;">Hàm lượng NCO</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 136.35pt;" valign="top" width="182"><div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><span style="font-size: 10pt;">7.4 </span><span style="font-family: Symbol; font-size: 10pt;">±</span><span style="font-size: 10pt;"> 0.2</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 121.2pt;" valign="top" width="162"><div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><span style="font-size: 10pt;">%</span></div></td> <td style="border: none; mso-cell-special: placeholder; padding: 0in 0in 0in 0in;" width="82"><div class="MsoNormal"><br />
</div></td> </tr>
<tr style="mso-row-margin-left: 55.9pt; mso-row-margin-right: 61.45pt; mso-yfti-irow: 7;"> <td style="border: none; mso-cell-special: placeholder; padding: 0in 0in 0in 0in;" width="75"><div class="MsoNormal"><br />
</div></td> <td colspan="2" style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 116.15pt;" valign="top" width="155"><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10pt;">Hàm lượng rắn</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 136.35pt;" valign="top" width="182"><div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><span style="font-size: 10pt;">51 </span><span style="font-family: Symbol; font-size: 10pt;">±</span><span style="font-size: 10pt;"> 2</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 121.2pt;" valign="top" width="162"><div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><span style="font-size: 10pt;">%</span></div></td> <td style="border: none; mso-cell-special: placeholder; padding: 0in 0in 0in 0in;" width="82"><div class="MsoNormal"><br />
</div></td> </tr>
<tr style="mso-row-margin-left: 55.9pt; mso-row-margin-right: 61.45pt; mso-yfti-irow: 8;"> <td style="border: none; mso-cell-special: placeholder; padding: 0in 0in 0in 0in;" width="75"><div class="MsoNormal"><br />
</div></td> <td colspan="2" style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 116.15pt;" valign="top" width="155"><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10pt;">Độ nhớt @ 23<sup>o</sup>C</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 136.35pt;" valign="top" width="182"><div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><span style="font-size: 10pt;">90 - 125</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 121.2pt;" valign="top" width="162"><div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><span style="font-size: 10pt;">mPa<sup>.</sup>s</span></div></td> <td style="border: none; mso-cell-special: placeholder; padding: 0in 0in 0in 0in;" width="82"><div class="MsoNormal"><br />
</div></td> </tr>
<tr style="mso-row-margin-left: 55.9pt; mso-row-margin-right: 61.45pt; mso-yfti-irow: 9;"> <td style="border: none; mso-cell-special: placeholder; padding: 0in 0in 0in 0in;" width="75"><div class="MsoNormal"><br />
</div></td> <td colspan="2" style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 116.15pt;" valign="top" width="155"><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10pt;">Độ màu Iodine</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 136.35pt;" valign="top" width="182"><div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><span style="font-family: Symbol; font-size: 10pt;">£</span><span style="font-size: 10pt;"> 2</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 121.2pt;" valign="top" width="162"><div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div></td> <td style="border: none; mso-cell-special: placeholder; padding: 0in 0in 0in 0in;" width="82"><div class="MsoNormal"><br />
</div></td> </tr>
<tr style="mso-row-margin-left: 55.9pt; mso-row-margin-right: 61.45pt; mso-yfti-irow: 10;"> <td style="border: none; mso-cell-special: placeholder; padding: 0in 0in 0in 0in;" width="75"><div class="MsoNormal"><br />
</div></td> <td colspan="2" style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 116.15pt;" valign="top" width="155"><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10pt;">TDI momomer</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 136.35pt;" valign="top" width="182"><div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><span style="font-family: Symbol; font-size: 10pt;">£</span><span style="font-size: 10pt;"> 0.5</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 121.2pt;" valign="top" width="162"><div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><span style="font-size: 10pt;">%</span></div></td> <td style="border: none; mso-cell-special: placeholder; padding: 0in 0in 0in 0in;" width="82"><div class="MsoNormal"><br />
</div></td> </tr>
<tr style="mso-row-margin-left: 55.9pt; mso-row-margin-right: 61.45pt; mso-yfti-irow: 11;"> <td style="border: none; mso-cell-special: placeholder; padding: 0in 0in 0in 0in;" width="75"><div class="MsoNormal"><br />
</div></td> <td colspan="2" style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 116.15pt;" valign="top" width="155"><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10pt;">Tỷ trọng @ 20<sup>o</sup>C</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 136.35pt;" valign="top" width="182"><div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><span style="font-size: 10pt;">1.11</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 121.2pt;" valign="top" width="162"><div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><span style="font-size: 10pt;">g/ml</span></div></td> <td style="border: none; mso-cell-special: placeholder; padding: 0in 0in 0in 0in;" width="82"><div class="MsoNormal"><br />
</div></td> </tr>
<tr style="mso-row-margin-left: 55.9pt; mso-row-margin-right: 61.45pt; mso-yfti-irow: 12; mso-yfti-lastrow: yes;"> <td style="border: none; mso-cell-special: placeholder; padding: 0in 0in 0in 0in;" width="75"><div class="MsoNormal"><br />
</div></td> <td colspan="2" style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 116.15pt;" valign="top" width="155"><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10pt;">Điểm chớp cháy</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 136.35pt;" valign="top" width="182"><div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><span style="font-size: 10pt;">-4</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 121.2pt;" valign="top" width="162"><div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><sup><span style="font-size: 10pt;">o</span></sup><span style="font-size: 10pt;">C</span></div></td> <td style="border: none; mso-cell-special: placeholder; padding: 0in 0in 0in 0in;" width="82"><div class="MsoNormal"><br />
</div></td> </tr>
<tr height="0"> <td style="border: none;" width="75"><br />
</td> <td style="border: none;" width="91"><br />
</td> <td style="border: none;" width="64"><br />
</td> <td style="border: none;" width="182"><br />
</td> <td style="border: none;" width="162"><br />
</td> <td style="border: none;" width="82"><br />
</td> </tr>
</tbody></table><div class="MsoNormal" style="color: #073763; margin-bottom: 0.0001pt;"><br />
</div><div class="MsoNormal" style="color: #073763; margin-bottom: 0in;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt;">Khả năng hòa tan</span></b></div><div class="MsoNormal" style="color: #073763; margin-bottom: 0in;"><br />
</div><div class="MsoNormal" style="color: #073763; margin-bottom: 0in;"><span style="font-size: 10pt;">Desmodur IL 1451 tan tốt trong ester, aromatic hydrocarbon như ethyl acetate, butyl acetate, PMA, acetone, MEK, MIBK, cyclohexanone, toluene, xylene, Solvesso<sup>@</sup>100, Shellsol<sup>@</sup>A.</span></div><div class="MsoNormal" style="color: #073763; margin-bottom: 0in;"><span style="font-size: 10pt;">Nói chung thì nó tương thích tốt với các dung môi nói trên. Tuy nhiên dung dịch tạo thành cần phải đảm bảo cho sự lưu trữ. Chỉ những dung môi dùng cho sơn PU mới được sử dụng ( là những dung môi chứa hàm lượng nước thấp hơn 0.05% và không chứa các nhóm hoạt tính như hydroxyl và nhóm amino). Aliphatic hydrocarbon không thích hợp cho việc làm dung môi hòa tan. </span></div><div class="MsoNormal" style="color: #073763; margin-bottom: 0in;"><span style="font-size: 10pt;">Không nên pha với hàm lượng rắn thấp vì sẽ gây đục và đóng cặn trong quá trình bảo quản nếu để lâu.</span></div><div class="MsoNormal" style="color: #073763; margin-bottom: 0in;"><br />
</div><div class="MsoNormal" style="color: #073763; margin-bottom: 0in;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt;">Tính tương hợp</span></b></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><br />
</div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10pt;">Desmodur<sup>@</sup> IL1451 tương thích với Desmophen<sup>@</sup> A450, nhiều loại polyester thuộc dòng Desmophen, với nhựa alkyd, với nitrocellulose. Nó cũng có thể kết hợp với Desmodur<sup>@</sup> L và Desmodur<sup>@</sup> N, tuy nhiên cần test trước khi cho kết hợp với nhau. </span></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><br />
</div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt;">Ứng dụng</span></b></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><br />
</div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10pt;">Hệ sơn hai thành phần được tạo thành từ Desmodur<sup>@</sup> IL1451 có đặc tính khô nhanh và sớm ổn định, rất lý tưởng cho việc làm sơn trên gỗ và trên các vật dụng trong nhà. Tỉ lệ đề nghị NCO/OH khoảng 0.5-0.7. Trong trường hợp pha với tỉ lệ 1:1 Desmodur<sup>@</sup> IL1451 cần kết hợp với Desmodur<sup>@</sup> L. Với độ nhớt thấp và khả năng phản ứng cao Desmodur<sup>@</sup> IL1451 sẽ cho ra loại sơn trong, màu đẹp, với hàm lượng rắn cao. </span></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><br />
</div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt;">Lưu trữ</span></b></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><br />
</div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10pt;">- Để trong thùng kín</span></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10pt;">- Nhiệt độ từ 0 – 30<sup>o</sup>C</span></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10pt;">- Tránh tiếp xúc với khí ẩm, nhiệt và các vật lạ</span></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10pt;">Đặc biệt lưu ý: Sản phẩm rất nhạy với không khí ẩm, vì vậy lưu trữ ở nhiệt độ cao (trong khoảng đề nghị) sẽ làm tăng độ nhớt sản phẩm</span></div></div></div>luan tranhttp://www.blogger.com/profile/01988397608967425698noreply@blogger.com0tag:blogger.com,1999:blog-1837305117183115030.post-83172603552640240302011-11-02T19:05:00.000-07:002011-11-02T19:05:25.362-07:00DESMODUR Z4470 MPA/X VÀ CÁC ỨNG DỤNG<div style="color: #741b47;"><b>A. SẢN PHẨM HIỆN CÓ</b></div><div style="color: #741b47;"><br />
</div><div style="color: #741b47;">Tên sản phẩm: Desmodur Z4470 MPA/X</div><div style="color: #741b47;">Quy cách: 60kg/thùng</div><div style="color: #741b47;">Xuất xứ: Bayer</div><div style="color: #741b47;"><b><br />
</b></div><div style="color: #741b47;"><b>B. THÔNG TIN SẢN PHẨM</b></div><div style="color: #741b47;"><br />
</div><div style="color: #741b47;"><b>1. Mô tả</b></div><div style="color: #741b47;"> </div><div style="color: #741b47;">Desmodur Z4470 MPA/X là một aliphatic polyisocyanate có gốc isophorone diisocyanate (IPDI), hòa tan trong PMA và xylene (1:1)</div><div style="color: #741b47;"><br />
</div><div style="color: #741b47;"><b>2. Tính tan</b></div><div style="color: #741b47;"><br />
</div><div style="color: #741b47;">Tan hoàn toàn trong dung môi aromatic (có nhân thơm). Không nên dùng các dung môi aliphatic để hòa tan tuy nhiên người ta vẫn dùng các dung môi này cho việc làm sơn dầu do nó có đủ khả năng tan trong các dung môi này.</div><div style="color: #741b47;"><br />
</div><div style="color: #741b47;">Các dung môi có lẫn nước và các dung môi như alcohol không nên sử dụng vì sẽ gây ra những hiệu ứng không mong muốn.</div><div style="color: #741b47;"><br />
</div><div style="color: #741b47;"><b>3. Tính tương hợp</b></div><div style="color: #741b47;"><br />
</div><div style="color: #741b47;">Tương hợp tốt với Desmodur N và Desmodur CB polyisocyanate. Nó có thể kết hợp tốt với alkyd resin cũng như các Desmophen polyester hay acrylic. Desmodur Z4470 tương hợp tốt với các loại nhựa vinyl copolymer, với một số loại nhựa nitrocellulose và nhựa epoxy có trọng lượng phân tử thấp. Tương hợp kém với nhựa CAB</div><div style="color: #741b47;"><br />
</div><div style="color: #741b47;"><b>4. Thông số kỹ thuật</b></div>luan tranhttp://www.blogger.com/profile/01988397608967425698noreply@blogger.com0tag:blogger.com,1999:blog-1837305117183115030.post-81018759375549952172011-10-07T02:12:00.001-07:002011-12-22T19:52:00.579-08:00CAO SU CHLOR HÓA PERGUT S20 VÀ CÁC ỨNG DỤNG<div style="color: #073763;"><b>A. SẢN PHẨM HIỆN CÓ</b></div><div style="color: #073763;"><br />
</div><div style="color: #073763;">Tên sản phẩm: Pergut S20</div><div style="color: #073763;">Quy cách: 20kg/bao</div><div style="color: #073763;">Xuất xứ: Đức</div><div style="color: #073763;"><br />
</div><div style="color: #073763;"><img alt="" height="400" 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" width="273" /> </div><div style="color: #073763;"><br />
</div><div style="color: #073763;"><b><br />
</b></div><div style="color: #073763;"><b>B. THÔNG TIN SẢN PHẨM</b></div><div style="color: #073763;"><br />
</div><div style="color: #073763;"><!--[if !mso]> <style>
v\:* {behavior:url(#default#VML);}
o\:* {behavior:url(#default#VML);}
w\:* {behavior:url(#default#VML);}
.shape {behavior:url(#default#VML);}
</style> <![endif]--><!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:UseFELayout/> </w:Compatibility> <w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel> </w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" LatentStyleCount="156"> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin:0in;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:10.0pt;
font-family:"Times New Roman";
mso-fareast-font-family:"Times New Roman";
mso-ansi-language:#0400;
mso-fareast-language:#0400;
mso-bidi-language:#0400;}
table.MsoTableGrid
{mso-style-name:"Table Grid";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
border:solid windowtext 1.0pt;
mso-border-alt:solid windowtext .5pt;
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-border-insideh:.5pt solid windowtext;
mso-border-insidev:.5pt solid windowtext;
mso-para-margin-top:3.0pt;
mso-para-margin-right:0in;
mso-para-margin-bottom:3.0pt;
mso-para-margin-left:0in;
mso-pagination:widow-orphan;
font-size:10.0pt;
font-family:"Times New Roman";
mso-ansi-language:#0400;
mso-fareast-language:#0400;
mso-bidi-language:#0400;}
</style> <![endif]--><!--[if gte mso 9]><xml> <o:shapedefaults v:ext="edit" spidmax="1027"/> </xml><![endif]--><!--[if gte mso 9]><xml> <o:shapelayout v:ext="edit"> <o:idmap v:ext="edit" data="1"/> </o:shapelayout></xml><![endif]--> </div><div align="center" class="MsoNormal" style="color: #073763; margin-bottom: 0.0001pt; text-align: center;"><span style="mso-ignore: vglayout; position: relative; z-index: -1;"><span style="height: 60px; left: 0px; left: 310px; position: absolute; top: -12px; width: 323px;"><img height="60" src="file:///C:/DOCUME%7E1/vanphong/LOCALS%7E1/Temp/msohtml1/01/clip_image002.jpg" width="323" /></span></span><b style="mso-bidi-font-weight: normal;"><span style="font-size: 15.0pt;"></span></b></div><span style="color: #073763;"> </span><div align="center" class="MsoNormal" style="color: #073763; margin-bottom: 0.0001pt; text-align: center;"><br />
</div><span style="color: #073763;"> </span><div class="MsoNormal" style="color: #073763; margin-bottom: 0.0001pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 15.0pt;">PERGUT<sup>®</sup> S20</span></b></div><span style="color: #073763;"> </span><div class="MsoNormal" style="color: #073763; margin-bottom: 0.0001pt;"><br />
</div><span style="color: #073763;"> </span><table border="0" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; color: #073763;"><tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;"> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 128.1pt;" valign="top" width="171"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10.0pt;">Loại</span></div></td> <td colspan="3" style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 362.95pt;" valign="top" width="484"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10.0pt;">Cao su chlor hóa</span></div></td> </tr>
<tr style="mso-yfti-irow: 1;"> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 128.1pt;" valign="top" width="171"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10.0pt;">Thành phần</span></div></td> <td colspan="3" style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 362.95pt;" valign="top" width="484"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10.0pt;">Bột</span></div></td> </tr>
<tr style="mso-yfti-irow: 2;"> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 128.1pt;" valign="top" width="171"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10.0pt;">Ứng dụng</span></div></td> <td colspan="3" style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 362.95pt;" valign="top" width="484"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10.0pt;">Sơn chống ăn mòn, sơn sàn bê tông, sơn kẻ đường</span></div></td> </tr>
<tr style="mso-yfti-irow: 3;"> <td colspan="4" style="border: none; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 491.05pt;" valign="top" width="655"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><br />
</div></td> </tr>
<tr style="mso-yfti-irow: 4;"> <td colspan="4" style="padding: 0in 5.4pt 0in 5.4pt; width: 491.05pt;" valign="top" width="655"> <div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt;">THÔNG SỐ KỸ THUẬT</span></b></div><div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div></td> </tr>
<tr style="mso-yfti-irow: 5;"> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 128.1pt;" valign="top" width="171"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt;">Đặc tính test</span></b></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 119.85pt;" valign="top" width="160"> <div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt;">Kết quả</span></b></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 120.6pt;" valign="top" width="161"> <div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt;">Đơn vị đo</span></b></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.5pt;" valign="top" width="163"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt;">Phương pháp</span></b></div></td> </tr>
<tr style="mso-yfti-irow: 6;"> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 128.1pt;" valign="top" width="171"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10.0pt;">Độ nhớt ở 23<sup>o</sup>C</span></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10.0pt;">18.5% trong Toluene</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 119.85pt;" valign="top" width="160"> <div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><span style="font-size: 10.0pt;">20 </span><span style="font-family: Symbol; font-size: 10.0pt; mso-ascii-font-family: "Times New Roman"; mso-char-type: symbol; mso-hansi-font-family: "Times New Roman"; mso-symbol-font-family: Symbol;"><span style="mso-char-type: symbol; mso-symbol-font-family: Symbol;">±</span></span><span style="font-size: 10.0pt;"> 4</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 120.6pt;" valign="top" width="161"> <div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><span style="font-size: 10.0pt;">mPa<sup>.</sup>s</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.5pt;" valign="top" width="163"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10.0pt;">DIN 53 015</span></div></td> </tr>
<tr style="mso-yfti-irow: 7;"> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 128.1pt;" valign="top" width="171"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10.0pt;">Độ màu Iodine</span></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10.0pt;">18.5% trong Tolunen</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 119.85pt;" valign="top" width="160"> <div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><span style="font-family: Symbol; font-size: 10.0pt; mso-ascii-font-family: "Times New Roman"; mso-char-type: symbol; mso-hansi-font-family: "Times New Roman"; mso-symbol-font-family: Symbol;"><span style="mso-char-type: symbol; mso-symbol-font-family: Symbol;">£</span></span><span style="font-size: 10.0pt;"> 7</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 120.6pt;" valign="top" width="161"> <div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><span style="font-size: 10.0pt;">%</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.5pt;" valign="top" width="163"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10.0pt;">DIN EN 1557</span></div></td> </tr>
<tr style="mso-yfti-irow: 8;"> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 128.1pt;" valign="top" width="171"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10.0pt;">Hàm lượng Tetrachloromethane</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 119.85pt;" valign="top" width="160"> <div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><span style="font-family: Symbol; font-size: 10.0pt; mso-ascii-font-family: "Times New Roman"; mso-char-type: symbol; mso-hansi-font-family: "Times New Roman"; mso-symbol-font-family: Symbol;"><span style="mso-char-type: symbol; mso-symbol-font-family: Symbol;">£</span></span><span style="font-size: 10.0pt;"> 0.005</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 120.6pt;" valign="top" width="161"> <div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><span style="font-size: 10.0pt;">% wt</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.5pt;" valign="top" width="163"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10.0pt;">Bayer 2201-02472</span></div></td> </tr>
<tr style="mso-yfti-irow: 9;"> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 128.1pt;" valign="top" width="171"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10.0pt;">Hàm lượng Toluene</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 119.85pt;" valign="top" width="160"> <div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><span style="font-family: Symbol; font-size: 10.0pt; mso-ascii-font-family: "Times New Roman"; mso-char-type: symbol; mso-hansi-font-family: "Times New Roman"; mso-symbol-font-family: Symbol;"><span style="mso-char-type: symbol; mso-symbol-font-family: Symbol;">£</span></span><span style="font-size: 10.0pt;"> 2.5</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 120.6pt;" valign="top" width="161"> <div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><span style="font-size: 10.0pt;">% wt</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.5pt;" valign="top" width="163"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10.0pt;">Bayer 2201-02710</span></div></td> </tr>
<tr style="mso-yfti-irow: 10;"> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 128.1pt;" valign="top" width="171"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><br />
</div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 119.85pt;" valign="top" width="160"> <div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 120.6pt;" valign="top" width="161"> <div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.5pt;" valign="top" width="163"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><br />
</div></td> </tr>
<tr style="mso-yfti-irow: 11;"> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 128.1pt;" valign="top" width="171"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt;">Một số thông số khác</span></b></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 119.85pt;" valign="top" width="160"> <div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 120.6pt;" valign="top" width="161"> <div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.5pt;" valign="top" width="163"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><br />
</div></td> </tr>
<tr style="mso-yfti-irow: 12;"> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 128.1pt;" valign="top" width="171"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><br />
</div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 119.85pt;" valign="top" width="160"> <div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 120.6pt;" valign="top" width="161"> <div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.5pt;" valign="top" width="163"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><br />
</div></td> </tr>
<tr style="mso-yfti-irow: 13;"> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 128.1pt;" valign="top" width="171"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10.0pt;">Độ đục</span></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10.0pt;">18% trong Toluene</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 119.85pt;" valign="top" width="160"> <div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><span style="font-family: Symbol; font-size: 10.0pt; mso-ascii-font-family: "Times New Roman"; mso-char-type: symbol; mso-hansi-font-family: "Times New Roman"; mso-symbol-font-family: Symbol;"><span style="mso-char-type: symbol; mso-symbol-font-family: Symbol;">£</span></span><span style="font-size: 10.0pt;"> 2</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 120.6pt;" valign="top" width="161"> <div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.5pt;" valign="top" width="163"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><br />
</div></td> </tr>
<tr style="mso-yfti-irow: 14;"> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 128.1pt;" valign="top" width="171"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10.0pt;">Tỉ trọng</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 119.85pt;" valign="top" width="160"> <div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><span style="font-size: 10.0pt;">~ 1.5</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 120.6pt;" valign="top" width="161"> <div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><span style="font-size: 10.0pt;">g/ml</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.5pt;" valign="top" width="163"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10.0pt;">DIN 53 479</span></div></td> </tr>
<tr style="mso-yfti-irow: 15;"> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 128.1pt;" valign="top" width="171"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10.0pt;">Hàm lượng tro sau đốt</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 119.85pt;" valign="top" width="160"> <div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><span style="font-size: 10.0pt;">~ 0.3</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 120.6pt;" valign="top" width="161"> <div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><span style="font-size: 10.0pt;">% wt</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.5pt;" valign="top" width="163"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10.0pt;">DIN 53 568</span></div></td> </tr>
<tr style="mso-yfti-irow: 16;"> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 128.1pt;" valign="top" width="171"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10.0pt;">Hàm lượng nước</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 119.85pt;" valign="top" width="160"> <div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><span style="font-size: 10.0pt;">< 0.3</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 120.6pt;" valign="top" width="161"> <div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><span style="font-size: 10.0pt;">% wt</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.5pt;" valign="top" width="163"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10.0pt;">DIN 51 777</span></div></td> </tr>
<tr style="mso-yfti-irow: 17; mso-yfti-lastrow: yes;"> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 128.1pt;" valign="top" width="171"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10.0pt;">Hàm lượng clo</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 119.85pt;" valign="top" width="160"> <div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><span style="font-family: Symbol; font-size: 10.0pt; mso-ascii-font-family: "Times New Roman"; mso-char-type: symbol; mso-hansi-font-family: "Times New Roman"; mso-symbol-font-family: Symbol;"><span style="mso-char-type: symbol; mso-symbol-font-family: Symbol;">³</span></span><span style="font-size: 10.0pt;"> 64.5</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 120.6pt;" valign="top" width="161"> <div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><span style="font-size: 10.0pt;">% wt</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.5pt;" valign="top" width="163"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10.0pt;">DIN EN ISO 1158</span></div></td> </tr>
</tbody></table><span style="color: #073763;"> </span><div class="MsoNormal" style="color: #073763; margin-bottom: 0.0001pt;"><br />
</div><span style="color: #073763;"> </span><div class="MsoNormal" style="color: #073763; margin-bottom: 0.0001pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt;">Tính tương hợp</span></b></div><span style="color: #073763;"> </span><div class="MsoNormal" style="color: #073763; margin-bottom: 0.0001pt;"><br />
</div><span style="color: #073763;"> </span><div class="MsoNormal" style="color: #073763; margin-bottom: 0.0001pt;"><span style="font-size: 10.0pt;">Pergut S20 tương hợp tốt với nhiều loại dung môi, chất hóa dẻo và các loại nhựa. Tuy nhiên cần kiểm tra trước khi sử dụng trong mỗi trường hợp cụ thể</span></div><span style="color: #073763;"> </span><div class="MsoNormal" style="color: #073763; margin-bottom: 0.0001pt;"><br />
</div><span style="color: #073763;"> </span><div class="MsoNormal" style="color: #073763; margin-bottom: 0.0001pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt;">Ứng dụng</span></b></div><span style="color: #073763;"> </span><div class="MsoNormal" style="color: #073763; margin-bottom: 0.0001pt;"><br />
</div><span style="color: #073763;"> </span><div class="MsoNormal" style="color: #073763; margin-bottom: 0.0001pt;"><span style="font-size: 10.0pt;">Pergut S20 có thể được sử dụng trong sơn chống ăn mòn nhanh khô với độ bền thời tiết, chịu hóa chất và chống thấm nước tốt. Nó cũng được sử dụng trong sơn sàn và sơn kẻ đường.</span></div><span style="color: #073763;"> </span><div class="MsoNormal" style="color: #073763; margin-bottom: 0.0001pt;"><br />
</div><span style="color: #073763;"> </span><div class="MsoNormal" style="color: #073763; margin-bottom: 0.0001pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt;">Lưu trữ</span></b></div><span style="color: #073763;"> </span><div class="MsoNormal" style="color: #073763; margin-bottom: 0.0001pt;"><br />
</div><span style="color: #073763;"> </span><div class="MsoNormal" style="color: #073763; margin-bottom: 0.0001pt;"><span style="font-size: 10.0pt;">- Bảo quản trong thùng kín</span></div><span style="color: #073763;"> </span><div class="MsoNormal" style="color: #073763; margin-bottom: 0.0001pt;"><span style="font-size: 10.0pt;">- Nhiệt độ từ 10 – 25<sup>o</sup>C</span></div><span style="color: #073763;"> </span><div class="MsoNormal" style="color: #073763; margin-bottom: 0.0001pt;"><span style="font-size: 10.0pt;">- Tránh tiếp xúc trực tiếp ánh sáng mặt trời, với khí ẩm, nhiệt và các vật lạ</span></div><span style="color: #073763;"> </span><div class="MsoNormal" style="color: #073763; margin-bottom: 0.0001pt;"><br />
</div><span style="color: #073763;"> </span><div class="MsoNormal" style="color: #073763; margin-bottom: 0.0001pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt;">Thời gian lưu trữ</span></b></div><span style="color: #073763;"> </span><div class="MsoNormal" style="color: #073763; margin-bottom: 0.0001pt;"><br />
</div><span style="color: #073763;"> </span><div class="MsoNormal" style="color: #073763; margin-bottom: 0.0001pt;"><span style="font-size: 10.0pt;">Ít nhất 6 tháng kể từ ngày sản xuất dươi điều kiện bảo quản đúng cách. Điều đó không có nghĩa sau 6 tháng sản phẩm không còn đáp ứng các thông số kỹ thuật, tuy nhiên cần kiểm tra hàng trước khi sử dụng sau khoảng thời gian trên</span></div><span style="color: #073763;"> </span><div style="color: #073763;"><br />
</div><div style="color: #073763;"><br />
</div><div style="color: #073763;"><br />
</div><div style="color: #073763;"><br />
</div>luan tranhttp://www.blogger.com/profile/01988397608967425698noreply@blogger.com0tag:blogger.com,1999:blog-1837305117183115030.post-74996381405902769542011-10-07T02:11:00.000-07:002011-12-22T20:02:48.771-08:00CAO SU CHLOR HÓA PERGUT B20 VÀ CÁC ỨNG DỤNG<div style="color: #073763;"><b>A. SẢN PHẨM HIỆN CÓ</b></div><div style="color: #073763;"><br />
</div><div style="color: #073763;">Tên sản phẩm: Pergut B20</div><div style="color: #073763;">Quy cách: 20kg/bao</div><div style="color: #073763;">Xuất xứ: Đức</div><div style="color: #073763;"><br />
</div><div style="color: #073763;"><img alt="" height="400" 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71Nrj8Naz/IedPUx1XGDzNu2zNGGK6k7b9htFL3TVj/y7dk8JZhi2ikkmZfSS3p3Aa6i1gP5QPvrhv3Xb1Hq6uiaedr5NzMzDzcCOMR2EC7MZHOvS+pOtq78N9JP8vP/AOjr7bc+JqpvSaRY98YAi03dr9ule7XWS5fC7e3azE9OyYSbtK4U6BVPU/H5V5O/jnw+h9KdmP5ekLZUcaLGp3a+dz3v4CvNdcvp69vD0mxWZGljVpEinkRzJe1lOjAd7mp1yzw6dt12xtBo/wCXWSLJ3LEiFMeMCwB6+Y9TcGl28pxnHzA4ZJhLMwkKxMFvoAot+nb118atuK5zS2DeMiyHysQpGqwo3qMjML2vcEi1anZcMz6+vKVDys2G2VIWdVBdmkcDUG9wFHj8a5a9tj1dn15t7CYuSz8RkQRH05HdpTIdA0aaBdfEms9vZdvK/V+vr151QYOVI8ZQEpGq3sp858RbpXXo3z7cvu9VnnUd6T4pxXuGMqszhj5YwOm7416+fKPl/Dw2zkxn9aLaqEzC97dLHxNbxjy4Xebyy/2JNEHUb0YJvAMQ/lKjvVlyba4x4uPzDAkuX6+UQzdFAsNALDWrLJ4ct9dt82ZJNPIISrsQ62QWINvn9lZk1tdtt99dJL/8EUSxRpKSAJLxgk9/G1auPTlrb42vokZX90rDcsSveQILMNL3v86l1zG9OzG+b/X9HpkhjvBPoruUrrcluh06m9S6YjWvdy28ej1PoQorsRkNOPWkNiQlul+2lY2rvpPUufNQZRK5LLHot9keljtHjW7JdfLhNt9O2SftFK0uNOAwG91FhobDxrh9fXzl7/8AZbzjiTySZVcK4dmkf9WnT769kv8A9Pi7TEn52cxjkeNG8zRMAy6entHwHepj9LyxMVLM0HqBIgW02yovlBtroazi3OXblrrjHv8AIiaHBeyRKQCPNKmgUeBrjmz29mNL4mfP6QvNLNJG/qLMDuSOFBZLKLC5/Ota4vhjsu08+/8ACGZmaOT1tsZDAqD3FrdK14lc7ttdb4wlgkIl2RndvQsAbeUEag/GtXGHHSbTaSGxSs0IkZyiznajd7A+awA0rHLLt8V1z+w4mhfKy/Sv6cwRbWFrKPMTfXtXLp2l2w9f3Ovedc2pZYJZZozvCxhAoA8ikdOg1PSvR4ly8HLa68XGL1Xx0i1Mt1XQ2IX4fDxq3sk9s6dG23qI2UtIkUXndrgFehtT5Ymv1t8W4MVQAWHmKmxI6Xro42klZFlFjZQLv8/CpV1mYnVmjTYFKrJaSzXuy/y3+FY21mzrp3b9cxgxmdXC7/Mn/DI7CumJ6cudv8kahVVzIhfQliT+Vc+2eK9P1dpzk9Lj2PlYsXIvEzKizowR3sQpItbWvlTt/ln0/Tbdf8MXyzvPQS4PJzQyGxD200BB1Bp3SS+Gvr7Z18/hWZJErLsNrHQHob1xd76dKsigShwwkBDL4DwsOlW1nGYs4yEKpt2I3mWRTfW3xr6em3HEx4r8736c5dpbnXximZcm2aOJFtK57DoOxq921zNZ7p9PT+O229/jE2O0btvdQsimz+PTsPjWp2bfry57dExjl/G+nShwRKbEE2jFvMPHWuO++08/mvX09GlnGep7v7SgOIlLdRreufbbjz7en6ums2vH+pC25doB+NcNNba9fbtrrMpFDDVTYkda+xrpMYflNu63bKJ2l1lYMdLBR1qcceWrvNvFx/yQyOGRXQtfqR0BpnbMX49eNspyzM0i7EIT+bd1v8K1Nrb6Z7Ouaz3lv9siOSrMidGKaXNv7x+FfO7dtfdfd6ddvxPIHmMyOHhyMIbvVZVlIvcbjt215O3e7Ye7p65DucgMUeJx36IuPjWJ2SwBkYXJ+Z8ak2zt5/C9uZPCFfQRfSiU7goBkY6+YXIHyNdnluxI8iWafITHiP8AVjKPMRchRqwuem6mLglzfC0zo2biMeJAmLjkKVDAXuBYeUeJ8a49k8+a9mm0wp8CDIVMqDDLGTIeNT8EAJ3FuijdXTHjz6cNtrfRMU5Ic4omLYzgx5uxbbif0qthqL045TW3VoOUh/bS8bDAqg4UKlZpbXFwVIA61y32xs7665ivyVj/AGTM0ryYmNLGVDrsADPrtNTTbyu+vhd+3sORJoZZrPFkNL+3VmLMEQaE3/lr0zw82P0xeaY15CexAj3NY9BcmtaZw8nbx5GwyGJRLcEOu0r3+dd+qzOK8n2NdtdeU/CbGEr5STJKUAFlU6rbX5669a579fDau/T3zt0mVm4TGjiNleUBUhYnyIg1e5+N+9bmy7a49HmeSD+vGfUP6cZBoilm1c/ZU2ppLKjGI+KTDlObNIZlUkrZiLA/fXG9sl8PTPrXaeTOS5DBkRcTKdpxLEsTlb3UIb9fida588uvx8faD91FJKY5sgSxlVjRWXaAFHlJK9bfGt9e20rl3a6WZtHpiY0jp6s6F9CZSS7M6/4dO1enFeXPXceVVk8goSfDw2cIXHn6bv7xstgBXm4ZuXpvbJOMDIraghVY6A9bC+v316NOm3z+Hh7ftTWWf9kkwWOPdIQXY9B1t2tXbs7sXw8nR9W7S8vybLPtj/ogsWYXvp2rltvts9GnVppP2FygX2NIQJI1ttY62+FS2ZXXW8cW+vQQumg23I16X6VnLWE+RyGVHjynGUbrXsBf4d65b3EevqxdvCxgVyEORLfcROWcB2ZgACq2/mNvsrntMPVrZYYpy5GlaJDHHJ/VeRrBRGDax8davLw5fHc0uExtPvkuSPTiYAkluw+Vqznw1xkvkBlDdMiREf0LM0h/T4/aak1dLvPRHmx2xoIHVwokb9ybjce42+FdL5jz5uu2U7JBHiq2OfIo88nVtO1a08eU7bzmP2lgyok/rAMzyL6aQtqSO7XPia667cvy8+/8JnCSzQBSbMUZje+tyL2a/YV065+HLvs/tPZkEWQoN5BbIubadetzeutw8muu/v8A/I2eaIY00UbgsxT0lXS+up0qSX2bXWyyV05x8aCJLD1gwZt36Vv/AHvFqvG+zbtmuNfydkXlKQJrJYyNpdgPEAdKS48pvpyvH8o8cMICC/mm1Zm1DH+Xoe3ia1mOU1tuD4LBJcdV3JHZ3lvYlvBfGs5y7zThL4RR7VhaYkerGbsh7t0DG96u2vljq7Lj35hpktveYHadUGpNz8fCnj1Gf5Z5WU30iIhLIAk7DRQL3Tx+GlZviWfh201u2+tueWQxMZjuj/0y20AnXaPhXLpxJ7ez7st2k44t/ImNiMpJEUempVbAGwt/NXSdvv8ATzb/AErLr/8AkkjZ0ld/Rcl2cg7SPKR20+Fa/Htz47creN/+jIOPzCyo8creb1BDY7bdtxtU21mHTrvZNsyX/wCjMlsuB7bdjL/woox5V7Ht1q67TDl2dPZnNlLHgtJ6xZJJZWAZCEJNx26VnfjI6/XnbtceZP8AhM2Hm5Eq/wDJZAcAb9sbi5He5HSs6dvjFw69/wBLabcpLRJ4jlTKGjwZlSJrgek5IDaaC1jXT5dPzXm/8ndPWtNi9qc28jBOLzGuC/qiIjU6WGl+lefnpNsyx9G9Xdt1zW67JIvavuMokf8AleRFGtjcxndv666dK382l92OE+n263xrSf5B7jkl9WTisuTzOAnpsgAPXXTQmp83XfVan0/sTzZ7/BU9q+5Ub+nxuQoRCovGR16gW8a6a93X+449v0/sW3EuES+2efWMerx2SrsD5BC2rX01tpS/Y1n5iT/W9m3/AFsOf2jz0ez1MVypF0YIT9jWFSfY1t9m/wDre2QPLxksDlp1keYaCP03sFH8tyOldJdbfbz7dPZrJnW5n+KGngcNvWB479CVP8RW7Z+3PXp7P/xv/wBK/kUyPSiWKUgsT6se0ghR0O61q8n2ttvU9Prf6z6ul/ltP5QNBFJt9GJQd3Um9/n8K8Vlxh9vji5WvurFtgYmQwVZEVY5Ru3BmUfqU97itbedZ/hx6tcbX/LOpisVLM2xDqdRXLjXpOhQyssIuQzWU966demdpK4d+100tnmxZwxNJviGOxEQC3ILafOvpazzizw/Pbcsc55tvl2JjsspaQbjHcK176fKtdemLn9OP2O27TjPHL3BHpEjeTuQm/hYVbti5/FTXS768ZMbaoWkdpQGB2qe47V4+yXbfL7HRNevq4/lIHLklwW8L9LV26+rN8vL2/b46zH5NZSJAyuU23J2+B7V326tcf8ADxafa3zfzk0LLvJVgL2Gw9B8qzJc+Kt304fy18/j/KYGzfnXpeJzKCSALsOtFlcL2tb5VUrccjGYZRHI42qm9UU+OtgO+tfn8XL9hcK58cDAkiMLepKC6wDQnZ5iTfpanZMxeu4CcTjGfjGzM6XbKJLySht4ZU0AIHe/jV68SRjultWHKYsKzY2ROWRCN7RWCsI+11HS9bz5c9pIfkvPmSLi8fA2PCiesXXofAHperxvupbnxE3J4THjij2BBDCZiWu4Ha/ga512k8eQOb6cmLg8biTuqxqz5LxrYyS3uxJ6kAGtWZ9p69Lzg44MyTHEDnHxMFRLJrcuE6byfE05fmtTXKsm5OTP93ZEUCLNl58apiO2sUKglmkb7BXHovK3LfdnWTAjJwZJfck2FG7PxuIsU+SqXb1CoudoPz0rp16zNv8A9Mdm218LGTIxsDKAWUiSOCWfaQSTE2iA3/SddaxezNw38fHXLDzP6qlTqXbe5+deyPk3yfGZGhMRYLj3BfQeYj41ZPyxdvGL6TrOTHZQAynr/ZV2zb5Oua6zwc+ZkwOvmBVxYpa4se9jWbph017PzEsXIzpH+u4jGlgNPCud0jrp23JGycjMmjlnnZmF1ta+ltCT3NNevXz4db37TBJlxxjRmSS8pVnkdhYCxIA0NcsYvh2vZNp5CSY8Ix4J0BaMjVjYG48R2rfO5cp063UWr7wrx33Kt/j8elfQ+WYfE2+ttdvHuEVoI0Zx0BtoLk1xvZP09M6t/wBhGynJ/TtUdL05Vn49bfMRFkvcsHJ/mJ1/GsOtuL4IzSKN5sVOganJfj8+kCxtPIzoN5te47Cs2t69VziGiGytuZUU21vcms8nX4ami42PPimhDmO40N7E7Te321y7bfDv0dcltW2Ak2USqxvHjlBcRoSFA0sulydK7Y1s81zztNsyX/6SvxnuAQNipjTsgG2ACJmAiJvtuB1rx8Zn299zjxA2ZwPK+tMYuNyYQSAienIR+m1+ldZj9uO3XtZ6DjhOfuvqYGT5V26Qvcj46Wq8p+2J07fpaR+x+fyI2yF47IVVChIytncEX362Glc72Sfl2n19rPXlOPZXu6aEwwceFjUBfPJGt79Sdavzaftn/wA3ZfwfD9LvdWxfXfHi8wf1GcuQf9kGs37GkWfS2vvDWcH9JcZIXbO5Ey+qQxEa2I8QGe/X5VP/AG2Tw1P9bpnNWE3sT2xiWC4b5Df3ppC56f3bgVyv29/xcO8+l1T/AK5Pw8DgoMhUfjIQum1hGL2+FxXK9+9/NddejSetZ/8AS7XjvbpG9sTGK9drRpuv9orPy7fuunDX9QXicX7bnk8mNjpIRtJVEBt4HSk7dv2cJ+k0vsfg7ho8WEAjUBFt+ArXy7ftn4tf1AU/t3DiYKMSEgdB6aafhT5dv2vxz9BxxHHK52YcEZ/vemuv4Vfl2/aTq1/RjYMIlFo0+J2Lb8qnO/teMPOHis1zjxSW6+RfytTnf2nGGtxPFE7o8aCOQHvChN/tFX5L+1uqRP20f/FjX5hQKnMwcM7BJC2VR3NgT+Ip8l/ZxG/8vJAXjK7Oh0sfwpzpxCRY6Lf+mNegKgmnOnE9W2WGwJbuAL/lU539mDpCzruVunhfp8amVwhE7C25QAerG96uTA2HIVVsp3MR3OtqnIwBzMp2YhCRbtUyYMw8177H1Pc96KNuHOr7b9Fv/CoJ58hIUUW0Ol/jTKhchnKXRv1UymDMTJUOqzgsSbXIvaryoPSOKWXa1mXsu0WpyphG3H4rOVaGJlN+qqfzFXnf2mIiGBhyKQcaLyaC6Jr+FOd/a4iGfjuGsPWxMd7fytEjf+iafJt+04xUz4HCrOr4vA40hJszPDEo1+J/sp8u37XjAnK5PF4BjSHExoeQL6TRRp6m0jVbhRtGlqm3ZcYySPRuCh4zKwjlT48SyZQ3SrsRQO9tABUm9/a3WKX3L9POByA0q4sMmO43PZQrqSb/AKhau2nfvr6rh2/X6+yY2krzL3J9MuPXGeXihIkoNwrtuQ97WOterT/Yb3xs8O3+q6p50mKwvKe0fcPFYa5eXi7sNjuORGQ638CR+n7a9/V3ab+q+d3/AF+zrlvH3/8AKihmV97LezXAB6X+da07ZLlx7/r7XWS48JDC7JsJ2sQfMK9O+bq8HTidn+AmJOAzXUkE+Zyb3YadO1eHp2vJ9n7fVPj/ABFiojBLuwRQpN2/KvodnbNJmvh9HRt27cYG/ewWLG6ELuI0Nz4CvLPvfuPpb/6i/ik/zDGJjJvtOobqR8CBrWp97X9OW3+o7ZPFlb9GjknaVL5eUl/6xIAUm5JVeyivDt68eI+vpjP7psGBmSwvJuMmbl3x4IBYlfUIvu+dc7xw76ZtBcd7k9kw8nLwMeQ/rM9nynKR4zSIQAkdwb/p6t1rxf8Aqz6nh7b0ftoM6LCSURz40hlmIAkNmDkHS1hW537fhzv19b7WUfHvIFIIR7WsdNOwq3vpOiQLPxWb6g9ZSUFwCvmAF71qdkS9Zk0eBi41tux9xAYkhgm4ttF61t3XCa9Uyo5ucwI/V4/GkEJlIMm1dxIU3P4Vy57bOnCRV4We8XOZWTiq4hmjVBuFykSkg6106ZfLh3/jDacFkR4WO0BhZeWnQtiK4Hrb2OrSX6WXpXXba44z2zrr5zWZ5njMvicPLebKGXyPIzBZXF2KoBf0wfG/hWejSZxE+1teKqxeO5KSPbHjTPcbrqjEfLQV69tpL7fN06trPVFxe2vcbgkcdknptAjYC321L26z8xqfU7L+Ftg/T73fmRGQYfoINFaZ1T8NTWb9jSflvX6HZf8AA8fTb3JMgjf0FIADn1Ow7jSs37ejpP8AW7/tKv0r5kNtE8CofFmJt8bCuf8A6tXW/wCv2/Y7D+lOapJkz4h/hRWOv2kUn3dZ6i3/AFufdPyPpDusX5CwGvljBNvtNTf7svqLp/rse9spcX6UceAEfOnYFrldqKL2t8a5X7Wfw9Gv09Z+R+N9KOFgdv62RKSNpG8KLfCy0/8AXtjB/wCLTOfyLwfpv7Xiuj4m8ddryO1/xFYv2d/23Pq9c/C0h9ne10vGOLxxYeXcm7871j5t/wBunw6fqCIfa3Dp/wAPjsX5iJe32Vnntfy1NNf0Ik4Lh4wA2FjX7L6Sf2U539nGJV4XixHphYwB62iS/wCVPkv7XijPAcVs3DBxwe39FD/CnPb9mIh/YcWhIOHChB0IjX+AqcquIgyeLLpuR2RCNFAsD91QD43Jvgr+3dvLfS/jTAs4uQEy/wBJidOh8aikyMeTIidJHKK4sQPjRD45xhwJAoLRRqFU+FUylSbj8ldtgG8bCgCysb+sFjJKffUVMYzBF+gG9LBRcg0onJUanxqCSGIvCL/7tBGRGDaRfgCKikSWOGQEaW6fCmUavj8v1YQzEEG1qobluoa5Jv4ChEDRRsAxB101oGPiAoxtcDQgdasEEuM0GOXTUHQa2NUBFcmQXRWN+pA6fbUQ2eEuAjKCo0Z7i4+dXBkJj8ef3Q1EgGoZSNPspgFZOaMWRFlZQGPkv1NS+DKyiDy4qyhLbtQb60UPJDKbi9vBqYQ1iEADsvzJpgRtkwKpRnQr3N9aBn7vHFrMoW3xoBZcvFuWud3wvUyOTMxg243UjodetMqec9Cwk3E30BtaiGZHJKwClt1ugoHYfILIpSQ2b+UUU6TItMEvZ30jY+NET8LlzxNkRchJ/VVrwuB/IRVwo9s7FPmM+0HqDe/5VECS8thI11mU30NyOlMqFHK40j+SVWa+gB1qZMIcvKWF921Texve1Bis6cZvvhcjKjL4+xIoRjkKQVJP9TcRp8Relqx6/i5mQyJjYkA9FVCqzHQfGqYRcvJkmVcdXLKFvIOgJPb5VKkBTYs3oNdutjfwHemVwy3ujPmwo8bEgP8AyLSFpywFndtNgBv5dasv5Zsede/vaMnF48fLYQ28dkOqtGo0jd9Rb4Navf09138V4u/pmstjNCwsDewFtOtffk8Yfi+V5cg/7T03b0fKri57kN4iuF6MXMuHun3tdtcbzlRePiwThlniLgoxCltpvbQ36Xq98/h5Podl+b+N8fpTRqky/wBTyIEN3BsFI8fGvH0azb3/AFj633O29XnXztfwh9Lc4khVti22hhoQOt6z3dfnOs8O/wBXsvHG9/k9TyIzFhSSLZUUXEcS7Tc/puTeue8yxrcTKm5LnT7e9scnyRcnkMnZhYf/ALtpQxeS/YiMED515vt+NeM/L1fR/ltbfw8Nyp2kkJOteLXV9K19L/Sf2J7in4PA5GH3JFy3CZGMJW4+SMtNjyMuiRyueqG4YV3s0k8Zlcm+n4mbGkQSY7bEXabqQQL9elcsVcp5cZYo1eFrpItnQ2JU9+viKuKBzh4u206JIhF9jgG4+RvTKYRwcF7cUmWHAxFa+rGJQdeuoFbnZf2lgRvbfD+rIf2sckEpDGIXTaR/dsRf5U+S/tOETxcbiY3KjLx8dI0WO3rNrMzHqGJLW+yk7Np+S6S/g+GNY3PpxRKl7pYC9z17VjN/bXgSJswDyqjjut7H8qi5dHnyRyx+siFQblLkn5a2oZH4vKGZCJowZASSFsFC38qqPgKipJMzG2f8PYfE1AsOdgO2yRVIOgIJJqh05x0/4N0t99A+DKBIFiT2JGlUE5JJjAjtvPa1qlAf73GxSP3Tqpb9Kgkk/YKB8sgTMJCsG0Gy2movqTTIjyc6FWLzSJjhR/O6qPxNS7RVbl+/vbmFHZ+WgUj+RCH++wNZ5xeNUeX9XvakSaTz5knf0oiF+99tZ+ReFVcv1rj1XFwJivYySKv4AGpzq8AeZ9auXjX+lhKd99o3s34ACrypwBY/1B+oHJS3xcSJNx0Ppm33sTVk2piLPJ5T6p/shMzx+mv/ABFRAWH2HtWuN/bPhS5/uL3qsV0KSyFgu1o179fuqYpiBl5r6hyEf876akX2xxqBobeFONXwtE5L6hWULyuy/Yort+VXCeFjh8z7ugmA5DP9dDptdEUXPS+0A/jSQqXG9w8pDP50UuSQLAgH8aqYTv8AU/Nx8t8d+P8AIugke6FraE2OtvCpmmEqfVKDIyEw2xCJ2VnO1rgKLDrbqb0zTB595YEptJDIpHyNMmEkXujjjctIyqegK2/KrkPPPcTNJFAuSDNO4jiWxuWY2AqAzMi/osjkCRf5viKC2xOS47FxVgXKjUqBvYsBc21NMguDJh5AsMJ1yfSIEzIQQL9j8aexNLjvH5mayjsNbfOqBmz9dkWp79/yoB+aycyKBH9XaD1FgPwoKA8xNK20yOR31P5VFw4zspJDE318elVHfu8hburFbdKGDIVl5D1fVY/uIyDETrYfbSUwNxOYmD/tZWZWTQhbDpTIsJpY/SJD6+J1pkwr/QMly2pv/wButFNXGRr3HTsKgiaONb6WHTWgfFiiS9r2HQUEMnllKBRb7z40DWI0ABK9LeFBBkRSGQ7DtTxoOXj2RlkdjbrqbVUTSyNk4u0XDxm6OOulAQv7vOjjAbZKvlcg9R40FrHhiLEtLIXnB8pPQDv99Cqw+iW2zRKdTrb41DKSTHxkjHpKqtJ+kgCo0iXAbIBBcRqNCW1/CkRgORMa8xLYCMYkoKSC6swGl2HxpVj2jgeRjfh8SdRdnjBJ+WlWUsQz5UrZLOY7qf5qZTAHNzdt49QfhUtXCn5mDHyMAQ5MbGYuskKDRht1ufCmtKwvv/3RJJxqe3/UUo5SafHG07VjPk7XuWFfR/13VNt838Pj/wC377r1zWXF2efRfuPULMVZSeg0sPtr7emu0vvw/N9u/VdfEsomxcEgW2i5+Qrrl5pM+jJBujZR0YWq2SzB1dl02lVOK0onWFiE1JdWGlh4eJr5XX12dmLcP032ezXbp5SZ8LAs5WcDbtKswYaA36ivdvvjP6w+N09Wbrc42z5jf5G7IwoIse7yTzKjAHqT0FfPkzX2bf4lWOLD5HI4/Ow4uWhYoc3CkUSRkfy2PZ1ubGs/29fhvS7ddz+1h/0J9MsPJHOY3GwlNoSfjslNwiLm6vsJ2mxFr/GvFvvtrf1X1NNuUXGL7lxYRFhcY8WFibizLEEhjVR+o7V2ivPds3Nrrgre8sKOXfkZjNBJrBChLSS2OgUDx+6pykONWg90gqssrLELWZR5rHwJ71vmzxTR+4+LlABYuRrfZf8AhSbnFOnIca/Rtl+o2Wpbkw5ZePk0Mg3dtD3qKXbgE2aVWHzIINJDJGTFcKgYE38utjegH5HIXHXa4O1TY69zWVQQZMs8WyDCmyS3TaNP946fjTyYW0PCTxxhh5JGGoY32nw0NXImHFZMUW+WZXvqd1kFvtJqZgrjyvCYufh4yNBkZmRKVmZZRshjVS1yb6nT7KzzkXiZyPv72jhkg8jCzg6iEeodPiLisXujU66oc360e3sdLY8M+TJ3Y2Rfx1rPzfpqdVZ3P+t3Kym2FhpENbO12P8A6NS9my/HFOfqX7neT1XdUC2ICoO2ve9M7Lx1At7n9257yzScnPKXYszhyp1PSwsBWeNX+IY4mdlAySzu/izMT0+Zrc0jPIuJw7SndbyA6mrIZHrwSBVcrcg6fEGt4Z5LbB9rRu9mBNlLaVqRm1e8T7Yxy6AxAA9yPGiNfxvDxRTBFUaHr41RoBix7HjddWsB4WqjLczwPozu8KADwH5moBMfCxnS7LeQaEfKoVIeO2+e2w3uDbtQyF5DjEmCLvv6mgUDUHxoUqcQMcxF3vICLO3jVAHMe3P/ANONmSM7CSMLEltD4sfixoHJ7egRJcj01WTaFHc9bmgiHFQOoYr8wKiufiogQStg3Q96B+BxMSchjzkW9Fw4v2I6UF1mSCSUAAhWvqe/jURQ8rgrk5CwWJiI8+02vc9KK3XsqDG4zi3xceJYVNnKr3Y6XJ70hR/II80iRKWPqfqt0HjVRPh4WPj32KDb9R60Ms7zeLLNkl5pXKlv6aLoijpUUAnHwRHdfc+lr1USywxBBruJ7dqBEx/WNgLINPnQEY0CY8pkXQkWINBWZcsS5jSIfM3lPzoRaYTXiBJOmoqKfLILgaXB1FMhnqKNe3amUwHlQuWZRcjW3hVC40p2gfzGpVhuZCysJfDVra1UMiZWUlFt8T/Gop8eNYqG1+dUdnMojVbg21I6moiHFsFYn5gdh9lFPw8n0Mq8jGzdNdKIuQ7PYgXVhRaElxrNe2nU0MAny9sqLGLm9lv0AplMDcmXZEWPVh2parzzmZVTmPVK3DkAmw7VKsj0/hJynDQ7VBN9qN2AqLUpfIkukZBdAWlY6Aa6ffVRW8hh+4Z4WyIsnG4vFiXdLmShnfaO40UD50wZeI8/9UeIKc3x/GctLk5GPjOYeRkURJNKDtZIQCzd9DfWkiZYj2vBkf5W+ZO7PPl63ckkquim511r9B9Dp49ef/yflf8AbfYm/bNZ61aCP9KkmzW+yvoazEfH7ds3x6PRgSRcMfAVqWZw57a2TJSwU7bWJ7UykmQ/JI7SwzKARHo5t/LXl+x12fyn4fY+h3zefHf0ggKg2mbbHKTu26AeGvS1eLTaXbzfb6ndpddf4zO2vp6Dx5zMKN5tgiJctAetgw6C/euc9NbTFT4mFPBlfuYJyTOolnkkvd767dewtVzJ4Sa7W5ylnwg8qS5Mxs5sYl00PX7q8/ZrLHr69rKqs729yMAb1IllQX3EakrfQ2Hwr5u2lfT12gGPkYlzkyZI9mRFD6USuOgB/lHTWp5LhcQ+420LBSQQwuunh0pNql1g4+7stI/6UUbkaBdpBtV5Vmamf9b8yNGgjXwuKzdq1wh0fvzlVbcYYiRe4sanybL8cPHv/kQ+79rC33/lT5Nl+OJx9S+SSRSuFDoLLYH+2ny1PiiLJ+ovIT3abChYXuQ40uO5tT5KfFA8v1T90yArF6MSDRQqaW+F6xz2a+OAcv317zyVJOe6gaEIAvX5U8rw1VOVl85mx7snMllS9iGZiL/aavE8M7lOdwR02uW2rIulr+NZureRU/FSRorFiwbv0rc1jHKnf5YRj+ovmH8w61cJkVFxiNAG/SSPuNquEOXED46i1n7+JtVoM4jDZWkVlNmFqsSriHi5hFIpFlcWBrWGcrbB4QxYqBEJJ1JrWGcrDF4GWUAlfKtEaXj/AG80cYYm1xYjppVFlj8fjxFb6lT0JoCMMx/vyqjzHrfsKCbKyZRKQqnaDqaCCVjJZiLg1BVT4saTGSE2PcdqGDy0TrtZgT31qADIiMbh1YKPC+tUE4zowBbVlFxfsaIFzpGmIIY7l1H+mig4Z5lYq4uG0bw1oiYYsYsV1+3WimOo2+Yi97AigcAgIYdQewoJp/MnkF79alIR1jspOknUVFWfHZASKzm57X70F1gzAhnY6L41qFI+UtmEY1uftoiL02kW8gADam/woqvzMGMSkqbg9LUAMkbRggi5H30DY5JVUMLAA2IOhqCQZaFgDbcRqG1q5RX8hHBjkTr5txsUAPU/ZVyDobLHYte/RayO/pbWLXv8KK5cgG+1ftOtAkjs26+ny0FANHu3eU6dqImdwYyrXJIsST3oqCBhCbv07igfPkFgpTqdaAV5G9Q7v9a9Anrm26MX63PQUAkskjSLubbY3t/bQX3FSuIiWagN9WORCL62NjSCjkTbmAnRQ1x8aGT+Ryz6ZCg27fKgxvOqWkDDXUadaxtW9Y9E9sZHqcFsOhQ3JPytQsbDgONSPH3zRjc1nLNqNfD5Ctxmvm7/AOpz6k8lJy+R7T4tzHgYxUZsiGxlZgGCC38q318TTGazGK5/6QHC4fE5Lg8ps9ZMZJc2CRQjq7rc+mRoy/PWtyylD+3iXxIy7m4Gz0SLBSmh61936G0uvt+V/wBtpjfxP/lchvKQenY19J8TBPTMbI6qAsmpN7nwrGPPhu22eUhta5IBH5Vtzc2qm1mUj5i3hWZZtHbjevaW+z+TwMSLisfOikJZ39OeAqAFNrqVt4/Gvl92k1vh+m+r3/JrMvRMyTCx0EUSl4cRfRhd9T6hPnZj3NefbbN8O2skgMS5byRm4AUCMn4DW1YdJ/gzPzBI5TFVpEPlZgLkW69Kklq5iuyPd/L4cGPjgq7g2CzKGGxdDc6ML/Ovl/c7uFxPb6f1Om7zN9A8n3nw72j5XiVJU67HuNe4DWI/3q4afZt/Dvt9ez8q+DmvV5Apx2FkSYDm4BQsVHzF9Ptrvrta5b64aBZo5BcqVbuCLEGtYy5hudCHDEqaSoQPib1naN60JhJMYwzrYHrfvWeFXlEvpTbgyKbj8RThV5Q+SIlSdpEg1v4U4nJMVE2O0TC0hFr1OJkDhxEA+oDe9rVJq1aIKKsgsOtwauKgtY41hZV6sLkHxpfCKTJ49J51lUgqGG/wFqkaWkhx2h2Dzi2lu1atZwbFCzDakZ2N28bVfJgXDxk7ROm3UiyAVcVnKxxPaz4zbp3BYjQeArUiWrbB4vCikF1ufh0tVjIvOSJZFVUuCVso10Jqov0MTRGIJtjUWB71cmBOO8GOlibsO1qZDn5VnQ7Oo8elERYeQWkV5WZ2PQDpQEfv3SZtgCuf5j3q5EM2fMX1IF+tQOjyppVG61gL9NaAbKlDMI1JFzZqipYYsdEtYbuoqhzHHceZdb2IoiFsVFj3Iuh7UARhlUkk2J/KoBSCHe7adqKQTen5iQFNTIZLlKWte1u4FUdG8rL5eo6igKjnYJ5r6dD42omETzJLISV3E/o8BUUZhzIfIPKfjTAuIXIT9RI6H/saKKil6qLW/jVEpO4AHXTrRA5tZrC1qAHZvnvfQnrpQCcpE4ZQPL8vj3pkQ7BCbLYuerd6VAmRMxbadd3S/S1UHxElA3gNFoYRZDMxAGhPhe1RUuOUtprbwpkQzSNuC20v46mlIfGAov4dqBrAm56g0A0xO0jS1/zpAqSeVUUW11PwqCLJidm+Pw8KoVXMcZTb1HWggEV23OO3lvQHQyiNQNx+IpRa4Lhh+m+mh/hQV3KkK4YabTf7KCtyZfKGXoet/Goqmy4VdlL626WrG1bkbH2XFJOPTdtmKgLzu2gUA9STSWfkqP3t/wDUD9OuDEmJHyP73LjBT0sFDMqH4yaJcf61a559OeHzhyXv/wBj5fNZnM5mBmZ008gdYnESKO3Xc/5VqZPSbmPrpnZPFycTw3GxcbDKhjlyXPqzemRYqmiqmnfWmKlqm9tPNNA0aPYxN6gB77hY/lX1Po5uZL5nl8n/AGV01xd5428NPFJvHpuw9QfrtpX29f8APt+W7MT1P4/hDkzJB5pCddFArHb2TSZrp9fo27bjUsWYs0Nv+GSLAN1N64/PdpiTD2T6OvVtNt7mJcWJooQhOoJv8q69PVdXD7f2dO31EuXjtPimIOVU2YW7kdKz3azaOn0t9tLMtyM1gzeku8GMpGT+iNjfW3x8a+Xivuc4liWZTHKrPKxk80PQM1rEa/y0wst9nYUuBhTuJZBHFETJmONSqXu4X49q4dvbw1t/T0dXVdtpP2wnO8rBl50uYSkKM5Mca/yL/Kv2Dv3r81btvtbfy/R6a66TEUWfyUeQP+WjbIyDoQFOvhYda7dP19ssdnbrIO4P2j7v5LZsWXGjb+Z1cafLSvoTox7eHbty9b9rey8bisVVeNp8lh/WnkYksfgt7LXTH6crtloW9v4ha5hGoHlI6GoIp/buIgX+gAT3ohD7ZxWUn0rfHtRQsnteHUqPs8aGTF9tQPcsln+78KYMoJfbEO+2zU9T3qGULe10NyEIsepFMLk1vbIG1gNy/DSmDKI+3MRDt2ga31HW1TEXNTJwkSkWUfYKGRUfEY4N7XJ0I7D5VATDx8agnYAewqon/axO39RQ7dutqKcuHCiEstmPQDtQSY6R7VutnB6jrbxpEFK9mFh8TagkeVTHf9JBqgZ3J0XQeNQLhG0oJJOlxeqJ52CS776+HxokDTZKeoAe479rVMqdDyCup9PoDYGqYL6hWXexuQOp6CoHYkrMdxN7k60D3NmAXue3SgOTy2V23MSDarBDPCkgJBAY30JoK/JwRJEWUj1B0F6gqn3qxBFtdQe1Ah8zaEC3c0gfjiQ3N7D8aCWQhoiq/q7n+FB0KrEtzrfsaUTRPeZWAsD4+NMmFv61l0vbvUBGLIFh3Dr3HeiiRKSAb6WvVoikaQgnsbE/KgRYRcWGvWgG5GNWBZv1DoKIrXdpU2A3v/NSgKSO8g3XNu3ypAamQY4CDYW/TUEkaCaDdfzHqaoZFvVtnYHrQSZES3Vh+odfCgh3hQVB6daBTKohA6UFfIzlrX08KByEllAY2v0oCf123WuOnhQQMm0+bTwFAwtuUHoQdD3oFgR2YA/qvoT8Ko0GHGI4j1NxraoK3PWQyE7SQT+FBWTwzhSioSp6Kouaig4OMzZpyWURqOglZU/Am9cto66vNvrV7n5nj5m4BJ/T41IY5GiiYgTPLfWQj9VrWArlvpysduuyS2vFZpdx/ugdQa9ceS3yiURsCoBOoN+2laZqZofOGA6jWiNL7XkYZQi3bfUVlv8AZf8AhXs+jtjsk/b5/wDs9Jem3GceWtE8XrhblidGIHS3ia+7r2Zvh+X7Pr3XU6aP1Lbf5dQSAa3vpymGOjuvXtk5IyNjBAxUWLsddOlqzp12enXu+zrvnMqYFgTfW/Q12w8RkpIGoZwNVCnaL/GuHb159R7vq9+Lja4buZgRkXBWJmNkQ/rKEH+NfLzX3LJg/FmVQz9ZokaVCSdug0H302h17Rp/px7R4nl05Kb3BGJeMGPuyGYlQGY7i4I6bdpIrz/Z466Pb9a7XbLN+0PYv035aXIeAyZTwSulshjuKqxCkqLDVda+b1b62eI+l2cpfL0ji/Zvtzjwpw8SKE9nCC9dsuQqXBs1y3ToAtvzNTKI3SFfMGY9LgADrUyqJ8uIHVHYr+nX/RTkjmzIiLNHfW1gen205GDMvm/b2DGrcjn42En/AL2dFOnwJvUvZI1Nay3MfWr6a8eGEGXPycw/kw4iU0/95JsX7qxe+fiNzptYXkf/AKiF9Y/5fwJVb+VsmbcxHyRf41i9u19Ok6Z+aDP/ANQvNMNODgB8bufzIrPPdZ1a/sJP9d/dEpITCSEE/wDs41a3+8xqW7/tqdeiD/5z+6v02bb1P9GP+ysZ3/a/HoU/Vz3K224Bv13RJf8AACpy3jXxaCU+r/uHRDjxuf5f6QHT/VYUm/Yl6tDm+sPuFU0x4Q19LRG+vzY1rlunxaIk+rvucyeZgl+3oIfzqW7wnXolk+rXuMjaJFjt3GOt/wCNOW9X49Ecf1h5mJ/6uSsluokhUfwFOW8Pj1q/4v60YshAzIImP8zRMUP3HdWp22e2Nun9NVhfUj2jkFQcr9uSLESqQNf8S7hXSd0c71bRoMLkuOzVBwcqLJUDpG6sfwN66TeVi62JtlgNCB4mtMo/Msm/cB0A++gjz52F30sOlqmVV6xSzy3vp1NBY4zY8USqpBYdRVyjnYMdzMAotf41BIuTEkYuRYaaUUz/ADPEQ+Yj5/CmRJFykeTL6cJcs2l1RmP2WFUws5BFh4jMsDiQ6b5Lbiflc2qorC7uCenjY1B0kEcwO8C/j3tVRW5HHyRsWj8y/wAwvQQCUbguqka7flUVIGN9DYdzQTwxhgd/2VAbDj28DY6UBQjNt3Q9ftqK5JNhKg6MbntQFRNGyC+q6G3xrQnBF7E3PY0EiMoY637C1IgLkmUpa/6uhterUVJ2re2g8RUVEwQ2JNz+dBG8l7IPsNAdhEqoXTwF/hQTtEQQy/pJqUdIhZQCpv4WpkByY5BJ/E1cwKUATobnv1qZEDQsWJK2Pa3emRyQuFLlTr8Naocbr206kfKoIpSZFNj9lBAwuLWtY1RNiyMs4XUjTX50pGhhQrE7X0I6HrUVUZRcklixF9AAf4URSycTyGY/6v2uOT1lYRkjv+o3+6s2xqRbcf7f47GCCWQzMD+lDZT/ALWpNZuG5s8J/wDqNyuMm96ph4BQnFxYUzFjNwswLHYT/eVWF6a+zLyQQDdrr867Zc7B2FgvL0XS/SiLFeOIBJFgNKqYPxGbGy45F02MDW9NsXMc+zWba2VsMNJFiDSkAXuO5IPS9fo/r6cdc2vyP3u6b74n4FApIhuTtOmmmvwrtttmeHk69Jn+VwVF2LtBPW+ta11wxvtyuTwTcj7q2xg/cAO2namWcNg7MoVF1uNR4Xr4+H6S0+IkblNgZFK/Z0qVrRtG5we2fpnLICv7nnJTFjhu0ES7L2PW53V8r73Z+H2vp9fh5p7K5KDguYy85t8yZFisCkKAR4sf7K8PXvNZ4e7tlrdj6mctkkLj4sMCD9Ja8jfjtH4Vub2ufCQWvO8nyMDerlMJP8J2D7ltWss4UnJwcix3LlzEjqPUbX560wMlzntPlslhk4XIZSX/AFQiaS32eardJWtdsB8f2NlchhsJp51yAbNukc3PjqacIcvKzwvo+rYymZNzWF36m9X44vyjV+keFFrtuQL1OEPkrOe5PpoY0LY41Xt3NTis3U3HcVGsn7XkIvTddBMR5T86sSrv/pnjwodI797W61cM8nDg8a52w9KYi8qlX2xC9maMDrbTtU4w51DNwWPDLCvpXLOqnTsxsacYvOp8n2lCrkGMX6ipxhN6EyPbMcce7YdDpTis3qmyOMlysp8eEAFf1MegApxS7Vsh7TwM7HEpjBJAuSBfStYZ5UK3054wk7oQfiRb8qzdI3Oyh5vpXxsiBoi6HrYMbCs3Rr5QR+mnL4knqYOZIjA3UhiCPkRWeDXyStBxXub6g8EyQcjAeYwToGk/4i2/94B/5r1c2M3TW+mtx/qV7eCr+/wcrEY66xhx96m/4Vr5Wfipf/mL9P5CUkzRD3tLFKv5qRV+SM/HsLxvc/s3McLh83ilj0QyKp1+Dbac4nGixBjg7hOjq5urKRY/I1rMRMeC5CU+RLqbbbHqKuEiU+2s7aEkKx/M3I+6s5ag/A9q8bH/AFMmYy7RfYo6/nWpYlWH7hMaPZh44gj/AL1vMfv6VcorsyWWe2mg1+01AN6aJcSMEPbcQo/GrlMKjkvdPB4Egg9dsrIJ/wCBiKZ21/vFfIv2tWLt+mpqKi53LyFHpcTKqm3/ABZY0P3DfTlVuqDJw8nJ3OmG8UoUlQHQ3Phcla1lnAPiM39zI2NLHJHlxm0kbxOGA8dAV+40MLyJFiXz7v8Adb8rVKJkZQ2kcja62Rv4gUyuE7vMqkjFkkJ0Fyif+Zr1MmAoj5KTzNiJGB3aZf4KaZWwTjpMLg7Af9Y/2VcphKWntoy3+IJ/iKZMEDSA3ef/AGUULf7SWqZXEVvJyuSdjyAW6g2/IUymFbJxskrKxzctAwFwspGv3UWObhUS+7Ozb20JnPWoKuTjc1zsh5TMjcHQlkfXt+pDVRb8bwnJqEGRzWVIf5lVYV/ER0XwPzeDxnUI0+TIbakzyj8FK1DKvh9o8KswaaOSTW49SeZ/zahkZk+3uDESgYcVgOpW/wCdDKlyvbfCb9z4Uf2XX8jTC5Pk9tcAVBTFUeABYH8DTETKty/a3G3vG08PiY8iZevyamFyCk9q8lf/AJTnuRgH8qmdnFh/rXpgyJxeB9xxxqW9xZTMNSGWJ7j7VNMHhYvgc1Hj7hyrtprvhhNz9irVTEApL7tjmUCXDyB1AeJ4z9pRyKeU8NXEvuzIxl/5nDxSVF9kLysftd7fhUzWsRkvdftf3FykYgy/cWSIQb+hjquOl/j6QUn7TUwSxgcr6VK0jE5EkrdbyMWP2kk1ODfNWZnsz3Dxv9Tjc6eID/7KV0/IirNYzdmUzPbeYkl5yzTSsT5iSzN1JJPWt4TKGH21kSThChBPe1alZbLivaqJibgv6Be5rOVwq+cxFgTaot4itRiqfIxrLut2vWma0/GESYELDzb1G4HxGhr9L9TF6ph+M/2GZ37ZFlFVbDQDwr14eLlahny4YYjIexIsfEVz7O2azLt09G2+0iKDk4pdhEgVjoV+fxNefX7Ou+JXq3+l2dWdp+BmHKsbl8iDfHqvp38Ro1xXffTaz9PP09muu3nzK2mEm8SyPcIg1PbSvm2vr6a/l2HHJlZaxpq0rBEA63Y2FF087NF9SYYny5eFQlsbj8JDip4NARcj/WG69fA79s7V+l6dcSPLwWjNx26CvJrXqsWGByBSQAm3xFdY52NhxOUsigKevWukrlY0kWKsyWDC57GtMkXjGj3XSwuDb51tBMOInUr17Dx+dMot8bPuRjqibRYKAe3jVyYTZ2MfTEkY8tvMfjVwM9yGPvViyXCnbrUGcyuCiyI2QxXud17dzUsalVp43IwBYAvGNNp/lHwrOFzlLAImIcWPcimTAwgHawGtaZDtgvlZCKoNgwb7B1qGVrlQxBVva/Q1QFPBFNFtAFrVBSYfHQQ586uLsfMrW661Gmu4OFXUptFVLVhmYsSjygaUAkMYdRfQCgfkKI4t1taBhRzGOwNgxoQPl8fjFAJFVu+ovTBlVS8LxEhv+2Q9v0gVOMa50DP7Y4ZnJOIhHVhbX7Kl1i86tsL2ji4cSyYU8sKsAbK3kN/FD5acIl3ysuby/d3+RLx/DckuA9iJcpY905H91HJIT7BeptrautmfLyqPjvfvHZwL8znvASfUZciQ9e+prnNcOtuta/Gi5aeMGTk8x2t1M8n8GFdOMcqsMfF5ZOnI5Zt/76Q/xpxTIn/K8icf1srIkHg0slvuvVwJ4uC49BuljVr9C/mP43qKJjbAidFSENt12KoHTWmUwsRyEz20EY7AAUyYOjz3HmZtRpSU4pUmV8pMqJtmQg87D+ZR2IrXJMLGXJx5D89SBVZyRZbXNri3QeNMLlxlIIJN7du1TAjeRjpe3japhcms12AH6RrTBk45FkFj/rCqmQ8hY63G3wHhQNiiEkUgJ83aihNzRasb2JF+1QSbt24ydDYgDxoAJ0Mc+5Tp38K0i2wJRIQWJG3oPG1Qgma4yL62tp4UEjQh0FtGFRYjZLRbXFmqCtykTbeTSrECmRRZhqAdbHtVDMtFdVKnTue/20EDBlUE30trUV0cjqfEWuT+VUELK0i2OotrSQAsXWYst/AGmTDV4kyrAirqWUW+AtWVVfM6NtXQmrEU04Bkv08tz9lBVcmy3YbbLe1VGVxsGPJ5oiRb+lrY9gdKtIusrgccKjqoBQdAPjUy0TkMjEweMdnIV1XRakmUteZZ075jF7Hab11jBsmIXiW4NtovTKJuDlcQvjjQxkm5PY9K+5/rey3W6/p+Z/3HTJ2Tb9jlMruQ7hdlidvcfGvpT2+RcSeIhzo1WNkK3aQgXPUX1rh9jbGtx+Xs+lpy7JnxgCMNYFLjW58gPTTWvD8Vms2/y+182t3un+F3D6giHqEFiNSOlfX0zjz7fl+3jyvH03mWUngTY3piPT9uvdj13eOtfGlfo9pmJPb8wx+aw5nN/Tnjdyegs4vp8Kb/ANaz0/3g3lso5nuzKUtu3rkQKx7gxsBpX5/a52fpdJ/FgpYyCfh1rzvSr8mdodVG5v5QOtdtJly2uG99r8ZyCQRyZPlZ/wCTwr0cHnuzaYyMoAI/TresqODSuhQjQ/zfLtSJTodqjz9K0gnisBpeVYWHpqgYkfHpWolaXJjj9JYFAAGrfO2lVGb5DC2SEdRa9+1SqzvIZYxonc9up+VRWTPuSeZmLxhY2PlXuQKCwm4yWDHhneMK0w3lFP6QdQD8al1MoknjjtvuAb/qplVkszKA6Ebbakdx4VUpuQjPa2t+1B0eOBF8BUUNLAtwwGo70F17bglaRt+igXphKsc9sdFMY1Y30GvWqoRYrQgkFR4WqBJoTkJtU+UWBP8AAUDJLhfTUWKnpQCyRzSkrY27GgbFibVu2tu3xoFeFCdBoaAzDkCp6LDy2uvz8KCaxOnS/U0AWXgxWK7d19VNqlJQXHYrDIkQC9tde1TDWVvAibtrCxNXKDBx6bN2oXxoZceLuofpcX3eA+HzqYMmPiIibY0AJH6jUVBLATYD7h40wsqDYVOo16VFPidkcsCVJ0+OtQSrLIATex6ba1Klh8XIyDyMDb4fCtSs3VMufGVGnwFMpgpnBuBr8RQOLmwW9zoTQNa+vm0HUUCJvNrnaL0VKHWJ7Jrc6/M0QudBELFF/XdivxoBjt2gL08KimzIl9pUkEaH4+FWVLDMORo5irGwJstNiLSRt2PaPXbrfxqZUzEyNy2vr4d6AyWImLdfQjpRWH9x5k65aqGIjFwQKsZqCHIcgDfp3qgwTOB5jYdwaB4lJUDqbHrUCM20HwP3C2lUOgmFtoPUaCgnTDUnfc6+FZVb4cqjQG4uAN3WpSBebVBGNdQdasWqSUkC66tbU0qKHlmbaTe5HW2v2VYim4sMOW3s1/VBJ+wAir+EjVSSqV1I7A1lpk+c4xcyVgzsE3XsP06Gtas1TtwYRVW9lILE/D/vrWUVeSPT3woVdlW976D5/KqAuOY42W6N0lW9/iP++vpf63t47Wft8f8A3H17v1yz/rViF2n1QABazgd6+5P2/NW58K6bkhJkEWJjX+U9Tbxr5/b9m8vXh9j6/wBH+Gc/yq2j9CaFHUDYRdVt0NfR0s21lfF35abWW+S+rG0hiB8yjzVbtm4Zmtnl6DAkUSOxHnItv62Pwr4m1v4fqNJPyhYbpGeBDptCk9yDerrnHlneTPhcZ2MkfOcXyYAEeTJH6ncBmIVgfvr4vf18d33fr9nLRkuSxRFl5Edv0yMB9hrx7+K9mlzE3sz24OW59N67oMX+rLpp5eg++vT0Tw4d1en/AOXhmGxPKDYfZXdwWUeEAvTzVmxSthuoBtcDwrNixBNGyG9tDUQ6DOmgIMTFRpu8DaqLPH5UyEB+vc1rKJ54VyItyrfwqjz/AN3KYC6GwFtL9NaUebclzcOPuKJv9PoL2FRrD0zhJF5P2niNIduRJH+odtdPwoin9z8GzSwSQk7FBRlHie9LFlNxWlSBY7HygVIVZ40vqQLcecaH7KqCFxxNcDyignj4xFHm1A6UFhA4x1tGAAe5oGRbCzSEbm8PjUCPdpQnYflQT+kI4AFA1JsKCtcKJGZzqNT4aUVzSb23mwv/ACjsKBNyWa5HwFA1DEASNR1BNBEXVn2qLA0BmMVIuwsF/Kg7KyEMgCLcJQQxuyFnRLX7+JoIUkmkzEA1sdQKlajT4rhVCS63Gml7UiUk7N6m3ta4FBGIwbBulMGUbRKNdPgKYMh3RQdFuetRQ0kQGtuvfwqKYUtYnWpgM2sR20OtRUbSbLm1gDpVEkc56dx1NayzhMs5sTex7/ZTJgolvbxPSqh4kJtQSPIBr18B8qZTBYcpZVMTt57eXuTTK4csSqbW171Akkfm0638uvSmAPkQnb6nWxvr+NATxswZHVui61FJEdk91NhfQeNBbPIphNhodCKqPP8A3HHL+7k0sL6fKrEV+NJIp1G0L1qg8S+p5W1A60D/AF7Ja9yut6ip45xIlra2vahg+OysSuh72qCxxpgYXL6bRYfG+lWJU0UqIQ+lh8alWBOWy0lG1Tck6mpFVlxtIU36aCrhFNy0Zu5Kn+yqzVXx67c6MlToCCbVoi2cm9rk6g/OsKGhxZJZLv0BPk+VaSsd7p5o4Wa8IYEg2IHYDtWpEtUMeYJRcjVjua3h9lVEWZLvKORt81rDQ7TpXTruNox2yXW5E44KJ/zBIVf0qAdPtFff65tr/Z+W+xdb468CcnATIRQp9M3vut4137OmbzDzfX+3t1bW+0kESwqI1csFrXXrNZiOfd2XfblZjKU7UDM501OmvWrvLjwdW0tk29N+0pPlIGjaWr5cj7fMRfZCsZHn/Vbv8L1z2d9IK4xv3UZ4+ZhvdxPif4ZkN7X/AMQFeb7PVmZen6vbi4U/L8Zy3I89kYHG4rz5TSEsqDRAdbs3RR86+T8V22fZ13k1en+zfZ7e3OBf9wVbMzWCvINQB/dXx1r0zXj4efbbNaFOOWCHzf8AEb8KrOTEiB6VA8wgAG2lRQ2RiXXygFe5rKqnIxpI3bTydh3FQBPPJG1gTVMDcDmViIEh+2mUwoPqdNjnhTyMLBgvlmHcX6ffVtJHgc+c2RkFFW5dtAOtRt7T7RkZOLgj7IgFr/CtMNDLFDNjqX76C1BQcxE2Bg5GVCNzQqXN7kDSlIB9kx8xnR/5tyDbYZ//AIWPoCgPUD41mNWNe0ar5h2GtXLOEvqq7Ku3aCNQaCOeULYG5W1vuoIoyXDMdNvSiiIDujLv+voCPCiJJp1EW0CzfjQVE8UjzAObX+4CqG5BVSVTW+hNRUYUgC2l6GEqxsU2jr2FRUuLgzMdzLtB6X6iqZHx4LsNvxFzTKYPHHAEjbY1FIeOY9biwtTIkx+PSMDaAGHQmmQQqECy6k6AGpkwdtJN3bU6A2/AUyYI0aqba/CqOKeXpfwoGNHqRbtQRSQXNr3J/CgjaAAEdv4CgGkgZQSB5SftrNjUoOaJgelx1FZaRgOtj3OtES7zob6dSDVCiS2l+2pPxq5TCUP0ANMmHK1xqbgigWOPa/qa3H31UG7Q8IO6zWF/h3qpSqEe56jpRIYyqVKEadqioUvESosbm9RTtzM172Paw6CgNin3IRfUDr/GrGVBzkHqHd49TVFEYdAtrKOp7mqYIklpNijShEhFwD8NaGTon2LcDQ2vUwpXyrEgd9KBqZkgAQtcubnXoB0qxEjZUjeViSOoAqYU8Nv8SfjpUwFQWkufDp4UFfyELSLbs1w1VKqIg0eXECOh/Dpa9aRb5pUEhPKDYfbUUKc2KAyP6gsAdfgKiZeSc1MubzE8tiULE3PzrrIyhm/pRkIRttc9qAP1pXi9Rz01X7OlWJZmYWuNnZskqsf0kjyBe1fY17u3bF/D4m31OjWWeMrfdMZSGSyEXDX/AAr6ku2fL8/ZrjxTo1UXI+8mt6zDO+1vsrABfMQR3FL6TX23yoCxVfEkk18fL9Bg+KSN2ZhqxGrHx/sFSta0wesmSs8RsyNuT5jWptjGGtZc5e/8dxUaYsMMcKQSSIr5joAC8hUbix6mvmPs/gRnRRmJVAF4rMh7LbT8qw0r539ZDb9R007CoIoohbaOgNFyV0X9PepVQyLa56KfGpgCZESOPj2+dQVk2BG7ksKmFATYVr2FAPl8GuZ7b5jEkF3ki3oTr+g3pIuXztPGcPkfRtqjgE2160jVexcE23DjRTa4A/CtObUYuHlTxKiI3pi2p0oLfjPZrZyyDNYJhMCksY1LKRYirgyhz8bGhb9vEgjxofJBGNAiLoFWs1UKSxltoG7TS+tTCZMlG6y7LEdDRcuaMKi7xe4uD1ohY5FDAqAANbW6k0yuCynKZVMS3J7/ANlUMEMiG8ji/fvreiGSxNI3mOltSKZDGwEjQMw1bqKKsOP4aOUeoRp4GgsFwIFuoAFutu9RTlgiF9APhTAeEi+1h89aBr7EQgAbx/NWVDSkW+drnrUsWB953DxFIJI2IN21NEP3Ej/sKo5wxVSSNw0qhgU7TZhRHBdCS3bSmVMFrHx70CbLgA9OlIGekxRxbp0PhQQGIEa9LWv3oIHx7C4HTSphch5YWFrfbUVC0djcg36VB25umt6ofExB3E3ApKWJRKLG569LVcpgoybEC9vAVcphKkwB2jUHxpkSSPfXx8KCNgWcdtOtBzBR8T0NEJ6gQaaeJoI8hvWWxHyrUqYVbY5D69OlIVXzxFMggaAUQqAWIB69utAqqrWvRTTHoe5PSphcmvAq3e/mItag5iVK667RuPxoHRSBTZmvfU6VFEoykgj9RvcfCmUJPEGSwIHb7Kop8jDKy7hoUBsT0qsg+c5BI0UGTbcC+vwq4MsLz/ueNd8UbXsNthVkZyyP7sFiSbbtbfhWkLl5SmJY4+p/UfhQQyOSm0dLWoNbxMynj8eQ2uEC/cbV+l+pvnr1r8d/sOrHdtBzMGe579q9f5eGTwQnS1qoilW0blugGpB7nQCuXZcO/TryufxHoJYJiHYd0reUnp1r5dfal8EVRGYwDp1a3T/uqWta64WHHwpNyGHjCx9bJiUjwBcXrlvXq69Y+h5poYcjTWRxqPBa+da+lgLNsYOGPXt3rKq94RCpC+N6UiTHQNGWJtQCOpEhI+z5VlqGOqWAcbtQRfXXqDVEUsRK/L4VAG+O2/XoO9MJlG0S3/T1qK6OIGRlPSRGjYfMUg+dfcfA5OR76HH4yF5ZJv0jsAbms/l0np7j7c9px4UEYn1kFtxPY+Fbc2nSGKNfTiG1tLGgnOemJjlSQST0qozedeaRmPQ9PlWVDYsQCFejdhQPDBOguP73e4oGtINCtvhUAuSsq6qwuxtbp9tMLlY4t0hjWSTc3w+dVMhsoohCoTq24/6KB0bCVNdLdftrK4OeNWUBjr/KL9qoNxckRx7F6HufGkVOgIUs7fqPQVUd6yh+mnaqFLMB8RrUobbcDf7KyqP0GKHX7aYXKGSFgCR08KlhKRQ221jemA5gPHT4dqYMmnzWF+lRXbADqNDqT00pkJ5Su0d/5RTITaosQbnutUSbkCgn/RVlTBjEseug/lHhTJg14xtsKBvp2BJ+yoGPGpU3UUA7YaMLgG/4UwuQ8mJKGBXTXX5CphcongkHQaA1BHsl6mqE2WNrXYUDixUm50A1AoFSZmGnQWq5TCeJ2LWP20MJmWwuNbn8aqITGWtbQd6gR49BbQjpVELRqdLEnvRAWVEDc/zW+2tIDiBViLAX0vRHOB6l7eUdPjTAkEYYHrfuaBssVwQflRYY8Qta3QflUEJAXW1x4GpVgmA/3u4INFEIF8u46W6UGS+pT5WNwEk+MzJukVSVOoBPjW4xXj2ZzGWUEbSu5I8xYmt4YVbyO7FiaCPcb6UDlY3uTSB4Lk6dTpVGp9tyXwyj6mJzYfA619z/AFu+dLP1X5r/AHOmOyX9xbhnLFrWBr6Uy+PiFLEL5aW4iSZqvidcvIXzmwb+mi92FebbfW3zXu069tZjWeXpcc8Dt6SJoP5j3rw3NfS121niEZ1DOGNhboKzh0zFr7bYH3Fxempyorf7wqdn9avVf5z/AJe6pdpnkbv0+V6+S+06Zk3FtoJNhe2uhuKBsiCYHabWGp7UDV2RxBL3IHehkNLYNft40XKB7D+2gZvLaC4PjWVNdrAg9OxpkM9MOLofMfwoB3SSAhiuoNwe1ZVX8XwPAYfKz8oIb8hleV8mU3YA67IwBpetSRLRn7qbazspBGtqCH/M3U7gp0BogNsmaa7FSB2BHhRXSxnYGY6ntQKoNiV001Y9AKAdZQ7sgN9ulQwjaJhZj8bKKCSMCVGDLrY3v4UDJJhDYRgFdouT40EiD1YLuQvUk1FQI7KDZiQKCaQtJH6y+VLdKK6KcmwAsfCiC4skt+o2I7mmQ4yKx+NXIJDAqAdCBoaBVsB5dSaKdtJ0tRDWU3I79hRUbxKunX4CoIwhAAtYDwqYU1w3T7KlgaWLNa3T7KYWGeYEkWI8LVA5Xslz4daCB3YdenY3qBY2v176UEylV08QbGrAh1Nr/Gg4hNt7fA0CBdCPuq5CFNTa96IiaPW/5VFRSY11JXW/egGkxGGu3UUUNJCxJ63PagfFE4AW1AQkZUm3bT50BMbBk07fxplEbJ5j2FiBVgj2tcsKIX0Ru3W0OpqlCTxtdtKJYq5kKvuI69fvrSYNYWa/TsaqJAxB+fw6VDCVUDAnUEUDXiDG1r9qjSBsXoba9z8qCNYyhY7flUwZPe+29yLC9SxZTM7Eiz+Mlx5lDo62sfGkpY8s5/2HGCxg8jA2se/yNdZXOxjc7gMzGJDIbVplWPA6HUWoIxcaW1oHoTcW61Rf+2pWEs0ZPVQQT8D/AKa+n/rNv5WfuPjf7nTOk2/VaEPoO1fbfnMOu6Eslr9t3SptrmYb69+NlNww0UYkjsrwgbmsBYnwrz6ST+Nerutv854biKUI+6xFidK8b1yyHQuHuH1bqPCphuby+F37RjMnuji79DOD/ugmuXdca13+tM7x7mp2x3a/UXr5T7ZsrBpdo0FAsaBRYajqT8aCDK3LGT110oBYsgN5T1HjQNl179KEQjS+vbpUw0a7CwtqPGpgORv6ihRrfSgLKqdG6d70AciIkgkVVZkN7EXI+IoYQZEYmjO1upuSO9UA+n6UbDuTQRKSrKTrf+X4VA6SYkEi3wFBBJIVjZept0FAPjMwYuE16VATFFI7Wt5tbUEUqbMdor2diLnwFqAYRAALqQOp60E7TLHjEC1wLCmBDxZ9SJ3lbW/z60UQcmCNPSUXLGw70DXx9lmNxeoHeqFW7L066eFBJGVNiNV70wOGT/UtYjwoC8aVWO38D40MiV3Brsevh8KsCa7iRQdsJH+InoOwoEZPE9PyoIGjZgbaX79qKYiHW/Ss4VxjuTaxFLA3YQPgOwoBzDqTbQ31NZEdmAA7/wAKB4k8e3agkVwbWOvWilUOzDW1A5t3Tv8AhShlgD13HxqK4qZEG0lDp0tew7a3qypg4oL9NKgRk1vtsOnzqhjY6m7db/ZVDfR8tyovbW1SiMwkNc9fCopqWUAWFvHxqhdpB69e9ENIGy5PXS1VDgFt8hahUUsV720/0VcgPKxRYm1wetWM1WvE/wCliANSDVDFkVTa+61EEQSBhrproa1EPYpc269ali5cBqey2tWVSHHR1O6w70Eb4oK+U3J7UArwToCtrodL9TWLGorp+Oy5n2Rx7732g2t4VZ4LGZ9ycKMaZ45UCk2II1UHuAa6yudmGYzPbsMji6gBhowGlayjK8lxCRZLpH/LVRXSYc8fm2kr8KgO4KW3IIOgYFT+de36G2O2PB/s9M9N/wANQDr8K/QvygiY4/kEJf8AT/U3gfq+Fu1JlLETMjQmIi2pO4d/gaxtp5y7TsvHi2/pj1CgF7ak186V9K6+cGuCPhY+amU41ofZWWje6+IbQWnAA76qRXDun8a9n1tv5R7rIBfXpfrXzH2ERAZyR9tqimMAoNtfjQN0dSGoiizp2x8tIlFgTdj9vSpW4KlmHb76uUwh9QE/HpeoOLjQ9h3oqaJokIcnoL2oG5GZ3B6a0QJiZYBlkILP0VfnrWWkqFgilht36soN7HwqypUc8QIv0trrVQBKlnPgoFjUU1ASLG5IPSmBHMD6gPgCLDp0q4R2LE87LFEvlFgxqKtDGsEJjU+c/wA3jarhMqebzTuvQdh1NOJk1YfE6nuKYMhclTcjTa1UQ40kqgxJo723Hr86lFvhcZFCPUnbc+u1D8fGpxXJ+SzPJ1Fuw+FWxIEk3XCr1trbQCpkwnSVY4iG1JH3VeRgMclbG+pBqZMIFzyMgWsPjVtWReQ5BdAxPmNqgn3AXN9ailBsoI79aB2j9dB3oYQsQotbW33VFQx7iSe3x62oF/S+vTtQRsC2q9DUUnpkKb9e3xoI3hJva+mtxUwB5VI1tr27UDoT8PnUUSup3d7dqBbDXTU9KBjKwAIXp+NRXMWCjxHh4eFByMxAv1HWg46EgeY/y9taBU/lLaMf1L2qxDytie4F+lA0wgn+NBG8ShvyHzpRGIj2v0A1oGOrdNvyoGSaWqK5CbbjofGtZTB0kIdD01FJUwrcjCNiT0tpatZTCpkh2ljr9tWVDUJNt3Q9hWoymkk6EGxH5ilWF9betgbjuR1FZsWFSfZpuAB6j+ys4VPHMjN4AG1/GqJgVYMOneoQwJsmureVh5SO3jTC5AZ/BPyC2bz313Ht2qxK8zz8hsDKlwZjeTFkKEHwB0rpPLmyk8yz8i7DozG1aQfNgquOfKLMNDUVQQ45izo5UNtr6j56V26Nsby/5ef7Oueraf4rQg+Yjp3r9PH4/BQ3mv3qpYc26x8DRJh6BHKuwyAefw+Ar4+z7vXtMZBli7M38tr2rU8OVuR/tqVIucwZrXaPIiJPgCwFY7POtdOjE3mX0TFKrQkvYbev8K+S+8GfkMZH9MuN7Xsve1TJgxpw9tpqhnq7RZj06mgA5TBOWySxsLILkdyaliyhGymQsrKbgajrr4VnLWHBt3mDXB7VUMZ5VFgLg0CjILCx0NMmCSRvtuTcdfGmA6BQhNtb9aiihtK7e5qBoex2N2rUqYDZcZUlgNAKqK2XJ2udfMfypkwHyJ5GiKj9R/KplcLrDb0cJLLtNhusO9XIhy5ZERS3V2uB320uyYV8CNd3Y6HpUyYI06i+vzplcIAglb7OtQDyI8cwdNCNSKLgVDnq/wCo+bptH8agIklJICj43oIWYDVjqOlAyeQggXsD+NUDvJEInIbzKLv3trb+NAFGrTzKVJ0N6itHCLKl9CLA+GlAYNxFz0FjaqkSLKtuuvh11opyyjX7tKIjKnax8Re57UVBjSXOo6aGoFk1uf7v51FckpCgdauUw4MrM34UDVmG4Kgv8aillgZl8n4UoD2mOYqdT0t1qBylt17/ADqYVIZbEeF+goFkn1sfsNKE36X62F79qBCJCLgfHSlgjxmkacqdAALA1BO6FWubfEUVIgBGl7GtRKkUgE/3RoPlQcQfULWHwvWapm1zYm3jemQ1oo737eHarkw44ylbAX7iiBpMRgfKOlFJ6bqB8+9QJJCGX59TVyinzcEgE9O1alSqiS8V1YEkm6+FbjFL6t10HfW/jVDPU2blbqeh+FZqxC+Xdtq6nW5HQfKplU6ZDBBfUEfaaIZlckYkB7H+FKIU59XiLrrtNr/OgJT3Rj4uO7kEt1Aq4MvH/cWTNk8rk5jdZmLHw1rpqxVPgIzZG7terUaLLkRMEAnW1RWbaRGkFtGLD866dX9o5dv9b/wtIZwUFzvJJG4fDxr9NpvLH5DfTFPaYLYnW+gtWrt4ZmuUqvfUnTsKuWLGxTktkbhAPUv1+B7CvlYy+150mU8Ad8bzCxYkX+BqWJrtmH4btHLEkB3OXDb/AAsRTefxOvb+Uw925Pl4+LwlmkUyeq6IkY6lmF6+Nbh+hkZlp+TyOSTKmhMURv5df0npXO1vCyjzZoW1Nwenyq5TAgcisgsTqD0q5MJhl2N79OoFMphOxgnWzLdjWvaBJOOZVLwm3gD3rPFrkGaaeNf6y+Ve9ZzYuIWKXGlUMrfDXrVlSx2XviEaR3LNcm3hVpDY8mQfqHTwplcJlykv4HvUBEqFog6/qGqmkKjikSZCraVqMqbMx3XIt93egMxOMJ1ZdNCT8aYFkI4wAWPlGmvwoK3ksmOSWw6AamlFf6u5bdgdPnUVE4jC73NgLnrpREQzF1ESF2IvfoB4Ci4OlxpjF6sr2uNR0FQA4OFkT5BZLlO9tL1cjRDjJFjDOdotoKyuEEkEa+QHzdSSKZEMnFvMLNJsHw8KZMCoeHwIMOVGXeXWxLfAg/mKoChVFcqqgeFh2ogtZRu6EDv86KLWcPEwB6fGqiGFzYgA3PeoqdXQDba57mgSaZvSKoOp70EMAKsSehqZVJIN1wNb+FUNjUnS+vegkEPjreoJooFDaqB40BLSKP6ara/eqgHKxQbvfXrcaVFBOrsGsuvQW0vQdCnlsNG/m1vrWcqdLAE6ndbU3oFxijuEvodR9lVBXphCD/KaAWYIMkODYDQ2+PjUqpls483Y61FKhFrg2XvaiHqwW97W7XqiFslASAQT3qDjkLYC+nYCmFy71kIuT/bTCZSRumtm83Y0U+K7qQdD2NBzrsI3WLdqoT9q7Astio1JHhQDy4u5W3DU/pFVGf8AceK2LEkqx6NbbpYm2lalZsUSSoW1FiRcg1plLKu6UGwsP1VLCGSY4sT00NrePWoplgyXtr0AooLORfSB1Nj/AApEqoh8heMdJGBv/orWDIfkpCsXpgm7dL/HtRMsxzuOyY9zqSNfhWtWap+NKqRe171pIm5rNtaJeltR86RapozulUk9x+ddOv8AtHLu/rf+FyqBDZVAU63HW9fosY9PyduT4F9NArHdqTet6zEwzvc1MGQKTY3P4Vpiy5bQYwfJL2AXqK+a+ptvmYSPNrsGo1AqYYlibFX0pDFGDYkBTe1ratU29Ndcxt4fQOMMSRMeTIiWQIFKMwvtYr1r419v0cqbPEKy7WUFbAis1qKzI42GUeonS3apdVyrXwWS5Xx1FZwuXCOTpuHxqokWeVHvQG4+SPTUMb/3j8Sa1KzYKMcUyEKB4G9awZUnIcVNF/VxtDfVe1cro6TZFj5zJ5J7K/SpNlsGqYZFG2xbxrWWcJFxYwb9xrVTKdkMse2NvOnbw+FSxZVaIshJGbZYj41JSw5cmGZ09ZfMh0PS/bWtSpgc8xELOo0QXsK0ii9Xksti67lQnT5XrKom4zMkIsTobk3pkTw8LIouzWGtMhTxke7YSDYd/D4VLTCWPCgRbBbaaGipW4+KaPZI1lHVRQqbHTHxl2ou0DS1TBl0+SJdwboNB8KuEDMI/wBR+ymFyjaVd1rdtSPhVwmSPkAttY3I/L5UQI0iI52re/eioDLLJJsQizHr4UoMx4RFc7iW6Fj4HtWVGRuCSBb4VQ2WTZqtQdDNFKpubletFSDYzADpaqhrTA3AFgO1B0TC5boDpeqCS2llGh/KoOM2lr60MGlzvXcTYdKKkc710HxqEgWRNPD+NFDNGV1Gv8KmBzMWFjc+HeiFhCRMXtZuxpgT+t5SH6eFUCM6kMT0HW1QRpllkso08fiKYC/uJQNwIBPUUFPy2dkICN5HhY+NIHx5V1RhpcafA1cGQ/8Amcpkc3JtqB30pgE42dJLECbgnWx0IBq4RMuXITa9lH3/AI1lRKZ0itbdZWoJv3TMNSdOlMGREOUVFlbQjzLUsUZBlwmTcbA22kdvnQV3vQwHjlcm7XAUfCkK87clHLC/gPlW2E8k+wKQ3mHlPyvVoleRtqqLN5dKgBhyi264sb6fMaUE00nqY172I7HSkKocgLExYr1N71qJSwY8OXta5sACR2FqUUvuqKOLBezeY+UKPnbS9XU2ZDDiWM75D0FbrAHKmM87P4nSqGQj+qo8T/Gt9f8AaOXb/WrMZkfq+jf+oPEV+gnZM4/L8xeq4z+BAbQX6+NdXKxIpB6nSrlit7l7luFB008K+ZK+lvrgJtC7d993U2rccKOef0xGoF2k6A9gTa9Y38x6OvbjY+j0wVOIi3ujxIB/uivjWP0QPkILWQm5VQoN/CliyoMR2VvTax8PlUVPLjBhew8aWJlVZOGx/TpWbFCypIgswuveopPV2gbT17UMDMfK2gBja9alQajxlWLEHdawPYCtZTAXK4+KUEEBlrN1alVEuHlYZLweZR1Q+FcrLHSbSp8TlUewYbXH6lPWrrul1HwZSb/KdH1OmtbyxgjmRrl9t7kDab3Xte/es1qKqfNjWT0yNSdT3FMphJDyDRrowKt1vVlSwZByEbqAoA7DtWsphOtmkutrDuKGXMjEH4UwImjRu13A0JqKQIQvS5H6TUEcrnZobG96AVWIlJvf4HuaKc1yA1rE9R1saqUxmGy5bU9KAZ32re+o71AOxckOO+hPwpkwc8T7RZtDQLFGEcEde5pkGKRtF7H4UUu4oTYEk1B0i71J6m2tAyONUuenypgLFkE5A2/pX9VUTttDGwuCKikGliBp1tVEySWS/YDW/wAaYA0mdhxsfVyIk/1nUfmavGpygWb3N7fhX+pyOOpvrZw35Xq/HsnOA5/qL7Vx1IE8k72/THGdR/tba3Oms/LFVkfVPCYn9rgSyL1u7hfwAatfAz8qmzvqhy1mMHHwr8GZmP8ACtfBEvZVLL9Uvc24FExo9bWCMwv9rU+LWHOoJ/qV7ydTteMNfTbADp9xpw1OVQn3379dLeqwv3WAd/sqcdTOyCT3Z9QW3BZ5ipOtoR8+mymNTOyAe8PfUZbdkZC26f0Rr/4Ksmp5P/6j98Spu/dZenTajfwWrjVP5A8vlPf5HribNJBttMTMPnqtZvFZlCvvf3xjC0ruNPKJYAP/AERTGpmkH1C92bi4lhB8DEutOGpyonH+p/uhF2k4+4nr6Xb76fHDnXH6n+6b3Bhv11jFvzp8cOdIPqn7sY/qhBH/ALoAH8avxw5VIv1U93G+2SC97EekP4mp8cOVT4/1O932JeSHbe3/AAh1++rOuF3p5+qvuxOkkAPc+kOnXxp8Wqc6Azfqd7yyTulkgkXqqemNPxqfHFm9Ct9QOfZgzR47gW8uwi32hhT4oc6ZL9TOQQ3m4+NkOhMbsuvXuDWb1rN6Kx/qzikWnwZlHQlHVtPlZanxrzH4/wBRfbMikuZYSbfqjuPvUmp8dOcWOL7y9u5JP/PRi4ttclCP94CpwqzaGcln400W7HmSYEWOxla1/lUkq2k4qYiDadOm7toO1KRR+851KrEBYfjV1TZjJZmVCqnr2rbKFOtUSiy6+Gta1vljb0SF2dgAwDFrk/Edq+p1bXa+3x+/Saz14Wau+4iwt2r6EfNsiQtYfwq5Yw9GZjKpZ7F49Afh4mvmSYfSu029h44SchhJo/UD4VuVyvX5S5W31jsG70wBf41mt3XFfR/F5gyeIwplN1kgjfT4qK+TfD9BrcxDyC7mLka9BWWogTGKurFvsoCQw6EURFKgI8KlUHLEp0tp8aigp8WJri235VMGQU14wAtzrqTWVEJkbbXOverkwlk5jHxInyMlxHjoLu56AfZW55ZqoyPf3tZheOSSZx/cQgfe1q6fFazzilzve/EPquFOWH6ZBsFh99S/WWdxeI958XkSeiZjBP8AyrN5L/I9K4bde2rrN5Wtx8tZYwGNm7OKkuVsQvxQlyi0n6WN6mDKHksJoMd2XRV1+6rhFLjzSMRYnTpRVhFyRiS7NsUdSTb86syzSTe+/b+KCuTnRA9wh3n7lvXWa2sXaK6b6q+31G3Fjlyn7aBB95ufwrpOis3sA5P1Py3v+3w4oha15GZvwG2tzojN7Kpsj3/7nyWK45hUDoFiv+ZNPi1iTfYKfdH1BGogdlNx6i41x99utZ46LnY//qD6iyRWjSYX7/tv/Vq40M7AJ+b+pqNYpknx/wCXB/8ARqfwP5FXnPqSym8WQRfvjD/9Wn8D+Tv85+pVypinK/HGB/JaY0P5Jv8AqH6kqNceQgaC+L/opjQ/kgPuv6jK93x5FC+OL1/CpjRc7Ek9+e/Ijf0CBfUHGIA/CnHRM7O/6/8AfkrD04Nf/wDWbvTjqcthC+6fqLOuz0pka3VMbS/2rVxoZ2M/zH6mz3CDKUn/ANxYf+WmdD+R0R+q8d7DKJ67jHGOvzFTOi42OOP9Vpupy7a6bkXr9tOehx2NPAfUuc/1WybdLNkKB/5qs7NDhsY3sD37MSZCzA/qEmTfX7zUvdrD466H6Y+5hKrTNjhvjKT+QNT54vxVZw/S/lCw9TLx4vkHc/ktP/R/g+Jb4n0nxka+TyLyHv6cYX/zFqnz1fiXmJ9OPbEBuySzkjUvIQD9i7axe3ZqdcHf9J+2oRZOOgHxZd5+9r1m7WtcYT/L+NT/AIGNCo8EjUdPkKzcrMHNEigBVAJ8Bb8qlAOTIVtqQF10oEiydCd2t7A/E1UV8rSiRmY+UG4paCY8ktGFB1t1oqUB3Q7ifgDUpFZkRsJLNrYd/CikGNjyRi8MbkdSyqdPtFMoFXi+HcsJcCAk9SY0PX7K1Klhp4DgWIX/AC/HNu/pJ/ZVtSQ1vbnBFi443G00H9JOn3UzTERn2/wY1/y3GOv/ANkn9lM1cRKnt7hdv/wGOPAekn9lTlTESDgODIA/YY/lOn9FDb8Kl2qyR3/T/C2v/l2Mel/6Kf2Um1OMB5PtXgGLW47GB6n+ko/IVrNZwznIezPb73vgR7b3YKWUWH+qas3qcYos32D7dA/pRyQ69VlPf4Nuq86nGK9/p3x7IzQ5cqbbBQ6qwN/ltq/JTgAyfp5lqScfNikt/eVk/Ebq1OxOCmzPaHPQgskaubbt0Tj+O01ecZ40LByHuzjFIWXKiQdmBZbfaGFPFPIXkfeHL5Eqfuik+0dSu0n52pYZFq4liSW1t6hrfMXorhQS3uCPGt9czZHPt2462kSNEePzAFTci/Wvr69c1w+Jv27bSjw6aG/WvTyePFNkSZp43R9qKfOvjUuttljWtk1ss8vTvSLM7CwUEB7DQk145XezNRK6/vGm67322HQBRT8Fvkx3meQRjyqzXu2gv1qVuV737BnZ/Z/Hgne0SGMnx2MRXy+2fyr7fTc6Rdy7TckXt2rm6oGu176fI2NFIJAOv2UMOJ3DXX4UEcgAQkrcAXIGp08KioDCr+YC1x0PUXpYBnwrnXU9qzgyEmgKEmpYsV+dBHkQzYkuscqFCPgwtSXFLMvPPbPt/HyeVzOPzp3hnwz+hALuoNibn+yvVv2WTMcNdJW/wfa/teFAJMdpz4yuTf7BtFcvltb4QefZXtSYE/5bBu7m2vy61m21qSK7N9pHEcNxeRJgSfyKpLwn4GN7/hXOy/luf4UPLe6feXBkx5uCmQii65cKuVH+sAdDXTTjWNrYxuT9RveWa8yCNES+5NsZYWI7Ek10+OM86qsnN985S71kyzE5FvTQoPssFqZ1i42qXE9re7c5R6kclj1bIlA6/Akmr82p8dWUX005OVR62RFFfqRuY/gBU+c+Jc4H02wMZw+TyEs1xqsaqi/edxrPz1fijVcd7Y9tRAWxRKen9Yl9ft0qfJavCRoYIMWBFEEMcQHQIqr+QqLhK67o9pAfday9NTVwgExSQTBWYmJidp8DWL4WOmiJlKqLG1zQJGrX296BrysCQO3egaWsDfr4mgEkWXdcGx7Am1RTI92nmJJ1t11oLPGXaLnQt8e1VBaWI2jU9KNIJDYkk6DSsiOXdJbb0P6j4UE0MR2DuLE0gjdtrW6G/SmQTGwVLk6kfdSgLIYbtwt8RUVAZyANfuoC4MssB3+FVFgkikA9gNRVUrp6gv0+VERPAWsLajvQCzQsCL9AOtTCqfKBFww1uencXoiJJtDtOnQ0EDxxAFVVVBvqOpv41RFESpsBqvc9xQWPqLtTadeuvxpSIpVBe5XWxqKHCtuG42HhRCMi+fTUd/GqBldhIRawXvRBiOHNj08KoTIEKLoNV7fGopodTH10/wC3WpkcikLt7XGtBN/IT1J0opnp79bduvxqoqeQw2COQLX/ALaIz+YjAWAG2+taiB49uzYxsbfnrUodkQBcYKBa41A+VGlHlODEioSLaH/TWoyFExj/AKSalgSR4E3olY737jR+is4RVcMqkgAG1u5rerOwHHJ/awX6bF/KtIkAt1oHsyopY6AAm9dOm42lce6Z1sR48+PlxEqD4XtqK+vrvN4+N2abddPjhdE9NdV8b0mlkwl3lua0nBe2s7k4hJDIggVtsjE3ZbeK111tefaflvMd4wXDG6kX8AL15a76m40OMkUru5JC6EdLk1Ns/g65ri5di4pyt3qW/pjcCx0HxrO1deqZj2T6YZCy+1UAJ2xTSR38bEG/23r53d/Z9fo/q1En6tOg6VydkZtYqOp6mggbS/4UWEVwDbp3oHF9KDlGm4fGg4jy3IoGft4mW7ak1MAWfjIWO5f1eFS6rl537v47/Kfc2ByuP5fWG2cDo1jZr/7JrrrM64c9vFbAYOQhDj+onUDtXDDqcsmQG8tw3W1Mg7jpc+eQmfywL+gW1v43qyoTKwRY2F1Y+b/TS6rKpcrhpI5PVwyFP8yFRtNZzYvhCsuOSqZuIqtHoNPLY/LSo1Eh4vjJ1vAfTe2ltNaziNZoExTRzLjiQNKQSEcbb28G6GlhlzRONJRt8L9PsNTK4P3sNOx6MKuUsRHkcyFgsbXN9L1rkzhc8bLkyxh8mQByRqq2so62HifE1qbM3UfIqSRsAfKf0gdqvtA8kLbrnv8AbUsXJkkLKtx3Gv2UAZ0BHj40yiNXvcNp8aZA0zkKT2B60XJkEhdwR0HQVBcwX2br6261RPGCSWPcUIjkGlwb+NRTEQkEnxtUwC1sqADUeFUQuoY7gO/eoGNIVDA9ugoIHBJDMPsoK+e4c9LXoFhyGUAX6W1PhUXC0hytVUam17fOrlBSSm4HXsSKtWJ97F1sbKb3Ujr9tB08e6ImwHgaiKTkoha5UnTt8aCuaIRpZRt3UMoPMW3EWF+gopGjsmllPS3e1WJUkD7VAbUjoaUgjexBsouxubdQO9SCGRCGuP5qoj7Wt9tIIZkYR7wAbm3X49asSuifcQLbb9/CgnZCwKnU1FMGOQjHx0P+imElOWNwt1Olunyop6dDfpewFQSm36Y/ibVQPPjExFdTfxoM3ymL6TMStlHQUiVREr6iso2i/wCNbZLkuQFBb5/bWWlLkGM7gpN72BNWJQY8rGTuo6fOqjK+9yTxu49S6/PvW9WNlZhhjiQ+Hpr+VaBFA57bDfuLV26J/KOH2L/Co4QEFlAC/dX1tfHp8bbymD2reXOwbg8nm4hY40zRFv1bTT2nmPTpYFjhkjmDAn9KD59680ufTd145lTNHHsjhBCBzuLHoAopW5rEKiWGSGNTaORipDd93SsYyst1w9a+lbOvB5aOLMuSSV8CUH9leD7E/k+v9b+rZLYqbaH41wehHbc3woIMiw1PSixBHeTzAeXsaCW3jQdufYAKKTdqBa9v41EI8vYigYJCT/CqMd9SVvBhNt0DOL/YDXXqc+xscRb4sJta8an/AMIri6RP+3TaNyg+NqYU6NIooyB5QOp60QEJVd2N7gaVFLIVsRtt4GrQLkYEciE2v4XrFiyqibi5YvPEShH3VmxuU7FkkkXbMvmBsCwBH41lcp5ZbARtErJ0I00+ymVwGlw4B5oWKt1EZ1B8flUwuTFxIEl35ClDfRxqn+itYZHxmI2CEMp6WOhqBq3DEDS3S1alSxPBkbyQY77f5r26fOtysWJWjZkuSLt+qxv9lUBZEO0H/trWRXOlrbv1W0NAG9ze50vqKKKxYSrBgPhbvQWcZAUA6d71SJYm81tbVDBTEACbd+lCnLGosSLDrUUrya7O/QWoIXve3brTAgk33NxqKgiYgjbYkdz4VAKwBYox1J0vVDJGVQFQfOop8GQqsLk2PT4UFjFkAgL2OtUHR/1NvZR1+FAS5UrdTcDTWgrMuJGDDdr0sKIp86DbY9gSRVygMOpBvoR+dFcz3tYafwoIpjt6Gy9aCfEnZiVv17eN6IlnZbbb6jW9RUUaa7j1IsFPjVEEzNuOnl7XoGxAl73AA6W/KgKDBWLdFGtvjQMSTcdOlEkTxlNtm6jqaKhyJUVPkaBySrYeJHXppVomFmt0tpasqA5XDEyNYDxHfWmUwwvJRvj33CxN7L8q6RihGKSQ7y1uxBpYZVjEvIxW7Ben2aUwBAbeoD3BsfiKoynvFmbjbGxIZb/fWtWdgWG3/JQAj+RdfsrSJSQRagSU2iJrt0f2jz/Y/rUKOa+rK+VYlVtPnVjFiZTatxivXpZZZZS27c6jX415dZ4b3ttzSZasJFB6oNba3q1LlFmybpAZr+qw8oHRWFivyrMXe+PL1n6WOZeFypifNNOGPh+gD+FfP+1P5Pr/AE9s6ZbCSYRKz7GlIF9iWufgL2rz5erCRLFQxFiReqB5QjkX1C9fAmg5P06/YB4UwpryAA0VEs26QL2HWoiQ6XH40ELHzamqp8cS/qJ18KiMh9THAgwE7F5D9wFdur8ufY2WM4/bxW6bFt9wrk6JA1/lQD5uTHFE3qMEUC7uxAAA8amCshk+/OPjlaDjYHz5fFBZb/DQk/dW51/tm7foM/uz3Rbe3BuYe+kl6vHX9nK/oZxvv/jZpBBmxSYEp0/qDyj7bAj7RS9f6Ju1G6FoldWDo1irKQRY+Fc8NShp8EEFlFu4rN1alV0sLLJ8fAVzsblQyOL69SLbali5csvpoVDG3gfCrqXy7HhhcKmMWilXsSSpHxJ6mrZklMHKQJkvjSyoJk/WFYH7x2pxqcoKMjbTtttbp3pkwQZUsdj0a2oGo+yrlMJo8xpyE9ENfqxOn5VcphDk8fLuIUrvOgJ/So8aqIo+Mixx/wDayXuZD4/AdhUUyVtjm2niO1ZU+GQuLjtofCqClsSD070QQDdbA+XreqpG073HaoGKvn338p0C/wAaBJEax/u1ALI4DWHTvSQDSEIpC63NQRNcDcw1Y9PCqGBWBG7Q9qCNUJvoSQdD8Kip45iABcmgtMXJUx2JsfD5VRM2SbBR9lqZREUZnPe3U0UJn45aFh49LUymFHLG6EbupPy6UyEikCts6selVTMjzn4i1reNELDdQGB763qpBCMHcXv4mstHudAR30+2iIJWBvoPCgjVrNb/ALaVROrLqNPNoQel6tSIWIUkD46n4VFNSSTr2trfqKB9i4169LE0DVYHQ9b9fgKAhXIGguRoKArYjgb1ANte/WgxPvDAsROo8i6GrGayDaxmJfL8+lbZOjjjjik63t5LC9zQV0n/ABDcCxBI71Rjvdp/5NgBbzLpWozQ2J/8LDf+4v5VRMLH50DMnSBjfw/Ou3R/Z5/sT+IRXa9fSlfNsTBjprW4xhMrVqOdj2WBQZCb2sdfkK4RfyHclnL7iDe4NGMkEqEk6efQlhc/MVm6tzs8Yeo/Sg+nweWt/ImSFT5bBXz/ALV/k+t9GY0/+W0aTzaG9eV7E6NdD3PhWoI5QAB8TVRHI1iLdAKLA8xOgtcHv4WoGRWLEjt2qKJNzVRGyW1NRTlYk3qDHfUwE4uC3cO4/wDCDXfqcuxrMFwcLGbreJD/AOEVxrpErS2BN9qgak+FIrz/ADJM73Zy74+NK0PB4rbZph1kPw8b9vCuueP/AC54yu8zHh9v8BkPxUEcbwKGLMLlhcAlj1NY183y1fEA8D7lzcvmBhTZePmo8LSAwKUCMhHlu1t1wau2qa3y0Gdw/HcpCUzIVcAWD9HF/wC63WsytWZZlJOQ9nZyJKzZXATtZHOrRE/l/Gunjaf5Y9NmkwljWVGDxyAMrjUEHW9cnQ14I30PWpgyqp+OlQlhqPj2rndW5Q0sRJAI6VlTVYIdobVbEW8asqhJeB4rJkkZ1IlyHDyvuvci2ljcbdOlbm7F1H8bxM0GIqCTeyEhfAqOl769KztM+mpf2dKt2CSKUYd/EVnK4TI6xLdDp2NWVMF9dgbv+mrkwlSaNrLpftW5WcIpsMupY6aXuamAJhwzL5nN1udp7ML9qlUYVFz+VMh8YNrfyjr8Kgl0KWAJAtVEZXab2vfpUVFPkwxRM8jBETVnYgAW7kmrPKegCZeJlAvBOmQgO0mNgwB62JW+tW62JLKRto7/ACFZVGxDWsO4qKlV733dhY31qo5dhQm3Y0wBi7tYAfAiopVnETWJIB0BsT9mlAbi5NyRft1q5BAkuwtoO/xqBJ3VoyCQBfqe1XGUtV2bjKYr2APaoKaQlSCOqmtB2+7b2NhbUnQU9h6yQnciyIzqNzIpBNul7A1cUzCopUEi9jqDUDyxKgfeagRlCxhrXtqRaiomQXVha5rSJWCotzqewFShFIYFSNfGgjSIifRiQf1AmqJg1iegv0HhSRLTDINB3JOvxoHLOVvYaHseg+2glGSrNYnW2nyqVYqPds+KONMYIZ37DxNXWJs85feHNxbveujBxnFrW2kDW9KK3II3i3e400qoyXvAn0GVjqHGnwrWrNCYwH7WH/VH5UVMo1oiPLP/ACzfMfnXbp/s49/9QEbXH8K9+teDaJ1YVuOdiVHFtNa3KxY9uSPZjlm/UV1+2sY8OMBzNZlWwUFb/fWYbB33XP4Vqucep/TG6e3ZNwuZMlzYeCqor5f2/wC77v0P/wDNrtx7dBXle1LBM6zAH9NUFSDybgb+C1pkLLKRa4tYa0UMrGVztNwO9QTRqsfzNUTh9NKhgj7e/wB9UJ0GgvepVZL6jxj/ACmB+6zW/wB5TXXq9ufZ6W3EZwk4jBddQ0Eeo/1bVy29t6+lT725WbH4OSLHJ/cZbLjxeN362+ytaJsseF46Pj+Phw41AEaje3cudWb7TWLc1rGBPI4T5nG5WLcAzxNGrHp5hofvrWtSxQ8LwjyclH+75KGaTiQV/a40Ij2s67fO3U6VrasyeWsHpqLA3sLCubYXPw4M/FlxZ13QzLtbxv2I+IqzYsZ/2hlZGJPl+3swkzYR3QN/eibw++9dN5+WNP01K2Hyrm2pvc3KcrxmJJm4kcEsESgyCQvvuTbQDS2ta1ktZ2tgLizz/K8fHmrNiQeuCyR+k7C17eYhx4dqbSSmttiswuWzZOayOJ5DGEGVDcrJCS0TgC566rcaisb9eJmNa7+cLeO4ewHTv3ri6ioJ1QkXtc/GrKYFh8TIWz9Tperbk9BcjjJY9YGLr4d6zxwuchml2LtlUhvA9KZMI9gKkg2K6girllNjwySI4mkYxgAhSTrY3sa1Klg5sqKQLYA9rDsBWkPspAI0J1I71MGQXKcbFmQMkoYlUYq0bvGRcf4CtJbKlkw8p4XmOU9scpxvI8hlSZHGcpEVkLszbbOVN7k+ZLX+Ir0WTaYctbZXo3Ic6zBVxQSrWYMvQj4/OuGMOuWM93cjl54j4NZdj5SvNllNSkEA3f8Aiey1rTx5Z38gPpROw4nN7D9wNP8AYFa7fadbW5/uPicGUJl5KxSP+mEXd276IgZqxxa5QvG+5+E5GRocPKV50/VA90k0/wADhTUulam0oL3L7sw+Iw8kCZTyCJ/Rxje5Zv0k/Adaummam22E3B+5uNzsTChbOhk5CWNC8QIDGTbdhtH21nbQ12WGfynGceiPmZUWOG0X1WC3Pw7n7Kk1tauyLG5vhc+UQ4WbDNMBdogwD/CytY1eFTknGVDiE+tNHF/d3sqX+81nFW2DYuQxP26z/uI/27eVZt6hSfg17Gk1pmKz3Z7Zg53CgjbkP2Qik9XeSCjAi2oLL9lb0tn4Z2kq4WCKHjoYVl9YRRqiSkhiwVbA3HW9qxtnLcxhk8zl+NTK9JsqFZb2KGRA3XwJrU1ZuyQmGWIrIFkgkFijAMrA+PiDU9DKe1Ugxfe3NY0KiOJUISNf0gFkbT4a122v8XPX+w73HzXIPz3H+3MCb9rJmDfk5gALpGL+VAdLnadazrr4y1tfOBnI8HmRwEcdy2ZFnKv9J5ZPWjZl6B0YWsfhWZsXUf7d5HLz/b+FlZdhlurCcAbQHRiradtVptGtRdgR16a1BzsWIt2oRnv3nuyP3aMYY6twDr/x7DSydd177t2lq14wnnK+EgVgR/MdD+NYjQTOyzFZgT/bWmQ/71n2n+8etSrCSZrXNjbrf7KZMAsrlpFHkbpru+dRVZPJLM9mO7S+4n8TViWK7MjWPobE/wDbpWss4U88l5Outvxq5QM5tYnW3T5Xqoy/u65x5ZCOsikflWolDYtv20Ov8g/KqJk1NCh+Q0xm17iuvV7ce70rkYda9srxWJlb410c7EqubjTStSsWPepIhJAt+rXbb06aAVnbZz10zAudgf8AKh0YGRG1tqLWrHJq9PhXJvCH1DqenxNbteea/t7D9IWSb21PEwG5MlrN8GUGvm/Z/u+19G//AK2ryccLY2sOlebD2wMLhr9qQFLIXiIXV/CrAJJBc7JWIc67R4UomSFUUbVsO1VE0eOGO99bdB8agRhtJIGgqZVylGvfv41ZTBHjsCzHyjp8KDK+9uNycj2/lFXv6W2VSf8ACf7DWuvxWd/QH2TkTycBGkg1x3aK/jrcf+anZMU0vg33Ftl532/jyghDO8rfExrcVNfVW+2mSaPr0HSsrg71yFvfyj8qZMMNxuVyUOSObTBlOPLNK2XlAhhJBI9lsg8x2WrrcenOZb6ORSgK3Nxfp2ri6mNPDGN0kix+G9gv51qSpazHuB48T3Tw3LIw9LIvizup0IP6Tp866TzLGL7y0+8Fjc/O1csNqr3WGm9u8igF/wCizX/1bH+Fb0/szt6VHtX3Nx2L7cx0nkczRKwaKNGdv1G3QW/Gtb6/yTXbwf7VEOdzObzbyx+vPdYsRWuyJoLv8bCm/rBr+xHLcf7jyucSLj5Bg8aFDTSoiu76aqhe+1r/AArGJj/LWblQ+7OSz+DOLLg5YzJJn2TYU+wtt/vXQKy66VNdM+zbfHpYc5zfIcJhnNOKJ8ePaZo1YrIgOhYEgggVy11zcOm22Fn7f9xtyWFHmrEYopVDx7nVr+N9vQg0virPMInuXAzOQk4s4OSc2MK0qhE2ordGZ91hWuM/LPKhszKc8m3HcLHHmZCAnJZ5NkUVraMwDEt8AKvx49nP9AF91ZqckeC5DAODnSLfHkVjJDKv+FrKR9tOPjMOXnFVL5fujF5teKlyIvUzorY06JtSIkklgpJZioUjrW5Jxyxbc4X3t/H5PiMWeLPzDnu8m+KRi1wLDTzeJrO28rWuuFrBlcnlN6cCKqubGwJNqzKtjL8l7QbkvpyvHafvMOaf0G6f1YpW7/4hpXTONnPHhmPY3NS5XGSYeU5GTgDa5c2PpfynX+7a1XfXya3wm4OJ8qLkOdcC/IB48QHQrjR7gn++12qVZFb9KZyeOzFvbbMht/sVew0W3EcTicBnZ/K8jnJLJlOWjnntGyKSSRcnv00rNtsJJFNyWbi53vrhs3CD2Zo1M+xkEhDkXBYAsLG163rP4pb5aH6mjZ7Yd7dJ4x89SKz1e139Lr2+iDguMYgBv28JuB/gFY29t6+mD4LmcTM958hy3JpLKYdyYSJE8wjG/aPKgbbZR1rrtr/Fz1vkT78z8fl8bFn4zGy35PFmDxTDFmRlSx3DcVHe1Z08G3lde4XTP9gy5HIQIM4YPqO0ijcklgTa4upJrM/s1t6VPsz2/wANzPs/GPJLJPtkkEIEjKIlDHRADtFz10q9m1l8GmssHfUuLjcf2qssOOgmx3hhimtdxGBs27jr0q9d8p2Twlycrk+V9l4uJg5X7bInxIgs2o0Ci4uuo3DS4rPqrjMV+F7f9u8Twa4nIrjEsoGVPNt3PIR5iGbzdelqvm0uJA305yXk4/NxmcvBiygQXJJVWvoL/KtdkZ6zeEe31I5JbEFodVPX9CGl/qT+w33n7X5DPlx+X4lwnJ4Isq32lwDddpOm4G/XrWdNse2ttVbg/UuTHyRh+4sJ8TJU2adFIGmm4xnXX/DVukvpJv8AtuIc/EkwUy4ZFkxGUy+quqlALk/hWMeW8slwHK8v7olzM5cyXjuKik9LGixwgkcjUlpGDdBbpW9sRieUuLl+6OP9zJxeS8nJcXkKXjzmjCtFpfzsoCmxFiDUuLFmchR7g9wQ+9cbh8rIhlxZUMl4ovTJBViBqW6FaSTBm5WXuL3EeL/a4uPH+55DMbZBCTtUC4G5j8zU01ybbYA83l+4+MxP3uYuPkY6EeukIdHjB0upYkNY1qSVLbHZnMNicZHyUOM+Zi+n6hMbKtla2pDVJp5wt28K9Pd+PPijKxcTIzJWTfLFAu8RE/ys+i3t2FOByDcXzeDzMUkkJZWiNpMdtGSs7a4WbZHz8hx+HCq5EojaTRU/UzD4KLtVmuUtDxZfGcg0i4+QHlUXdNVZbaaqbGl1pKpeSIgfXyr0udL1YUFu/pbh06Vplm/dbX497dmW4+2rEoXEH/LQ+BRT+FUghNDekAnLMFxLga7hYV00vly7JmKtGvXq1ryWJ0PxrrK52JVPUCtysV7/ADFGlCk21AUH86mznDJ+Qx0hkjRdwFl3HpeudldZ2SK2eOKXzg/pTcxHbtamtsY7NdbHqX0gkjXi89EbcqzqeltSgrx/a/s9/wBHHDx+2+mX1FHw6CvO9gKWGw8vWpgDh2hbcvUdagIKxT2cnaym6n41QREoK6kXFMGT7rawpgyYy9r0wSoJVKi7fpPhUVxZXFv5B0FBnvfmaMX29Ii/rymWIeNr7m/AV16p5Y39Ivp9jFfb4kkH/wARKzj5Dyj8qnZfJpPBvKxx5XvTjMYD/wCCgkyJW8A4IFJPC2+Qv/URkEU68c4wpJBEs3qpuO5tt1jHmOtLpE5pOdnyMHPiihXfjqvqZ57xo7BFP31maeGrv5CctJz/ABscmJHKZDlrbiZ41As7EARkAWuL3Bq66/lLVRzWPyrcoih8rkI5YQq4+LOIx6kJ2Sli1anpL7JzaZMmRw878Ws7uhw2xMiXyrIBuTdIp1NlIqa0sR5O3/oeIlwuVhZm+TH1DQEuf6VjrpfStS+Us8PQ4ZEMavcG6g3+dcXWB+aVpuGzYwP1wSfdsNXW+Us8Kf6fsf8ApuJALFZHU/ff+Nb7PbGnpUe4oBge9uKycM7HyioljTQE79hNh/eHWta+daXxV5mchkZnuf8AyRZmxsaKP1JjGbSSXXdtDdhr2qSY1yW5rO+/eJwYczhf2MSQuZ7zhR5nXcg3MerfbV19Wpt7jb5+LhZ2PNjzruhmRo3H+FhauEnl1vp5v7XHJcZ+79v4tpcxZ2XG3/piU33u/iq2uLdb1vs657Y03/DRZWDPwft/OfCDz58iPK+QdZJZiP1n+A7Vylzt5db68KT6aPyI4iebEy4VkmnYTiaIyuGAFrkOvW966dm3lz0mY1E3tvK5LkcXkM/ORpMQgxpDDsFg27UlmPWpOzwt08gvfMMMPK8Lkp5ZvVKqbdgy6fbet9fmVN/caZ+FM8q722op1UdbVxw65XmDjQY0YVEA8T3rUZrN4Uf/AOjMtNd65uSo+F5Cf41raMa+nkPur2xnY3vARca7RQc2rRuw6KDb1h9w3CtzbwzdfLYjDSDGTGjXbFEgjjW3RQNoFco6VhvpUyiPlYhoyTIQPjZh/CunZ+GNAPtOfDyOe5CXm9s3LRv/AEln12gEh9itpcaVd548GvvyvvcGdhT+8OBEUis0TRrKARZS0mgP2U1n8alvlcfU2Et7TkCi4WeIkjsLkfxrHX7b39LX2zkYUntrjHWdDeGOO24bt6jbs8b3FTbW5XW+GD9vSp7d968hx/IN+3TKLCGZtEIZ98Zv4EG1/Gul/lr4YnittyHN4HG4jZM8w26enGhDO5Oiqig+YmuU1rpdorPeW5/anJGxUPjsSp0IuL6019pt6B/TUf8A8owBenqTfdvq9ns09BfqeLe1pjqf60P2a1dPab+gHJchn4HsHAlxGMcrxwRtIupVGXqD2JItV1mdk29Lf2xxHFrxeJyHprNlSRrJNlzf1H3HVtWvt21Ns5XXGFN9NslJZ+bK6oJ19MjwJexq9nqJoTFYx/ViY9N2Obj/AO6FP+p/2a1uY/8A05/ljbV3Y4yIW7sdxDLb4AA1nj4a5eTuX4jC5fEbFzIw2hCSEDchIsGVqzLirZ4YX2M2XJ7W9w8er71j3pBa9tzxsG2/PaK67/hz19DvpXNGfb80Std4sklh386qQfwrPb7a0vhtHlsSLHxvWGmG5NTJ9T+NK6BcfWwvptkrpP6sX2i9wCZ/fmAqSCI7IxDIVDhSS38pOtzWtP6s7e1ty/Ee4eSw58JuUhEMqhZD+3s1r9iH06Vzm0butQZfFy4PsrI4+WX1WhikvMoIBuSwABq8s3KWYh/s7Fg/6dw1/STv3Fehbebm3xq9ns09Kf25xuInv3nIQCFdA+0H+8yk/wDmpf6k9m+0sVeQ9w8xmzfrglKQgi+1CzAW8NFq7ek19rvK9nCXmYOXSQRemlpIxp6nhr8tKzNvGGuPnLz33LJi5vP5X7x1EGI3pY8LNYEg2Y27nSt4xGLfIPjMnZkZOGrbo0IeHW9lPa9Uit90yXwpF/xLf76kKiwf/gYPEItUEIb6+NADzbFcVQNbuPyNb09ue8VUbaa33H9IHjXfLzWJ2WSNtjjaR2NdZs52JFbTSukrnY9/yBG7ix1B6mkrntplW5RJBIOnZR410keXeoNoUsLEEi32VMJNnqf0c9P9rnoGJJaN2B7Egj+FeD7c8x9f6F/jcPRr+JryPeY6AgnuaFCSY5JJ7UIgjZkf0+zaD4VFToPRQa3vqa0iWGwFrk99TfrQSixJ/OhkjolvGpYB2QjdbSsq8y+onIz5HMwcXj3f0ABsHeaW35C1ejrmJlz3ua9E4nHjweNxsNekEap8yBqfvrhl0wzPFvLme5Pcs8NvXRFxYGJsAQCOvzFdLcYYnnLuN9l5iHEWePDhXHdJJJ4d7TyFNbFmsBuPWrdyarJ/aKZZyJ8/IkfLyixkMTFIwP5F29wo8anNeIXLz+MxThcbPJk5WXxDpIxghLb2CWG617aGrIlq0yOE4rl48fJyceRDsJSLcYyPU1O8DvWeVi4E43tzhoMdMeLFX0opPWRWu1pP71yTrUtXDPe/OMxBweSiooys8pEjqo3PJuG0aam1XSeU2W8PFZ0WHjRFw00caLKToNwUA1zrcJnYHIRYEiwxfuZZAUKKyr+oEXJbS1a1Ss77e4T3pxGA+EmLjSB2Lq7zFdhbToga/Sum1lYksWfEezZhyw5jmspMjMjW0EMSlYoh8L6k61m7fhqQz3RwGFlZ0efiZkmFnxgKZYrG4HTr3pN8TCXTNVGR7bw8tYmyZ55Z0a7zlhvb4dLKB1sopOyxbotIdmGi46SH02FomlcuxY62LMbmudy1FZweEje8OW5BR/wo4ccnsZSu57f7O29bt8MyeWkebbNs23jc6dwK51sBP7O4qTLfPwd/H5kgtI2OxjWQjpuUXUn42qphDBx02FlLJlSzzTJcRtK91F/AKFWs21qSIuc4aTl8vj8k5Pox4Lb/AEwm7fdgTfUW/Tarr2YibaZamHMBYkmxPWs8muKxhcEAob38Na0yFfiRD6npDYkhaRwblmkk/UxrWcs4Z3MwQJLv2ud39lZaVWXEqLdbEjvSDJzxw40j/too4PUJ9QxqFvbxsNauUwosz23w3I5K5OZjibIBFpAWUm2mu0i9JaWRpsH2t7cyIcaObBjYY4KxINyqNxubhSN3TvTlTjGsHEccOLOAYEbDZCn7ci6FTraxrOWsAOM9p+3ONk9fDwI0nXVZDudgT/d3E2+ynK1OMJyvE8VyMezkMWPIC6r6g1U/4W6ik2WzKmw/b/t7jpFmxcGOKZAdshu7DtoWJt9la5Ws8cCstcfKglx8hBJjyApLGdQynqDUaR4GLhcdiDHwoVgxwSyxKTa51PW/WmchOV4zjuUw/wBrnxiXGJDGPcRqvTVSDSXCWZRtxfHthLx7wh8IJ6QhYk+UCw169utM0wpIvZXC48t1bIfHJucR539En/EgtuHzrV3qTWJuJ9kcRxuS2XjSZCSO29ollKxHUkKUUC4F+hqXek1Sf5Bx6+5TznqSfvChjZCR6e0rsGlvD41OXjC8fOUnL+2cbksmDL9aTF5DG/4GVCdQL3sQdCL1ddrEuuUeRxvuOWFseXl1WMjbJJFjhZSh6+bcQPsFXlE40ZwvC4HFYAxsJNsanc5bVmY9WY+JrO1takwzk3tLkuK5R+Q9uZccAyCfXwshS0J1voV7X6eFa5+PLPHz4WcHH85LPHm8xmRloL/t8PDDJFuYWLSM3mfToOlTMx4WSg5ODzZPdsHKLtGNFHsfXzE7WA0/2qs28YSzzkP7y9u5ueMbN4uRU5HDcMqt5RIAd1rnoVPSmm2DbXJsHuL3NNH6K8BLHmONpmkdRjqx03Futu9hTEM1acriZ/8A01lY7H91mftmU+mtt8u3Wy/OpL5W+gPs6DJTgseOeN4Zk3h4XG1g289b1d7mmviK/DVoPqRnuAdsmKNr2NiQE/srX/Vn/sAx8xfbfu3Oiym9PA5E74J20W7HdYntqSKvvVPVW+f7shbIjwoJhJM5JCxMHCqNSzEHQVz4unJ54E3c7ycOSBI8knqKrgEWuW0v/rCuv4cvymWHGglKxKqta7hRbr4imRQe6P8A4RvjIPuolOwlC40Sn+4v5VVTdCB9tBXc69seMDu/8K6aOe6ojOtdnHYfiq2XlAyksF1dj4CtOeFhl+gkIVYQGkbdGw7LWtaxvHtLndqR8rVpi+gElw+0n9J1rvHzt/Zs+65ZjoehpE2j0z6OWVuRHisRH/irw/b9x9b/AF3qvS2OtuteJ9JG8htbuToKB9vLbvRQ00A3EdB4/OiBWlBcr2Gl6Kf6hA62+NESrKQoDG57nxoJBNpp17XqmDtwPX7aDzX2zhLyvvLIzJdfRaWf/a3bU+69dez1hz09vQv25RfG3evPh2yxftVv2vufnsCZts0svroDpdbn+DCunZPErnr7bIS2XUdK5ZdDlmDG1XJhiXwuVk5Pkp2w+RAyJyYhiyxwoyKNqlrm99K7ZcsN1hxenBEhuCEUHcdx0HQnua5ugkKBoPnftVRlcZhz3un9wBu43h7rEf5XyD/MPG1bviYZ9tIx8172HeubbjLGq6m9u9QQvnQxLc/O9UUmbzE0riOE+mhJuR3FSrAbF9pv5j1JNZU7Hx2PmsRQA+4faqczBFE8zwNC4likjGoa1u9b12wztMrbhvb8PH4aY8BYgktJK5u7u36mY+JqW2rJhaf5bu83hqBTAMSEWDW81gTQQ5sCOu1gGXrrSiofGCeaI/EqT4Vi6rK71ddrG2lyKzhvJi+4cTF2sJh/TIVh4m/StYZauV42kO87QwB2nsLVtlnOUaOaZvS/4S6AnQm1ZqxQcjCyxsegqKxPJZAE7C1t2g8RVRBgbmks17akW+FBpeMceqig/H5Uo1QU+kpbS/as1qIH8t9eooAck6ENpt70gpcli8lgdL1qIisyuTYknS1VI6eSRl2roTpeopisxBFzYEUDhIx0It4+NqUM9RibWKgnQ96AreuzxYVKGIqFy56sdB8qgm3gAsOtqoZ1LXJI6UChSWKjW41oGum82A6dTb8qDpYx18Ot+9VEawsDcCxubH51FNXHLMb6jqTUwZSmIBRYfG1XKOKjawOhOp+f2UA7qiOTbaRe/wAb0VXyupmJOg6L30PxqoBzsPEyYXTNjjni/VaRQ322NJSqZcHicMumHjRwA33bBa/ztVzTGFLznFY+TLHMoaKdR5ZkNmt8fGta1ixTLhrjF7szu5u8rm7H/urWUwpfdAviaGw3rb5WNWM02PSKIjptX8qqpiO/YjrRKrOfbbDCOpLH7rV01Y2irgRpGCRi7GuurlsvePjiiRVe1xq+vWtTaMXSikz4ZVYooAj/AEsAKs7Ms3qur2RmuoA0t3rpK47zIeT0I7SS9Cenc10lebs1k801lSQoyIoVr7d2oplMT8N/9IUeHI5Qs28eRQO9hXj+1+Hv+hrjL0maTbt7EjoK8T6RYlY/1W/2R/GgSV9L9BQBPPIdCdOlMiFlHbqTQOYdj1H260HHftB8Be1AqMdSenxoI3zbaA6Hxq5MPPfZ/KNge7M3CZbvIJEUfFH3flXXs9SuWnt6TFyXku628bVxy64Zz3Tw+VNkxe4OJQjPxB/VUDSRB8O5tpbwrrpZfFY2lnmC+D9zcZy8YUSLDmgWkxnNjfvtv1rO3XYuu8pfc78hj8TIMGJpMvIIggCAmxk8u826BRrWdYtrKD29yWJyXHcfKojRirnlMczsxaPUo25iql/Eit8vDOPLfTcjjYq+rkTJEg1Jdgo/Eiuclbtih5D3a3Mn/K/boaeWTyT5wBEUanQkMe9dZieaxbn00fDcZBxfHxYkBJWNbu/dmP6mPzrnbluTDp8xLkdbVMrgHLlmxv07UyAX9fIchRZV0t8aWkhIuNdxe2g6fOoDouPYkaXXrQFriBTa1BMuMpa7DUdB41RNEigFL2Pw7A1Mh6gdeotbdVyApuRghZxvBNtfnUVXz8kshNj8BTIjMqnqfvqBk6xzKQehGrLoauBn5uKaXKRywRIn3Itje6nyms01rTf5g88JR22zEAbievjU5NYNXCO2ykt3Jqgb3BhtHxM2QRYRLuY/2VWXkc2QZ5uhFzpTKj8cEvYDbbv9lQXeAWSRSB01vVF6+dI7KQbKB0qKjfNZjt7+NQMeVZENzr0v8aoFMcAYEkfM6D76sSnDDR0JJv0/0UDDgDW507GoBzi7VP5fGgYYSt7m9tfv0oGmMdTp4mqEdSFsD8zUoYlxcnpewoJwwtr38KqODWGgvcj/AE1lSCQ67R1P4VQ8P071YIpGO8m91btUqHPIE2lvDr86KQThEa/S3TvTJg4SqQLHUdD2ohrTEx6jUNVVBI5K6i/bpTCKzIAtua200FVnTOdN1l2i4HwpCq2eUhCPhe3fXtQATMxS97m1hf4VuM1TcgNUANl7/E3rTNZ33L5sM+JcW/GrEpIB/wAtF38i/lVE3VNPCgp+eJtCeo838K6aOewVNuNEJP53HlX51drhiTNRvmZDxsR5QDdj+FYy6YEvkL6EUaaaXcDxNd9PTz9nmvflAGpH2V2edBPEsq3v/bW9dsOHdpmFULohf01JBuNbAVrauXXHoH0phRMvLtuMksSvKT4lyQLfKvF9m+n0/qa4y9JWJXmYkeVa8b3m5GQq+Uam9BA7HUdqghKhmOoA+NBE7BTYffQMOSgNiQfGmTBf3CHUMD8KuQsg3R6HQ0ALYbySenEdzHt8KYGbT29G/wBQkMV90SrLlEdAQnmGnzArtf6uf/ZvgmFjKLAADoOtccOgXI5DeNq6L4CrkZ3lva/D8oxnZTj5N7/uIbAn/WHQ1rXssZukoBPbvujGXbhc4xiBsFk3Cw/8Va+Sfpnhf2mj9uczkLt5Lm5yt/MkBYfiSPypd5+Is1v7Fwexfa8civJHJlSD+bJdpNfle1YttamsXkOIkCBMZI0iXokYCgfYLVzsrUsPjyJRuWQEA6a6aVM1pKsWO3QWPS1XKYSNjQBQNoq5QghjjsAvXw6UCrZSVS3yqh4cACw16EUwFaVANbA1MAXI5LHi8Wb4UEcPKj1d2zbvG3U+HSmVwZymfMMNthtcG1vGgxkcrbyZCSe+p71FErkuG6gA3pkwjOe4vY3F6IIgzZbLc9QaLg8cggu8nRe5oYER5qHVh9lTAKh5BIjddSexoE5XlIn4SeJ23vKPKnXpVR5IsUkWQ6P1JJv16noKC1wo7sD1pVXESNtAHW4vQG7WHXQ9RUDwgtfvqLUVG8XboBQQAE3D6qNSOophAuxiQ8ckkDD+6fL/ALp0qypdRcEk4RVmlD+DWsx+etqZIfuvuvZvAjT86mFQyen/AHbf3qCIMrpqNb9/hQI4u1yO97UypGC2FluO9EwVlAUdbHpQO2rYsTbstBGq2IHy160D2XTcdAOooGuikgn/AE0CSKrEE9P+2lWoSRFjGo1v0rKokuL2FlBNvuqwRaWJOgJsL+NUMkIttBO463+y9BXZLqqE3tYafCmEyqXUShCpuSdfsNUC5vpwzel4DW1XCKyZvIgtqOw+feqlU2ZuLDcT1Nz2rUZrO+57LgKvVjID+dWJS44Ixov9RfyqiVSBegrOcTSJjbapJN/kK3rXPaKOWZ5pNx+weArNuWpMF9Mg7WIIHh0rU1Zux4NpV/u10c76fRc8oudvSvQ8smIha9t3QjUXqy4Y305REcgOkcSr5lJLH7OldcZ8vHbdf4329I+l205+QobdJJCGf4aivF9l9X6b0p5lVSqjoNfia8WXvwrUf1ckDsNazlcHSHaD2oA58qy2v0pkwr8jLkFrXJ8amVwFvMxvc3NA9IcoLf8AmqeVSw43I23KTr2NXFTKywP30JLSIpZiF3DqB0Hj3rUylUfDFk9y89OjeoRZQfBi2oH3V339Ry191at60g1vr3ri6GrGw60VKEuNdKg7YQB4VUJrrbpeiuWQjU6261BKs4FiTYkVUOOVob6jwPSmVKmVAurDbt62qWGTpeUwwNzE3A0ApYpo5R5QoCiKPxY3apDCKTkI7lIzuA6t8auUwFj5KQkp/MCdw6Vqol9SZ0te3xFZaCGPcSW11qCWEq20MARfQUBmbGkmKQAOnSqRkZ8QpI1uvj86imLZWuTc9iTUHPCCQQdO/wAaBCHWxJsAbfGioZHe5tuse9QK85CggHTw/jVRIuW+i61FTCRJYyO5qjM8/wAd6UbT/wB3UW+2gtfbXBZWVxcObN5FlXcFtrUyLlcCKPo1yOvypKjhjhiCPhcnrTKn+kp179PwpkP/AGSMo36jxoIsrEG0hbDX9IHU+JplAzYAY2OttWPxqyqHbAYMCP09LCiInhuQpBI8flQwHCShrbt0Y6ow+PZqucmB8MWLt1PmPW+lvCsqccVCLgXsTYmggaG8ZsLd7UETROVta1tSaBDCw8beAqoX0wq66kfhRTHOuvTvfSgVku23oB/ZeiECKZFPW1ifmDUEcxO9jYnuKKik363Nu5t41UwhnPl1bQ9aZA+TogI0OvTqNLAUFRneQMHN7ACqIcWUQJe1yCDc61UUc++TLkZ9SSTYfGtMoXN9th8xf7qCvnBdbAXCX1HeqzWW92IwxYiTqX/ga1qlOxrGBEbptW33VQrKQdCbHpQVXOBj6Iv5DfdetSMKUgqDr5u4HhUwuSq5uAOg7V01YqW52WA1+NdLGMeX0JGsjoZGUr3Ckdux+2u98PFptdqk2RuhubVmOtkwTFhxY5y8wOwA2A0uTXSbX04bdMty9A+l+dHkc5lxxKqRrj3Cr8GA1rx/a9R7fq2ZsjeZkt3sDYd68T3YRwLsjaQHVj0+AqAXNymMqIv6mBuKWrIgONPIoGw3NARHxTXBk0t0q4LRqYEAS5W7VZGTjjQqBZQL6mrgOVCp1AVb2A+FMB9wLuAAQNT8tasKwPtCZ5s/lHvcyMGJ+bMa7dv4cutq4oWHXUmuLqftAOtA1gL6db1A19oNz20saBLC5+XWgQqrCw07XFFJsDG46eFERvG1+vl8KlWInhcrr8796ASXHs2p62vRBCRertHfoaKmTFRZNdNO3SmDKSTCD/1IxaRPxHhViVIQiQ7nNjbS9BWyyEiynvckVFRwyn1rA6dqiyrYm6WoKbLhVi1tD40VWZEBBuBr2NRTUbygH9VqB4YM1rWHeiOaCwLFtCengKBjY0dj5rHrTAjGIT+kCx1JqKaMWQbmQ/ZQSDh83NRoZSjQuLNvuND8qQWMOVlyRS4cKxxY/GiOFUQElvICzEn50QN+5l1A72phT2mLWtox7jTpQOQqp8/TqKCUSA3DMBY9KgZlSuWCp8NzGgYbAAgnd3HzoFaULHcDyg9/HvQRLGjswJte170Vw4+OUXXt3plEL8RM12jYadQauQMcDPhkuzKwUjofwpkwIK5RxpCsYYrqUv5iPhSYSoInMqq/Y9R06UsMpTFcE9qAaSMgA266CmVRut23X000oJXChxf7R4fCqhtrE699fj8KBkgNzbS/WosRMvnIte418NKqK+U2J16eNAHNOEUALe9VFXnyB20GpO29aQM+9WCm5LDoNbVBXTAJOw1uRr8BViBZXUkBRrcXqwqGKMXCga3P51UZH3x5ViUn+f8AhWozTI2sqga2AoJj5lFutBSc+7/0B0uGv+FbjFVAW5sa0zk5Usb2raWpbEjTqPyrWWH0s8kSwsSnQm7N12qNOnSulefXEVP7uJpGEZ0Ola42J8mtEPjMph23kaR9o7C4FzepNqbSWNV9KZhH7lzk03jFa6g36OK4fa9R1+lf5V6jBiSubsPKf414ZH0sp3xf5SenSrhMnRYOOp3lAzi6hz1A8KYEhjUDRegqoYwNxYDTreg741QjAHt9tA09NKgjmZVibXXafyrUSsF9PlVp+Rt22fm1de1z62ydtoPw71yw65ReogG4soB0Go7VLEyT9xEp1kUDudwH8auKZRPnYSgh54hck6uv9tONMoZOX4pF1zIR4/1F/tpxpmBm9w8Iguc6HXsG/spNKcoYfdnt9AR+9TTwDH8hV+OpziCT3p7dHl/d3sNfI2v4VfipzgOb337fsxMspI6ARmr8VT5IgHvjhBYsJip77Rr+NPhp8kL/ANe8UpLR48zkdyVGn31fhqfIT/5iY5fcuDIfm4H36GnwnynSfUkpH5MFQO5eT+wVqdKXsZ7kvqvmBrDCit0sWanwk7KrZPqjyh0jwoRc9CX1/Gp8MX5KZj/UTmTOrHFgWzag79fDvV+GJ8lWcv1N5vaVWGAEn+6x+z9VX4YfJVdN9RvcV7KkAudLJ/aafDqfJQ0/vr3JKGs0akA7bRg69KfFqnOqiT6ge545WBeI20B9MW8Kl69V505PqT7jVxu9Aj4pb+NPih8lSJ9S/cRv5ICGPdD/AG1Pih8lIv1K9xncoWAn/UP9tPii/JUy/Uj3EIj5YNNCAn+mnxQ+Suj+pPuC91XHFiP/AGZP8afDD5KLx/qd7j2EBILnp5Dr/wCKnww+SjMf377hxsKef08dv3b90Om1ADfWnwxPkqizfqP7jiJCw4+7/UJt/wCKl6os3qJPqZ7ma22OC4FzZCdO/ep8UXnSt9T/AHMSQY8cX1v6Z8fnT4onOoB9UPciP+nHIY3K+me3yar8cOdTp9VfcCm7w456XO1tT/vVPii86fH9WebVt74eOwv084P51Phi/JUi/VrlwrXwYLE3Y3f+2nwxPkpU+rvJE2PHQsp1uHcdKfDD5Kn/APnJlKQp41Qve0rD+FPhi/IX/wCdDqBfjdDpcSk6/wC7U+A+RG/1oV47njnLX6iQH/0anwnyDOK+r+J/UM+JPeSwABQ2t91L0nyJH+qPDDd/yOQL6XumpJ69afCvymJ9VeIU2/bz7e99n9tPhT5RMf1N9rTW3tNFu8Y91j/sk1n4a18g6D3t7Tnuf3yqBYeZHXX7qnxVfkg2H3B7emIMfJYx6gAyBdfttThTnEi5mI36MmFgdARIh/jWbrV5RKsuO3l3qbd9wNMUzDHWMv5XHxAsetSxcqzkYwiMw7XNXBlUTEMoY9BparIyCmuQtux1NUyHe6kv1NBWzo5lYjw26/OiBxAxl8QAT9/wqwOaBo9WFjt/CmRgverGTPiXtvAP3Ct6sVJ6dtO/agkUkVUUnuEnfB8m/hWtWaqAxvW4zg9WIt4eNaSpDKBqT8KRMPonPEwx5IkUguQLn+71Jr064y8HZniFx1GKI5zov6YgB+pvGu1uXi01s81Z4vrGJXYg2LtFH33qPMxrjtHt69sxc/TPkMaH3hjxkIqZUckTKo1L23XJ69q4fY1/i7fV3nPD3HaD06dq8T6aKewt8KYEIItUHE6fEUEeha/30CMQPlVDDJYXP3UEbZIF7GgFlyQQw8RY0l8pXkOM3KtlzwYCytJc+osRPRTbW1eu2fl55L+Fint73VOtzBNYdN7gfm1Z56tcaVvZ/uboYPvkXv8AbU+SLwpE9le42B/or9si1PkhwqT/AKB9wk6pEP8A7wfwFX5YvCnf/L3nCLkwgf65P8Knynx1In085b+aWAeOrH+FPmT4zh9Os8/qy4Rb/C5/sp8y/Gcv01lJJfPQHqbRk/maze5fjPH01jtZs89dbR/+tT5qfEJj+m3Hr+rMkJ8FRR+d6fLT44Ki+nHDCxaec+Oqj+FT5as0g2L6f8Aliwmb5yf2CnyU4QPl+zvbaqVaFyD2Mj1m9lWaRUn2L7Zdr/sifiXf+2p8lXhBUX0/9saf8got4u5/9Kpzq8ILj9h+2F1TAT7Sx/jTlTjEo9m+3Bf/APR8IIPgT+ZqXanGHn2hwJtbj8cf/dj+NM1cQ8e1+BgS4wMfd4+mo+PhTNMRR5/BcS0xthQWtr/TS35VMmAR4DhWHm4/HPj/AE0/spypgyX29wA2347H69BGv9lOVXjHN7b4Bzu/y7HGv/2Y6U5U4w7/AKa9ugFTx0G4/wCAU5U4wi+3Pb6aHjILGwvsFTnTjBmJ7X9tlh/+jsckdfIDaryqcYP5H277bhx4Izx8Bcgm1u5N6s2pxitl9pe12a/+WY5NtSVJ/jWedXjDV9q+14wCOLx+mg2DrTlTjHSe1vbdx/8AovG+P9NdKnKrxiEe0/bYuf8AK8ax6f01pypxiN/bPtyxH+V4+3/9mBTlU4wOfaPthmB/yzH1OnktTlV4wk3sz2sbD/LILWN9D/bV51OMQSezfa2h/wAtiF9LAuOvyak3pxgHI9l+1OhwQtutpJAP/NVm9S6QDN7H9rkACCRB4CV/4k1fkpwiN/p/7aKggTre9wJe58NKfLU4RLB9N+DlKbZslANSNyn81rXy1PjixH0u4YgWycnaehunT4+WnzVfiiN/pVwjSkfu8gH4+n/+rU+anxREfpDxRbd+9nUdhZDp91X5anxqTL9j8biZP7RORYS2Ni0SkfLqKs7qnxoH+n8xYmHkIjuF1DIw/EFqvynxnj6d8sSBHPjyWA3MHZfzWrO6J8dIPp/7lUNaKOQA+UiZT+ZFb+WM8KFk9ne6Ym2rhybLnVJEt8ejVL2anCqXksXm8SdlMWRGQCDq2h+w961y1TFV4yucR2b1cgG2ty4FP4nlIec5qMi2VJpa5NyL26eYUxDNcnuXmU8qzK/cblU/wqcIvKkPu7kwNzrE4GoG0g6fI1L1w51H/wBbZUN2lw1Yn+ZWI+PxrN62uZMn37A6jfjMrEC5DA/2VOByZzmuaxc5kZQQ6PckjwqyJVw4XYGHcX++oqNdTeqKL3ET68I8FP51qMVVCtITU6XtVQ4r5bMbnsav4R9NSrLLE1lv3Ovwr0V5dfQHJjeXYjpb0wFjXoB4VrXZw7evKfDEyRs2m8Bhfra4sRTer06YP4WSHB5jGzgQjRTI1x87GuO+brY66TWbyvoyFg0KNfdcA36V4n00WQRapVDgH5VA1jtuept1oIt4va/mte3e1UIBcfbQI0W/v9lMCI4qnsag4Yi3AK3uaDEe08VG918k0VhGBLcDprILV37PUctPdbVcdQSWYddLeFcXUyQJ/eAtQdGkY6Nr1tfvQPBQXN7k9aBSVC9f7agiJTS+tApEYS/eqGj0GspNi3QeNqCRYccdLmphUiJFt0Ww8aqHqqW0FqCHJmWNdLEnragq5Emla56dqyqaHFKrrbShlMiHqLAXop1yOvQUQwMPCwPSikMoBA8OhpkAZeU7ggHp0qZVXzJcAg6np41AFMpUA99bVQhZFHibaE9BepgJ6ptYCy9z8qB8JQSbjrpck+NSrDZcpLny/ZQTcdmP+5uF8u07b+NKFnjnmyA8jaA3WgmfcAPE1AOVlBsB5e9/jRUiRy310HeiOkRtSxItqfD4VRAyjcSdRbT51FQFTdm6AdKBpYhNenUA1YlCTZFmYgiwFhQV+TOf0gXt/bTKIUZ2bd26n5VFEhSXQKLi9rVRb4sQSPzjwOnxoLBHUDQAi3TtQN3x7i20a9NKmDJjTg3O21+g+FUee+5Lrygl2/q/m+HetRnJ0eSjhQpKsosT9lSxUrTOpVhIbjsO/W1QJNzMuMhMk+xTe3wuOtagzuf7w5B5PThlI7bvh0vVwzaqxkZM8m+WUtbxPU1pBkUm2M3Opt1PxqoJjjeTczbdRoNLDvQDNihpCvoodLklQSb0yGy8Px9rSYsep0O0D8qcjAOf2xw0hZf24UDXQsP405UxGW5/23x8MxWHelxqL3t99amyXVlc/jxizRxhi3qdL9RrakRpIm3JYdVoH3sKooPcJ/5iL/Uv+NajFVQ/KtRHE21tepbghm4k3vWctYfT3HOHTYTqPxNfQ2j5fXtkufECV29Qbn5iufp2syiid91rAIzXY+Ol6VmEfHQszq5BILE/E9AKzdsNcMvoTiN54rFEh/qCJAx+O0XrwvpJZdTapRDuANFQyPqfyFQRC7t0IPiaoeqMB8D40DS9mtegRpB1LW+FAxslb0iMF7DmtzfJKx12m32SV27fw59fttt4JOulcHV1lJFxr+FUNAG82+00C+UWHSoFPTXr2oGqDbwHagR2YrboKKWJQQdNR0oidVUgA9fCqJQtr2v8agRpAFNuvSrkDSNH+ki5P8KimxqgNwBpRDjIALafGiofUAuO3hQRyzAX8aio/UO03NzfQVFQySXv4CghPnNiNLUEEitcdwD2qAHIuS3T/voA3Um2uvhQOEbbbX7a1Q9iNnj2sKihnc9AvXrQEYfqDW2va2lQWYJtckX8aCYBG2jqTpp8KB0kYI0GhJqBojJvbxvYUUrRqF8/Y9B40AUqLuAte/QVUQSRtYgiwpkDZURKkWtYD76FiolDCQjrfr8LUogZSXN+vc1ESLHtA0NrdTRU0VkcW0Pb4mqi1xn3i7m9tRTKnGcA7b6DpfwoGrlgjzCxvp+VA0MfNcm7HS/3UGU934zKYpFF/wCUt3rUZUeL6yoxYk/CrUg7Hcu21mG4jUWvUsayzHu7k0TI/axjdIB5vAVZGbVLx8U8jNNIp1F1uNSK0iwjikQjyk21I+JFMiQ+uziym1gDbpoKZB0OM5Vy5a390d7nS9TKuycgwvYKAosB46a0yYNl5KdkXYo3HqLUD455jc2B06/iaIqeVjd5Qzxhj0Y9q1ErH+4/2gzcRim1t1iB/rCtxipPLFPYfpNwKinsBeqM/wC4f/io/DZ/E1qMVV1QoJAqoQkdbUtV9NY2OUALaaWH9te/avj9etifaXQxg6jUk/AVy2erSqo5LJOrKdy+a6+F9AauszHLfbFWHDw5WXnQQgK0ckiIzHTuK59smHXp22u3+H0JDGyw+mhsQAFPhpXhfTc972tUUMf16joaBHVgRYXB71B1lUfGggnytoKAXPjQBgZDMbaDtQOGI9huJvQSriLcE0GG9nQ7vdfJFdEtLqP/ANoK79vqOWnutz+1YAm9r9O9cHU3YblE1t1NMBjaFulhShOtjQPurX0teqI3bZoNTUVEWOtQOgYn5+FUEx3AOtydSTSDpJ7WsbHvSkRepfdbr2qCIMd3ifjQOIPh87UUPMdvexvagZa4JJvftQRSMAD3J8aUMudoHQnrUims9iRf7KBFewueo6imUkRS3bp2OlqihMhLC5ufGgF2Lqx100qmSBb69z3qBC1xtH6R38aKYpAk8fGiRKrsHA8OpqKmaUAAfabXoCseQW8ARQThmawvpbX7KCZQ2y/S3U1FDyHW4Ot6UMMUZPqN16a6WoiDL72OhoBpUOzXvRVdPj+Zj10qoG9Mqu4dT0oOMash0uSPtGt6BFjPlvoq/wAaIm9dkiIT5WGvSgcH3oCV16EX+FKpIW2trqNLDrSApWvY9L9aAPk8SOeH+oNyjT7aqVRvBDYKUCqNDbSmUwYeNjIEgcrbo3f7KoCi9pce87zS3kkdrsW8TTyYS8nwkMeMkqAb0NpD8G0qwqoOErXFxcdaqEkxLIFABYk3sdNTRCPE6rcN2t/Go0qshjJMLfy/x60SnQhyCQNSbfHS9awmRePDKHXcB49KFJymGfSJTW469bVUede74hHkYxHZjc/aK1Gdk8oQrbqR3oIyOl/CqKH3Cf8Amo/9T+Jqsqq9VC1QjfhU2I+qMiR4YtrIokkBIHW3hXrleK64imysiWMBSSWYa/G9dZHl33s8g9m2KTXqehrWGM5ab2LE+Z7h4uIDywvvkUeCgtevN9j09v1vNj3YS2a1eCvpQ7fcXJoIX62AtSqaxsLmoIHRzdlJ81uvQfKqGJDrdxqaglIVRe2tUcGv8KgjeTYCR2BJqwYX6enfyPJTnW6j/wATk/wrr2305df5baSbym1cXVB6hCsegoIy5JsTeinA30GtqIeFI06n40UyQURC9xoL/KiuxwQ1z17VDI5Bc6UHNi7huJq4Q0wqlh270VRe6eRyuJwEyscK0jSrGVcEizA+BFa01yztthcIjMqsdLgE/O16w3kHOV3W6661Ayzfy9aoY0TE6f8AYVFI8aopdzqdFWqlRGTGUvd1BiF5BuHlv3bw0qYXJUIbzLZgwurdQQflUwFeNNo2kG3h41cGQGXJCZPRDr6gFzGD5rX6262pgyGe4+HaophUD5HrQKVGvYUECxjexGngflQIgbcbm/Q/OoKCbneSX3rjcTdf2csXqOCoLX2sbX/2a68Zxyxy84bBHQJ0sfEVybFQSEgW79KCcyLGti1z108KCB5VCjdYC3fQD7aCF5L7QTdTY2FTCmmMGxdh47O9vlTA6aP+nYCwAqAKaG6NuFgB99+laRXBbizWW2lvkfGrgNIYKbfh86gcqjZc9baigg1OQqX8qjc9u5OlPwgpYiTobDofHWinR4ZU6NYAEWpCqRfcez3MOAMBMhj9UT7ht27d36bfZ1rfHxlnl5wvHPqAKbaDUVhpWZcCrJrYDwoB5oLRHaeguB8+5rTJcS4iYi27pegdyvprgyK7ec2H3GgzmJEskz2PQXatVlO3HhrFG81+nfWihpOLyEQ283e3e1RQs3C5Tjd6exgL2/IUDcbBlUASKboSQe+tr3pkwISOT1bvYrbT4VZUsLMI/wBLk2bUEDv0AqypXnP1Hw5MdsVmTYrSNY9dbA1rVnYCdxFzVQo1XXrQZ33Ab5ijwQfma0yrRViFFB2h61r2PqRyhn9UWYr5ddTrpXTW+XHbyBzMcyzOkUe6WNkUufFz0Artrt5ebs0liGXCnWGf0rNsmZA58FFzXS15tdK2H0o4ySPk8nMkFnSIKL9i51/KvL37ZxHv+r14zXqby2ZT3rx17okjyUN9xFh0plXS5EZtY1KIhkRgBR2oJLqRegb1qhrEAigazgD+NQQTH+jL8EY/+Grr7S+mK+nLDdyB7/0//Srr21jra55NSB1ri6qLlHzzyuLjYea8bS2aaEKpRIk/U5J1u3QVuemL7Ryc/lM0C48CNJOFKqzkDc8jR2J+G29OJyM5/K5CHLZYZpI/SxPWYRuiqrhrbjv/AFD4DWrJ4Ta1N/1Vks89oFGOgdY5WDLd4wou3wYt0FOK8g6+4+Tl/pqmPHLGZjJJMWSMrAVFgL3DHd9lOKckB5blIpMjY0ZiyJshIyxZmQxRb9O20VcQyTj/AHFnxxiGR4ppUixWRrm7tkNY311IHhWbrF5LL/qTk4owzxwenMhaBvMNv9cQq8lz+nW+lXjDlRPE5+Vm8lE888b+kMpLQkhJAjoocKSfjUsJV6ZFvqK55bZb3/kQLx2KpH/Eyk/I116/yxu0EuZGqgDr0A+Vcq3gH6sJY3J16AVGkilNbA9PtqxEbOQTsX7TUVH6ILl31sOpqKxHOY+cufz2djKzoETGngAPnjkh/WviUa1d9bPEcLPNStncjjvHCmRJHkRDFjw8JUuk0bIvqMxA7a99LU8L5BSZmbhQ5EMORMFOfOMuVhs9NdTGwYI1vUPU2q+E8puCkyJeUTKzW3Z8mAqsQrC4Eps2qra62rG3pqe13ISzaiwFc66RzKb+NDJpUkm3XtUDNjX3H/saKarADxJ70GOmIP1OxRqSMUkn47HrtP6uX/ZuWIAt2Hb7K4OqaGdRYAHU6Cgxmby2U/uL/PESZuOwshcT1lUGH0bFJmLXvo7aaV3kmMONty7k+a5eXH5Xjpysh46HJkzCyDZLG239sNLfqU3NvCpJC0Rj8vyEPN4+K+Uhx3ljgjxo1R7L6QNnUlZVI/varapZGptcu9xZmXgc9yGTjPtyE47H9NiAwBbJC9D8DTX0beyycp7ix8vIEmeJ4sLkMfEaMxIvqLkbSxNum3dpariJmgsT3BzMzY8n7tc2eWTKjl4xUUNGsKuUkJXzalQPtpdYcqqJ+e5tcKSWDOTLkbCGVIRGoGLP6ir6RtpYhiLNrpTEM0mZNyXFczkvl8pvlPHeqh9FdrMHIssYIvs6/LrTEp5iHH9yc9NMmDFlRmR82LGGS6Rv5JIGkuViYoSGXsaXWE2qB+S5TPVZJcpMZ8jAy4yq3RTLjSFNyksAGvY/AXpiGa3nFZRlwsdj/UvEl5b3DEKNbjxrjt7dJfCcSvK2weUHqaDJZsaRfVHBbQCfDK/PyuP4V1n9XP8A7NmRtNgPNe5P+muLqy/P5nJTe3J+TjRcaaNX8qsJLFJdnW1ta6TWZYt8K3D5zJiyJf3UTboMRRk4QsGGUZhFtBPZrgg3tY1vgnMJk+483H5aPF/ZtGyvJHmREqxVlTeNrAi42m9TiciD3InIYmWyxtHPiJ6jRuQRYqSuqkjtqO1OODKLD9z8XFs9YMsrqhYJGzDc6CQAEX7GrdUzFtDznFNJ6aZA9VhdBqNCoYanT9JvU41eUSQ87xpX1f3MTLcrfcBcgXI1tUxVzCxcjBkxo8UigSDdGARew+B1pZTOSxpA4RZHHqTErFc9WAuQLfKpirksmNAk0MLMFeYkRp3YqLkD86SFpDxikhZOq9R216VMmGI+sCYi8dgwbP6ySMVkFj2Gh7110uXPeMeB0+VVHAAKQPnVGc57/wCOH+oP41WVbQLQcK1Er6ZxspnDBh5gvWvVdMPFOyVLFkyxibIVgpayXtrYVMNTYPkcnGuJHjRKbeZpHPViTWuNw5fJJW++lDHJxeTl22s0YU/IGvJ3zGz2fW25a1tJDKSNoJsK4WeXpgZppRp0N6ypF9Ukm/XWoqRUlIuLk1QTC0w0P6ba1YURuBsRpeqiN442kWQqC63CnuAetQISbkdAOnyoIs02w8gg2PpPr/smtT2lYb6ctt/zAkdFQ/durp2+4x1r7/qTjPTSTcdz7C8diWQP3aw1tftXPi3yB8ple3Gn/cyQjKyVsGZdwIAUutugP6aslS2Ddvt/CKZDQpFJKBMrbTe9wb/YWqeaviFSXgeUy03RLPk7dwMkZuqhra7hpr2p5h4oSLl+EkeaTKx4Y3mdoGItI7hW2n1AB5RcDrVxUzEv+Y+2isUSY6uLiSNBDcKWUMHOmn6l1pimYDb3FxzwRSLgj1mWSWQMllRzGGJvbXeGGtXiZKeR9vRSJImJGGhdE9RowqqpcgsjW1AZTa1TjTMEcjyvFvGcSJGjlHprtVdjBWdSUGh1BcEqRaklLYfxvJY2Lw+Lk/tnjEzbLsAZN8za3OmjNUvmrMYRj3pxxW/ozkW3KdosxIUhBr+q0gpxOUUfuvkGzuA4/KkT05DlgMn92xZdfjpW9J7Z2vpd53IZq8quJipG8ccccuSZDtJWR9nkN7aAXrnNY3lB/wBU4hQumJMzFlWJfIC6vvKuNdB/TPWnA5hpPdhQzStiu0FoDjWKhm9ZC/mJNuimrwTmV/dBvN6WLIWWN3iZrBWZYRNtIvceU04HMfg+4Rk5iYcuM0UhiWR2LLa5UNYL1K+bqKztr4amzuR55cTkcbDMDP8AuLf1rqqrdgttf1HXpTXXJtcKPH9274f+Yx2OSdnpBSoEnqytEttfL+nW9W6JNy/9WYs2xY4n8/oaEi4M8jRW/wBlkN6cDkrf+pM58XFCxBsiRozkSiwREkyGhHlJuSQtXgnJZc7l5WBhrkYyCSUzxRCM21WRwpA+OtY1mWtrhXx+6sWSbHh/byb57eqtwTGTI0Vv8XmXW3atcE5rHlORXjsZJfRaYvLHCkaEBi0jbV/VYdazrMtbXCrX3ZjPH6v7ab0UxzkzPdbRgMybSL6tvS2la4s8k+PzWDIyRzscbIMpgGNKw3GRQDtBW4P6hUuuFm2VHIrN9TsZD0GGTf8A2XrU/qzf7LbK53OxM/NTL9H9hgxxzMUDeqVmLKiC527tw17VJr4Xkfi+8uPaSJVgmLOVVmspEZeUwjcQ398dqnA5juF5+DOK4ggZpGjEs7pGBAocsFvc3udtTbXCy5Sry+M3uB+KdLbkvESlt7INzAm53LtItpS6+MrnzgzI5XJHNPjQ4iyJA0AmmUEuscsbsx08CgH20k8JnyCb3jhvJFIuJJIgeWPLQqplX04RMCACQRt63OlWaF3FL7mxcjOhhxIi0cmSsEkzx+RmMfqDYwP6ttutThheWUGdn4Xt9Y+PwsVnlYo7MbsFTIn2Eu9936mNhSTklsgjB5bi+TbJixBYx2LXVQGViVD6E91PXWptrYssqkj9w4oZBmwne+TLjROqgqNsvpLck3u3cLWuCci8nkYODmxRHHYzSjeiwRByqIQpc26BS46a1MWlVeF7i4rIwy+VgkPjgu8awh1s8jxloyex2HcdKvGnKJk928PDuBX0sVWQYrxqSGheFZd5UAbVUNapdKTaC/8AqvhozvMrbQSDZHJJEhhsAASfOLUulWbRS89Kq/UTgJuolhYa9gd/9ta1/rWb/ZeSe7sGLkpsPIiaCKJ/T/dllZNyxCXVR5gNh62rM0zF5IMbk/amFwOXg5ecuZjN6s7pqHMcsnqBbC3dtNa1ZUlhvJ8j7RyJcqcNE0skSQZMm/b5CQU3a6EG1j1qfyXwzc3H8PNIQZy2pnMxmLO25dl3Ym5DLpVzUxC4vDYeMk6RSOEnjWPexX9IBAC6DsaltpiEj4TFxvQ2SOSjxv0Bv6cJiA+1TrWsphDjcC8qvCMkfskeJdFBZmiQxnUHy27irlMJMb29Ic6PIy5I5vQkjUR+ntDRRRtGLjXzndf7KnJeJr+3uQCQbP27Q47WVgdrFRKW8x2k6oxW16vJMEg9uZcBxXhQMYTE9kkt/VXcjsLn+6VPxtTkcRfGYHIYsmPLkLIzwzKWJIZdzRukki+djtNxfp8qWwkWmVycUBd2YGxGna3jXLDrl5D9SOXbkOQxPBSbW+JArrpHLa+Qo1+zvVRw+PyqlZznf/jz/qirGVd3oFvVR1UfRTLKuqt+rravpV+f1tl8EXJKIUbUOrbQfHtWbo669/nyhnEaxxsxPqhbMO1qs/TN9Zeq/RWMnjuSJHlMqbT20X/TXg+1/d9T6H9L/wAt4m2OZlYda4V7YV8KFhuA18Kw0aMRV7VFO9IAdNKqGMllsOlAzUGx+dAjW1PfxoG3Hh1oB+SkC4GSR2ic/wDhNa19pfTF/TsqI+SZjYBUufAWYk107fcY6/SzXj+ERVtms3p3/Sl/5UXWw/1az5XESH21g72LZjHcNovsuAFYAfZuqZq8RmZxeLlDHSSQyPjA6gi7B023YD76mcLZlHhYuDxzST/ufVdwVkZmXUoSxsBbX4UuaSYBy4vDSR4bGZtiGSVJFCnyyNvYObHbr9tWZTwTE4rhhGksWc+2wJf1EBMZChUawFh5R8acqcUqcFw8h9JMh2aMBXVXUkLsEdjYeCCpyq8QcfFcXFNmx8hKJBHtdIQSoCkSOAN3fzE2HQ1rNZwnxm9vLMxklmE2mRslZQzNG34sTHcinlfCwWHh5OGxYJJnjxjskx2Z9slx/UXX4ViW5awF/wAo9otC6fulCxruJ9YXVSqoGJ7aBda15TEUvufHwF9q4jYTO0LZIMJk1Yks+4k97m9a191nZa5+HxL8jCM2TbkxQiVgX2oUjcMN4vrZtQDWJlvwglweAxYWkMt9q/uVUS7m2KGtsF/0+drCnlLIWPj/AG40APr7QsMT3ExVkSNbRsbHQ7Xtf408nhNiYXCZWEc5I2WC8hJZj0VPQY9ehRaltzhZJjIfj8j2woiz0l9KZY7pHNIzuseibtt2sWAAq2UliLlsr21LNHNkZEZkRVeLzlVI/WhKg2bUXF6zJYtsV+VxvEJxcmZ6ReEQh0aN23bI2Mq7Gv13EkUluTEB48Htd44MtGQeko9MiRrD0T6vnsbEoWvrV8pMGyx+04zH6k8aPjW2D1WFtr+oNwB1s7XF+lP5HgnLc1xcmDKM4nZHMQkavZ2aFl1QqexI70mtLtEEeb7dgyIEdTA8XqKhLnaRC9/6hDHd5ySN1WypMD+QXG5fGSISlViyEkYx/qBha5S4Isb9+1Ylw3ZkNC/tJcWeJZYlg9IYU95bgLuYhWJPXcW18avlnwmjz+A44QQwTiZ82RWjs4kkkaU2EhJNyNOtSy1qYimkkU/VKAg//wAH9n6Grc/qx/2XHMy+2VXkZMyZfUeOJMxVfzqqG8dkB0IZqkytwY/E8LGgmmmYJ/S3ZEsv6tkvrJ5jpq5qcrleMWPtvH4NIUkwZNcqBCkcjgyNGhYq206/zmm0tJiInh4XB9w/uJXlGc5WQJ+qMHJtAO3fZ46UkthcSjMJ+GzkyM+GYN/mKJFKpcKQoDKo23urWJ+NSykwrh7b9sxxCL9/IpAJVhkIrbTD6R7fpMYtVm2ycYJXH9vYKSSh2iTByFylZmG1pDBZQl/1j0x0p5Xwiyj7d5TNxZZ55YsiYKsSX9NZVitkruBBuFJB/CklkLiiOAweNTFebBMjQyMVjEjBlVUYmygdrm+utY2t/LWsivy/bPAHNS8zJkhjN6XqgE3l9fcVIvYPWptUusQcti8PnSwZkmYEKhkWWKdUDKzLujJB1G5R01qTMLJQGR7e4LY0f7kx+gFEh9RPJaRpRvDAj9Uh/UKvKpdYEm9s8GAsUeQ6zRhdhDxs+1IxGRZgeqAa/aKvKnGJY/bXHLlmaPLkJWQTIl0Kpeb17CwvYvfrS7Umqr9xS39+e3pOo2tqPC7f21dPVTb+yym47Byf85SORf3OYdk8wQb4S0arsBOpG0butZm1XiD5DgFlbLnbLWKKWNyNy6JI8axlma+qgJ0rU2S6qbkPbebC808JXKl9USRIFJvuYswZWe2250tV5JxRRe1MpQjTtHuKxbkO4kFfT3oR+m39M605E1WHM8c+ZFD6SRS+m5JhkYqhXYV6j+6Tes61dop5eFzZPUWRRqz7ijm0hIcq9jqCu5R1rc2jN1qfG4jMjGQQjn9Rj2yGzM7DW24dr1eUTFWDryQ9vQofUTOCoJGB/qEBvMRY9bfGseMtecG8fNnw8RnFlP7oM8kZYWLOUXW3T9VWkUmX7i5KNBEskrKVAO+PYSQ9wdB10t2+VaxEyjxPe3J5OQ6OyekAWc7dp7DaP9U6VLIs2Vjc3mZWRkJIbLG2wEd9b/lUxDLLc8Wl5WAdtP8AzVqM32OFr2HWg4/GqlZvmz/z7f6q/lVZV/WqpaDqD6EBcs19Apr6r81fApcZJ9sdwrADzN8etc7cO+mk2R5oxxkhXf8ApD+nuHQ2Hasy/p27NJPb1X6MRPDxWf5v6Xr7VHxCg3/GvD9m/wAn0fpa40/+WyzkJJK9R3ri9ddjTyDyMdLdayqdZlb8qBpe+lQMYn7KpUTAWsTpQRlDcGoOAI69aoH5IKePyjf/ANjJ/wCU1dfaX0x305UGHkFJ8remD8iGrr2+2Ov0MT2rnLjyoJoneVU1JNr67iDY/wCGs8l4pD7cJKLJ6JkBZmvcsxMu6/T+7YU5LxEcHwuTg5TySurbowgYE3NgOx8NulZu2SQOvtfLU3vjspZwFZSdoYg7l77vL36VrkcUL+3Xx5Yg88EcbFQyNcXC7CdvY3KmnJMGSe1s6SIqxxwQsSIV3rcRqVs1h/NuvU5LxE4XB5nH5izQtG6yEpOLG+wybi1z3AqW5WTBvI8BLyGZLmQZKbZoP29rblsVZWIt3Btb7aTYsQr7UymZnmnj9VmD+VWAFpN5tfXvaryTiO5Di3/yjHiORHC2CFLTSA7CFjMZvqLfqqa3ytngBH7dSXHjkxsyKXYSY5VXchYGIgGx1H9LX51bsk1B+54JMPgeLxncOYcpQXA2g3LHp9tXS+02mMLfl8Ns/MJTIRZFhS8RBJ8ku8ElSp2sRaszbEauuahXgmRJoFyEEM8W03iuwkMRjupJNl1J8aczgYvApM8s8eXEzOQ0TKpKh1KXB81tt4ug1q3cmi34/D/Z8b+0MgkcGQmVRYbpGLdP9qsW+ctyeMKuLgFRDjR5kZy0XEddyXt+2vYst77XNa5McQc3tbHgRGlzFVEaIl3UAblR063/AJml0pN8l0EHh78OvF7/ANOP+3ExXT9Gzdtrnny3jwrcz2cZPUZMoRmTeDeO4CvCsJsARqNl66c2LqGyfbWHPgyTLmoMdkyP6wW6hZkRS17/AMvp05fg4um9ltOrNBlKonMu8mPcCkzI426jUFOtTmcTsr2rtSRg3r+XL3w7bbhlEHarEgAqR1NJut0FcNwj4XGY+NLrMF3TPe5MjHc+vfU1ja5rUnhVQex54plmnyVl/qQyNdCLiCR31BJA3b7aC1b5s8QeN7OeHLgSPKib9sMeSZCh9QmBpCuzXyq2/v4Uu5NQ54st9T4vOw/5TUf/AHZ0q/8AVP8AssMn2FkPNyDpMrNmGUwu4dirSlCQRfZtHp9hes8jiuOU9uZebj4p3wrPjzJNscExMVVlK2GtvNcVJthuzMAcF7UfB5DHcZMUxxFiEu0tvR0hMW0KDYBr381au/hmarmTi7c3NyGS8foywRwRRydRKshZSL6d9La1mVbFNH7P5LHXFeCSD1YBjXBDAM0Jl3sbC+ol0+Va5pwR4nsrKjWH1XgkMJhLMQTdYsd4iNR3Zw1OZwMHszkFgCLNjSMqLGVk3FCDiDHL6A6g+ZanNeAl/ZeW8IX1oQbyhnINwsuKmPddOoZL0+ROA7hcHO4rbjlIzBP6k2Q6Mz7XARIwC1r7rEny1naytaywByXtnLzs3NkDwCLNTSZ1ZpoiIGiATsAd1yb/AGVdd/CXXyq8n2HmTpOWbHWXISYCNATHG0iRIhW4H/2Vzp3q804KjlfZfIhp3EkCRNMJvSuy7zvYkF2Vilw3TzC+ulXkcQz+0sgYE37dohntJF+3ybkkRrCIZELkXsRutTmcUR9pZn7rIKBHxZJE/nsXiEiHYygA+VUI1b5U5w4V3PWj95e3UiXaqhlRR0AuQKaeqbezud4jmpnzPRj3DIyPVjKOFIAgCK1tyj9Y701swbRc8vizZHCZEEYLzSQ7QL2O42vWJfLV9M/NDzGNIkcaTmL1JFVt+7an7lCpY3J/4QIFdMxjFDQxe4P3vqFpzd9VckxgM0otbw2hauYYoTI/z1+NVJnnX1S6vaM7iQg8hFr7C27WnhPKbJzs+OfMQyyJErIdzJuKJ6m07Rt8PnVxDNWfDZKnjoozu9SKGPeHBBuwuL371jZvVST8lmfus7c0gjlKLjMdEtDKkb7Pnu1qyMWgG92ZipKsnpBCrlSN1wR+gHWrxhlVZnunIkX1DGLbVJAY33tbtrpanEyDbm9JXaInYAbXFyT1FvhVwZT4To0TOiEf1GN2N9x7mpYSqXkX38/Eo7bfv61qJfax/mJ71IGn5daozPNEHkH+S/lVZAg1R1QKKo+hJGPqsva9z4V9SV+e31LHKIm3E/AeFLGdLguTAZ4Vk1AUncPHce1c54r1bXlHsf0mitwGSwXarZGgPW+wCvB9n+z6n1J/BrZgHdowCGtqSNPsrjHpoTcALdCNKlhHRuwA8KyogFSo/OimOSb2++qhhPY0DJGIHl69gaBwFyTf7KoF5H/4DKHjDJ/5TV19pt6Yr6eAtFyMd77lQadRcMOtdO33GOv0OixOcixYtn7kFWREiLfp2xrYkf3d+69ZzFxTExub/cY8pScmMuMguwuSxX9BH8m7X5UzDFLiQe4f6DSme6sCbtbXem64ubi261LYSVac0nJvl4gxBJsveVkay9QCGFx2qa2YWqWfiuVyog08E7SopCqza32xDTXuytWsxMJBh+5jcj9x5YiYELC3lJKq53fq6X0pmGKY3He5I4l3+s0qyCzK/wDKoDXI3DQliPspmGKdBw3LLPHEPWjhMnqPaQgA3l8D+n9FxUthimQ8X7h9KJnORvQltXt598V7+Y3XRyL0zFxWjy5ct+LmlhxT+62t6eO9tW6Lft8axPbV9MuOP5ZFx4sfGmiiVIw92UedWcyswVreffetZjOKG9y4k2N7V42KXd68c0TTb2LnewO7Uk96ul81Np6WnM8RyUvJx5mKGDLHEqyK20X9UlgRfUBT3rOtkjVnlTDh/cS48K7JmkEm4kyahgE3fz/pazan7ta1yicau+K47IxOJy8ZYmST1Mj0AX/UGJKFWBNtCKxb5ak8KKDhudZAWjnX0g7wKZLWctEygje1+j9TWuUZ41ae3cDPx+SyZcmN13x7Hmdw4dxK7XXzEgbWHas7WWNay5AcpwvKZWTn2gllhkdJI7yW3bZUO1LNYjaG6gW+Nam0S60OOF5p8tVmjmSN5U/dt6usi+s7Fks1wBGVBpdok1picLzoMpkSeVfWQzxiQL6qCR28h330Ur4U5Q41cYvH5sPtI4RUjO/ayRhLi4kYG1m6d6xb/LLcnhHw/Eclj8omVMHClsgSkybl2sE9Ly3I7HoKu20sTWWUnK8dy0/uLHnhRxiwtCWkWSwKbm9QFdwt1H8pvU1swWXKX3Bx+ZkS4jQRyywp6m9IZRCwcgek5YkaLr4/KppYu0qql4n3C087lcgoXP7m0w/rJ+4DKIfMNpEII/lrpyjHGiOGxuR4/OWTPx5HbMEGNEzMHK2aZxvNzfYm29Z2ssa1lgeOLf8AVExjyj9p1t0tH/prU/on/Y+fG9xnO5JoEyUjaLIEA3kqWDIYyhvYXXdYACs8oYq94GPPaPKky45E35UjwJN+oREDbpc2rG7eipxeCz4uSJQZEUE3IZE+S6yEbohGPS3G99pet8vDPELiQe5ZJf8AmYcgI2TiyenKwfbtlf1rEk6BdvQAeAq8omKs/bC8sjZacj+4Ybl9OTINrkltwVLm1tP0nae1Y3sb0lCZ0XPTc9lwh50wHRkiCKfTMZxyD5v0q3q9O/2VZZIzZcrL2/imH23hRukqzx44V0lH9T1FGosfj0rG39m56ZzHyfc/ob5BmGEZENwyM0npvC+9bbVJAl23sLD5V08OfldYMXKj21A+R6n+Y/tbtpeQTFD/ACm3m3dq5326/hlGf3f/AJfCEbNXbLKHn2uXY+ivp2UqJApkJuG0v3tXXw5Yq5xMnlYeSy5swZsixeofQjiDQGFVT0yl7ecsW/Sb+NZsjUyn95cfNle3M6OKMyyNFeOMC5PmBttFZ19rt6YvPwuU4lcfGxZnMbtJN6cEREQleRNsRHn2psLd66SysYsCLyHOSvJAkkqMsixGT077S2WyX1Wx/pW+ymIstLzkdvevAXJZgpJc9SVvr9tTT+tS/wBobyPNc1FynJRIyrHjBvSj2gsotGVfpqCXPf5Umswt2uVvxGXkT4Un7hvUlimlhZwAoOxyq6DxFZ28VdfMZ7D5jLijx43IfeU2lrl29SaUNbXWyoK3xjPJEnujNjwTkFYHl3Kyqu621ozKVNj+pdAacIclrx+bl5f7pp1SKKKYxxlCSxK6nd94FZ2mGtblWjls1c2X1I1lAlmOhtsix0DG2mpO6tSeGbU8HuDc+N6uGyCdthctYC1iLbgL33dNKcCbAs/3DuhjklxGjMx3KpZWtGSu19PHeLinE5M1yOZH+4WB4gzzggDaLWB1pDKpyDgxytHLH59gZrLcbb+UafHpViUjjjZN17dVJ0YdbkdPnrVwi1ghXHUAL5Qf09eupqNM7sR/cJZgTsY3A6+VbfnWvwz+RzizE2+ypCmnUVRmeX15CX/Z/IVWQVB1B1UfQ7xozsw6Iv419KXD4O2nJFAwkZVYeUjSlvjLOmkzhYK/oSvFcWVbtre3hXP3Hpzi4ex/S2Ef9MmVjcvkOw+FrL/Cvn9v9q+t0X+Ea0gFrDtWI61V5Me2cjs1KkNCW+fastJUva3h3qKVgO1VDClzQIU7mgb0F+3egFzjfEyPjG4H+6a1r7S+mG+nbt6nIIOmxD+Yrr2+459YvD5XklxYY4ZwxlU+szM0rh2YJ1O3aRuvasYjWaUe4eUTG3NJG1o1Eb7DfeojJLEtbXfTjDNcOa5Zd+yRf6rmSPcpbb3K9emulMQzRnH87ykufjQS+ntdrOdu0sCL+XX+UGpZMLLUvP8AKZmNnQxQsFCBZRHYlpT57i4/lG0XprJgtN433Bn5GViQSmMpOG3FBcsRu16+W23tcUsmFlN5jkM/H5SQY8g80UdlcF0GkrE7bjU7BSTwloKPneUx1ncyqFlLPFuXcUbdGLXJA2+fv0q3WJmmf5zypkGSk6xCRWPpOCY95x43A1PiTangyuhyea/tmTOUqZ0jdlbbYFlJF9tyO3Y61nEy3nwqxz/JQsYJmjMm/YrBLFrTFGIF/wC6K1xjPKh/dDZU/tXAyMpleeeaJyUXaAGUkC2vSmnum3oZ7l5DLhz8TFSURRf0ZLWO6Q+ptKggjQDrU1htUWByXMy5fHxTtGy8hGuQHSPaEjAJkXUnX9OvxqWTCy3JOb5bMg5NsSKRFhKJ/St/Ub1A4Yq19Nmy9NZDa3Kth9ychCkcSusgXGQkuuqNsjJdiTdv+ISdLVbrEm1EQc/ljk4YZZoJMS15plUqHX+peRLm/l2a2BH4VLpMLNrkf7inQ4+CxnMGFNkIMidHKWiZWIJcaqCbVnVrZmx7g5k4KI0gKemkTOVPqt6sMrLJvvof6YPSt4jGaO4Hl+UnzouPlsVixkyHkI1eOSNPT1/vbi+75VnaTGWtb5Ac7znJQ8wyrOsaYbt6WMAdzj9q0m9tfMu4W6VdZMJtbkfhcxzR5jF43IkR/XiXLaVI9g9HYdyC5Ook2i/hWbJhZbk7mvcObx/N+hGyPAYtywBd8jPsdvNqGA8uhUEeNXXWYLtcq2f3fyUeMjR5cEt1eQSiIgPIqRsMbrbcTIdV/OrxicqmyPeHJI8gE0MXn2yI0d/2wGUsA9Q313IxbWnCHKpeP92clLn4EEssRhyGMZ9NLtJ/UkUPYkFVZUBDLcDvUuskWbXKCGZf/mtKoOq4n/8AbH9tX/of9kknu/l1blJAkJOI5WDGsTIxWb0xHYEteRdQSPwqcIcqnj5/lv8AMGihzIZGyhgJEpRjGonVzI6Luv1WriYTNyYPc+Vl5j45dWjjyscRtHujJDTvGytZif5P5rfK1OMOVdB7n5l5uLWUQH9+iTNtGy6PL6exSzX3KPNoD9lZusam1W3uHLmw0wJYmYk5NnRT+tRFI2w/MqKxpMtbXBfa/K5XKYD5GQsYcMAvpEFbMivYgM9iN1jrTeSGlzAB9yZ3q5KgYo9PI/bwqzMHj/reiZJx/dP6h0rU0jPOnR+6OQnMKxwxRpNHGAxLFxJNDK4I7FQYqvCJzoLH94cmmPCjRRZBTCWeabdYs5gea416eTabDxp8cJvRo92SxwS+vjxrMnq32udrGMQkAE2Oon/CnxxebS+njMv9NgzX2krqAV6g1yroyZ9zTsJSMWM7jbHHqEHTJGKwl001NxauvCOfNU5ebLPjHIeIQyiSWJ0Q3XdC5S4JtodtY21xWpWYx/eeS0G9sO829lECOSQqpvJNlve3TsfGunBjmj5eYD3nwEtuqN11PU/200/rTb3BU/NZ8XMZMU6qMVQ7Qpts0ixxhvLITt3XvuVrWFJr4OXl0PuSHIWP08WRmctvRCremFdULmx1F27VLoTYMfcnGzF0/aSerHKsCKqoXJYMVtY6foN+9XjTkbmxcFw+MWli9aN5A1nHqlnsR/N/dUGpm1bJBfE5SZf7pYo1SGKbYrKLb/KrBz891SxdaghzuCDPMo23coSI23M0xKtYW13FLGtcazmIJ8j2tjwGfYpGGx2IFa5exYdf1ap16aVcVMxV8ivArib4yIvTXeylmuD5Lqf7wHl0p5PChUYWTnpK0yAQsYo1bqzyKD5T/qmrgPy+Ew5ZyZptkzpZAWAACkXYA/L5VJSwwcFhyM0cWQSFZdNLeZLeXx3CtZTAscbMqemXLEHRiOvf/RUVluKwp5ucygq7nHqG3+1atX0x+R+fiT47gTAKWuAt7n8KzGqFvYWrSMvy5vyEvzH5CqyCoOoFoPfsCSN4pDMx1sUA6amxJr3cnyppcJg7Ru20Dy3XUdBXXOXDhdfJMQ+pHOANzEavU38HVM5e4fSgufaEJYWDSyMBe9/NXze7+9fa+t//AJxrb3awNhfrXN2DZ0fl3DqKQDI6st+9SkSLY9KypxX7qBpGtqo437626Cghka46UAWaUOPIvco4Hz21dfZfTDfT82zM1VFyYl+Goau3d+HPr/K4j9x5Kw3lxA0i6MyuAv8AOTbT+7Ga58WuSQe4wZMYiADHyHaOIEqS/ZSf7uoN704nIi+64DYnEcJrd7jRbgAi41vuFOByGw8pLl8PNm40PpzIG9ON7fqAuNdOtTHlc+AA9x5P7KUrEJsqGMtJNt2BHu1lZGNwfLrarxTkmk90QRqu7EKsqyEgMl1aMtddPHYdacTkjm90vDlMz427GVdgXy72lDsvXsPKdKcTkSD3WkmR6T45ffMVDAKFRGcIm5T1NyL0upKI5Tm3wc2BTCHxnjdpiLBlsyLu17DfqKzJlq3ANfe0BQFcORo/MTqttiAEtrp07CrwTmdP7pZpsdIMa/qSqJGbborO6G3xvHTicgPvbPgyeBxp8eTfD+5jswuBpcHrar1+6b1bcx7jTDkXHWD1J2haWOU7dtwpNtdT+nW1TWG1V8XubB9VMqbDdc0RiOYggiOI+mSwF7WJlXprS6nI0+48NchMpMciWcJ+4kfX+iPV0XXQj0z99OPg5LDhuSl5Fsp5McQJG6JGjBS2x4lfzWJB/VWdphrW5VcXu3HXFEmZjFci5WFUCBXUyOnlJOg/p63q3RJutpuRxhxkec6FseQR2jKi9pWCi6n4tWJPLWfCvm908ashjaB/KkjM+1bARFlOhN2/QenSt8Kzzijm9z8dDFk53H4jtyEyXl3kMqpEVAJIa2z+roFq8f2nL9LfmeUbBghljx1maSeKB72BCyNtvckeOlY1jVoHj+Y4zP5CbJggePJ9JdkrnRoC5VdgBIUbkOlhTaYNcUPn+8sXFlnWTGlLQSjHEnkAeRk9TarFgf0a1ZqXYJJ79xQ5EeFPKibmUgIousQnOjEEEI16vBOUSZPubEy96S4UkuOriRZLKAzwFHY2Bv8A0/UB18DSa0u0WGF7kGTn4+JHjvukbasllsAzsqGwN9renfT4VLpVm0yFjwpYvqZkzSWV2xAPl5FrX/Rn/sM/6wwIxnPLBIow3CM52As+/wBNbgtuW5OhbtrWJo1zLD7twHVJIcOaUnHfJbYqf00iZkYMb/3l0t1q8P8AJzc3unCLpNDF/wAsf3DyvsF3/bxLMTGQf8Vte9OBySt7pwo3wVmw5YWyygxi6xjZ6h2roGuN3+Ht1qXSrNosOR5bGwMUZE6GUh40SNACzSSMEULew6msazLW1wp8T3dJFgDPyMVYcFI8iTI9IAESRz+mqAXtdhqa6XRibOzPe/B4zZBkxWkJeZJ1WJGLDGVWkZrnVVVx1qcKvKJoPe3C5PLHjkUfuI/0PsULdEDbQeo2q/hUutWbQvLe4+B4v0mmxA7SRyKvpRKxEaLvkGlrLtubUktS2QJle8PbO6eD9vFkTY8b5EavEuxnSES7Q1v1enbtWuNTMSYfvDj8WDKeeIwKJI22peRnfJi/cvpYaLc1Lpkm2BOTk8WuBPn4+NCyTRjILhQDLtHqISbeOtZ85w1iMRle5MDJgxpIoxEJnPrxMGj9NpIzOzWKjdca371q6VnlFcmX7LXDQlI0geRmBKOPMqjsBcDaw+FjWsbJ4B8zko/vThgCPIrWtr3PT4Crr/Wpt7FZc3tj97MJ54v3EhMcql2A3OAhIHQMdBca1JKvhHt9vp0mAGNIfVLSn9TMG2uSdbsoOtP5GIghi9t4+SyRzlWx/TnZmlui3DKlie3nOlLkmFhyKY2ZBGrsVjiIkWZSARpa9zcWsTWJbGtpkvG5GFjyO0MgK5BMwG4G4Chbj4WWrc0mIqcPA9BopTkmWdJN4222LsZ2VRYd/Uua1dmJEGVxJMEi/vGB6BtqkqhDrsH/APUbWnI4q7IwZHlkkXIDbZURLpf05Lo3m11HkFayYLLweUZUYzKEVldxsFzYIGtaw1MYNTkcU/JcYuVKjllUhHV2IJJ3XsPlc0lLAY4HMHpSI0QCyJIQLi20m4XT41rKYW0SejHrIzlSbM9ixHxsBWctMlx+WmJ7ozLmwIk/GzCt/hiew+dmyZWU0rte50+AqRaia/Xwqoy3KG+fN8/4VWQhoOopaI94hQtHJJKCZCLIBoAtxf5V7HjliUZwyGnjjbzgFG7a9rVqF1lQ8NypJlgVCHUWLH9J7WrO1tTTqmucPfvpax/6L49r6yB2+9zXi7Lnavb0zGsjVMoJB6eIrm6kmUMhuNKCqKMhYDr2pUhVLKdaiidbdaBh7269L0DA331IqN0btoBVQNLA7K4J8tjcfZSeysF7ATbzGSgOhib8HFdu38OXX7X02T7a3ywTw7C0lpVeNhd11v8A+L8axit5gzBxeDzY3nggWzNZyVKm9utj4g6Vm2xZIrYM7gBJkLJiCMQtJ6hG5zdJAOg7HaDWrKksTtyvB48Iw40vhyl0msrFRcXJ6HcNLXHSpirmJcvF4DDeFJsZRGySH1LsT2vpqWJ36d6S0uIHnyvaizsTHuVo2kllXeR5raWH6mPq9tRVxU8CMTG4HNjkx8VBIFUFrGS4DneDuv11v1qW1rEV2K/AbZJ5IRioHKo5feWaNr/oUllt6d9atlSWCJpvb3ITIctx6kMrRQ7t4vZhrpptJt1qYsXMpgi9qiRF0MM5kQy3cKpKqCtj0BD6dqvlPBy43s4TsseQpmdwxG5xYxkyFhci1jc6VMU8IPewwsn2u+Rjy+qhlQKwuLENr1savXMU3uYscvA9vyPhNyTj9xLGqwozsoby+ANjYnS9Zmfw1cBnj9mMI5fWjALhVPqMAxUIu0+I8qaGr5Z8B8WL2lL50YK0kjoscsjXvGzghVJPl87W+dLkmD8LlPbfGxxxYmSHGZLtL+p6lnWPTczHQbVArNlrUshMHhfbuTA0mMxkTdcSpKxKMrM1ka/l1c9PGl2sOMP5PM4oPj8DOHVciMtGUJAVYfMLve4Pk0prL7NrPSigyPZ2ZGB6jbYkabZPKdpVnZC7eb9V3P31q5ZmCNxXtzKKYfrtLIqFtqzs0jRuF62OqeVbdqmauIm5KTi8m+DlTqHG2YR79jgRneGFjfTbeszPtq49K/B/6exCJ8bIjUZbekjmUsvlYt6abibAF72+NW5qTETcbxvCc76vphvXaf15ow5WVJEvBv8AKfLcLbSlzCSVcQ+1fa6SPHMUSQFldDIQd3obG6n/AOx/tpLsYhxX2Vgidnhcl4plKh9ysiqiSMgDWBdba9dK3JWbYuMHC9uKsGXx4DLiqsaNE7FP6NwgdQbMU3HrXO2tSRh2y5Mj6rZhJ8oxAAP9hK3f6Mz+w7/KPbcsueVmWWYAnIHr3eK0nqDbc/0/6gv8KxLs1ZDcOf2/Dhx8iJtkTwnHMs8wOjuWZXYsQW3E96XOVmAQi9sYrQcNuMXpQSHHUyaMmZdHsxPmY20q5vtPHo/Ki4OfPRjMTl4qQgQpMN1oGvEXX4E0zTEdyeVFnY740xZV3K4dG2spjbcpB7EEVjW4asyoxl8VJHL7ZQytuiaSQsSTZ23n+p/eub1rz7Z8ekQwuBninC5frBVm/cuZgxAyQFkZz2vs+ynKkkGcdgYMPIQZWPISM1mEREimPdtClrdTu2hb66082HiLHlPa/wDmuXj45zAHiEqz40LD1dkyBTfrtFuunemviG0zR6fT6CNcnIldoosiJkkuyqih4xEWuRodi9zapzyvA3J9o4YyosV5TFPlBcnHYGNxtiiXHsNwZDdGHXvqK1yqWRZc1x8WHwjY0j+mPR9IaruCFdl7Vz/y28pzMDBW0bZUkxUndKdqnb6HoIun91DXTlXPiqJsDHbHXHGTptkQsqKtw4QdB8I6vI4gszlAvvHCkRrrjwHcL3F23dfvqz0l9pGhgysieQZKs4lLyAC5XfIj7evglqSmDosH01CLIrBpDIAVNyPMV3XJ/me9XknFFkcXMy+kJUKWhNyGGkMZjNyD0JNxU5LxWc0i5nGSYGO6gxRKApOhWMi4NrnW1qz+cr+A0XEZcmQskawrsjuNoYBGAk8qjXysZBf8q1yicRvF4E2Arw+RV9QEW6WVFU/itS3KyKGPheVysF0WFUechirPZjYyH1CD0N2UVcpIOk4nkWyYdkYZBkes7lrf3AO/gppyhZRvHYeVjYkseSpVmdyis12II8QT3paYUM2DzKLEyepHpJZd99T/AHrsfs/hWsxMUrS8zHGdi5Cw+lZCSGO64I1v1oCRyDNFslVo5LAMGtuuALm/es1WNyZWl9yZBVrjzXt8QBWp6ZEga2/Cinm4qoy/JA/vZjbQt1qshaDqK4UiPfMvjsxcE5V2jUtt2nS4r6Fkt8Plab3WeVcbxRxIikOWLs/y63qYejXfI2EtJAJ8aMWe+4jsR41MtvdPpSz/APRPG7ugEi/dIa8G/uvXp6jZ7gBf4da5uh24EVAFPHZ9y9zVCMVEYZtLfnUESyBqBzNfpQREkN8O9Fc+nXtqKIgkfyNcakG33Unsrzv2E7Dn8lQTrE9h8nFdu31HPrX2Rj8GgaWbKkUpJI7xuylvM9nsLX2lhWM1rEGr/l/D2Jne0o8kNw17KPNt0/lTrU9r6DZXDcPMk+UMhxZWfIKFWIVmMpDLY9L9KstSyG4vG8VlQFYsuT0/OEhchCt1KyeUgH+a9LaYifkMfH5OWCD1lEeOp9Vri59RR6e2/lb9NzWZmLZlC/tvAdvT/eN5FuV/pkBxtu9v9gadKvOnGLbjMPG4yBkjk3rIytuO0aqoSwtprtqW5WRUTcVgwhIps3ak8kiRRiNAxkmVwVJXU2DnrWuVZwkyOHwot+RNmlYQ265C2W8iv1/1lqcl4pIva8KxlWzC7NcMdo1JKXJ1/wDdU5nBCPa/HTq1skuYiYidguCFcEAnx9W9XknEJ7rwhx/tFoS4kZp0ZiF2glie1zV0uam0xFryPGxOcbKfJXHjECY0yuobcGZWAUn9LE6dKxK3YBX2iWif1MoGT0zECI7DbsRF0v1Aj1q804IMn2o37oStkIUMjuUKG4VpDKLWYC4YnU05nACvthlIhjy4jPEsRKPHuBRIWgJKbho26pzXgO4rDk4sLFPlxmBixCWI12jaEZmJsoU9f4Vm3ksmA+ZwjZnJ/wCaRZpUgwNiqtmjKxEk7v727cbWqzbHhLrnyrMn2vOYIYlyUBiiSM+VhdopzMpupBAO6xq8zgdw/CjjpJjuR/Ujijsilbenuva5Y2O6pttlddcIcz2z+45n93+6WF8lQsaupLCRInQbATtOjXNwas28JdfInivZU4nZos2JshXdcotEZAokEZYBXY+b+nfXxpzJo13t32svHT+vv9QmJogNtv1ztNfr/itU22ys1wj5v2emfyU2WMkw+oqKECk2KjbIevV4/LVm+Il0zVdy/tqR1kWPKRI5P3G8FCbLO6OALH+X0wKczggg47ExshpZ5SZ3yJciBVdkH9Q7tpQHa9viKxdrWprhkcbNRfqfyNzfbjDTp/IldL/Rif2LNwk+zlYhkRRw8hFIiLGjeVpHLl7MTY+IU2PWs8l4q7I45ocXFhbIx1yVypMgRyB3ikaSIx7fOSzEDWryOKDOxI58iKUZUKrGMTGUhbASY8u8qLGy7ugWk2OJ+LwWVHyeTnrIh9UytBcOWVpbfq12kLt7Vm7eFmvld4fFZ+QEBUu9gJGUFQxtqR4C9YbF8T9M80covIHIZp2lkeVNvkMbrsCKOxAA1vW+X4Z4flZ+3vpLlDip48wxwz5GK2KiBd2wNI0l5DfzHzdqt3mUmlw02V7I4qXPgZJ4VXFijhyccg3AVxKpAVlsWt/N86k2xFuvkuLxuBxvuHJz3yItkwkcYyobszlfMSxOo228tr96luZgkxQHujkV5DGTGx2j3QzxZAWQERP6TbtjW7Gpr4q7eWU5nGkzoIoo2xhNjYbw7EUqiSSSpJuRfMVUKhA710mzF1Y335k8tPzT507L+1iuYih8zAQ7QGFr3DfG1JtMJZXm2LiZpwyUjCtIYGaMuRu9PzMzaaFjVtiYqVOLzxPhkk7YVDOQ3R925/n4UysldjLLNyvLThbmCLZGPE/9lNW3wknlPwnH5uOHecgnI2MSvQtqTe/hfrUtWRJl4vKPkTywo21UAx337dNtmAXxJ8aSwspsHC8xkywgK8cKMCB6h8oZyxU2OugA+2nKJJVrB7c5XEw4kSOVFKr6+xhdm2yO2oJNi5UU5ReNHY683DG8apkWVCSy2sx9GNBtPm/nLN0p4PMBD/OxHsnORvWF2VfTuHv6lxISOoAUDvV8HlHH/m6TER71YbIHtGLIkbDbtJGt13E08J5Xby5cfAx5R/8AivQDbSNS5W5uPhXPHl0/Cnz+R5RWX0ZfUjSFijvFtLm7WbbbtpXTEc80Jk5XJRzIHlWQ+q0YPp2uqMATe/e/akkMpc3NyY+EjlO1sgor7rbVu9tLf4RU/KqM5E8sjyOfOWNwOg8o6VbEZ7CJPNZDkd2v99q0i3ZRcEd6gQfptVRls2Q/vJxa93I/GrlMBqK6iOqRX0rniaZfSAuzvex6CwJtXv18V8vs/lrhR5SFm2yDbpbwrviV4ee2iThcWVclo41b9rINzL8V7iuO+kj2dH2LfFj3L6X3/wCk4EIt6csyj5bya+dv7r63XfEarcfGstl9UA27271lUT7AhCkADXX50gFnYsdDYVLQL6ri+lqiliy26N0HeqCY5FcXHaqGzG4sOtQQyRs179PCrErz72QpX3JkAG3klHz84rv2+nLr9tDL7c9bKnVMpFlkWR2TZdrSMSt9egJrnyb4ieV9vz506yiVEPphHBUk6BgNpvoPPrUmy2G4Xt18fHzo/VB/do0atY3G7dq2vi3al2SQPk+1hkLD+0kjSFUKudWZpCGVm3a3vfuas2OJr+1sz1HmV4FkaL0zCgIjW5LXX43tr86cjiFl9r5iwzzXiebzb1juzWIYmPoOu4aVeScUzcXk5Pt3Gj2RxyRSNIFc7UVSzbex7N0NZz5ax4Br7Yy2YuzRW33EoYncW9T+p8D/AFFH2VeScTh7QyZMeb1Y4dYXXHj3kokm5SLG3fa3yvTkcVrzft7ksxsafBZYZEjIkUtYb180QHiN2h+FTWyLZaEX2py8eZjvv/oRyAqwcXSwS7WIP90iwq3aJime/Ip4PbkUc0zZD/uEvKwVSf1HoumlXr9m6TneOz8zLwnjiM0MaR2O8KEdZVdmKki91FhWZtFsoBeG5iM8egSQBQDmSiYtZmciS93/ALlugNXlE40AvHe50MzZJeRfRdlQSkH1FAhRbhv5kG/505QxU3FryXHSx5GZC7Bk/bKzMpYB8klL6v0Rr9aztirrmJ/ceBLlfs3iRpmgnuyo20hWRlJ1Kg6kVNPC7zLOnjvcUOHHjw+usSLEWRJNzh/QKnbd10WS3e3wreYzirf3O+WvASsjuMhRFuaM2cneoaxHjrWNfbd9K7E4L3J6mGyw5CiOXcjPJuZYvXJCSee1xHa/6r9K3mMeVpD7T9wy4sPoxTR5Ub75ZpZdwZ/SdZGjBJKBtwAP220pLDFXc/tzmZFneOOaGO0rwxiXaQfSiWIEhtfMrUzDFHe3HmPuDKZ5JXEaTeo5ctGWMwEdlvZbILWtU29Lr7VnuaLlJuZkli9YYxeBf6cpRTGEk9bQMO5UUlmCy5ZAz+419CGcZBb/AJd5ZhKpChIHWRSS36vUI7VcwxVTjNyv7rjZcqOd1xMmS8juS+14QokZC7bRvGup+6pbCSqnDzf/APpfJOzbj6FrD/Vjpf6k9h8Gf3DmJmy47ZDb48mONnk0Mnq2i9ME+XaL66UtkJKPn9u85LyeD6PqtjQqm+QyAsJDJukLljqCumgPhU5RcUfJ7H9wT43oYsEhEmZkzOkLAEiT/gtclRodfh4VeUSytlxv0151ubLuW/Z+h6ysX65IiMW0jw/n6WvUzMLirfhvYPKYvFxQ5Xqqz5MDTK0u1giRkTMGV2Pnb46+Aq8onG4TjjeU43jMmMSt60sWIGHrbmLIxM4Uk6XWy9QDU5TK8bhTc5mcqcKCOJpDLBjShf61mWZ51ZASCN21L/Ck2hiqLkPd8/GcvyuaI3dcqXHWIh73DAI9lJP6W1OlS+ZgniqL3N7x5TIjljxHJkaORISDZt5FgQe2tYnhuqzDx/c0+bhxw5mQ2LGiGV/UDf1NwMhk3MCRt0GhrfKM4o/NxOZ46PPy8YTJNncgfUcD1HXGRCIyoVXazNp0pLEsrJ+7n9wtlukzS+qmJCdipo80gO9unbuBVmDyrcfA9wJDkvaVyInaO8fQrPsuLLqdmtXwnlfcDwnIZGThNku6x/t3me6bQ7CXaoYlVI8uvQXrNwsyD4bjZ4z7nOOofJglb0k23uf6lq1fwk/KfC4vlycdgz7PIGPo33K2QIiTuVf0q19AOlPB5TInMJjwy5EToy5DQtCIfKywemr6gE+clytvvpiGaH5bkubweQMETKUSXb6npWW25tqfpvrb/TTEOVXPuHMdcBUx3MUs00cQcXuLsC3zFhWNfbe3pQ4nunk5LsY4/JD6jJ+ncSu4ELe4XVRW+MY5UTn+4eViLoIIGaPcrnzjzJsJt9sgWl1hyoNOezJJpXiASNplUbz0RA+4AeLenenGHIdBz87QbpI0d0VQDI43tIApN1A6ebsO1OK8nZPuOV4kK4u9DsLHfqCyoW7dvUFXizyCxe4PVVdmKfMSE3mw2kqAbW7l+1OJaFxeSfJZYMmK0iLud/5SbDt8iKWEoPkIw+UCg8CdKkq2Mxx4T/NMxWA3AsP/ABVu+mYLB81Qdc1Rlc4g5kxH98/nRlBVV1B1QfRU2VnxsrWA9VC3319OaR8Pbus8hZ8kGP8Aqru3aEd7CrNMMbd02nkbhcpE7CJVWEBNqi9Y20w69XdL4e1/TyAx+18Dd1cNIT4ksa+d2XzX2en+sX8uhuOl/wAaw6GZMRI9ROtr2rNUDLJKFsRoKgRJS7FDpppUU+PEdnJNULJigC4X51Q1MdhYroe4qYCEyAkAXAOlAp37GLCrErz32Ehb3FOT09KQ/e4rv2+o5dfteZHt7lmkyXjUAyyAllkszrudgdf07dy6fCsZjWKuONwZsXFyfUJ9eWSR77i2hJ2fh2FYz5ax4Z/BxeYlhVoEmZd+xyZDp/wiz+Yg20bpW/DMyusPj8yDgMjFjRkyts4jG65JZmKlTf41n8tfhXrhe4GlSUDIj8xIQvoNzN+oAkfptWvDPlY+38DJiwMozpKkksha02rt/TUEn5kGs32s9Kb/ACrl5MI4LQz+j+2ttGiE+koC/PfeteE8nzcTyETvjRx5JgbKJ2qLqbNEVLG36du41cwK0HLviy4pTICtjPthSMemd5cndpowJW1qngH8cuZByKTZzzGKGCeNXdfKQs9l3WHXbqKm18Na5yi5rk+Qg5DLGPLMsUECusfpbkZyy32NtP6U1OvWkxhLnLN+9OSmyPaUc8zNuOYbbhtOwO4XQgfy2q6e029DuZ5vNxc7jocZyEmEfqDYCpV3VCdx1uoN7CsSRu1Jwmbk/wCQ3kkbIyommU7hZiyM1lNZ2xlZ6Z9PcXOzYxdZUJVXdpfS03Lj+s0Vr6FWut63xjPKkyvc3JquTsaNXR9q45jO6JN6L6pa9rFXv5qcYcqtYJcvN9vvkSkCYwSndETYkBgGX52vWL7bl8KKDmOcXBiWGSOXbtU5TpYFvQEnpNc/q3aE9a3xjnyrY85x+VHwjZCTehIph3OB0u6g/nWdZ5a29I8bkM7HyI4o3RUlyHsXUt6m7K9KyEny7UBaunGM8qnw87lFxIYmy/ThM2NIJCp3BZpZCUZidRtQflTEM1JxHMcnFPh4csrNFkQ/vWeUbmEZLh0BPi221Z2kxldbc4Ae7/eM3HZGJj4s0WJjsruWkjLhmRlCxBV1uwbtrWdZmNbXy88yvevLQ2hjlLBppiElBdpd2X6fpo17rtTWtXWM8qpZvePNus6K8YtMq+qI/wCnGp3/AM19f0jQi9OMOVPhzuWzOawI5WKhZELQIjKGDY5YuWP8pY2AqWTC5uUvAcPk5H1E5I7CbQnT5iMVbP4pL/JpeJ4/npMpmlumIssILtFtKI07RyAgbiPKO+tXjE5VpOMxeXRoTIAd0DSen+3Y2NnIMgsGA0X9N/AimIuatZZOSGCzMJIZI8dx68cRUkPPGhKBOtl3EG17UxEzVby/uDOjj5JoXmjkcWy3SNlKCPJVIgpt/NFdzangzRHvX3ey8ZCI5mZmycXzDQlfWW5Nvh1rnp7dN74eb897/wCV4zkxx+NkepiwgyFmTc0pleR31s36BYCxrXis+YxfIe+PdeTGQ+Q0m5BuVIgmrwF21GvlewFXETNV68tz37ZI43mkfQRSNH5iqqoIa4J/UT16260shmnpHyxnkmhin9UmQKyrfb6swAsCD0RPDvTwnldcRy/uPDnxYHZ/3JEd8cKh32jeST1P5g3lUdqlkXlWy9t81zOTjyyclHruX0j6ZjP6QXFiF0DaA1z3x+HTXKlzPc/O8lyjQYaR4xiXJSMspLjYQkZfcCPMTuG2tSTDOfJi/UnkgVhTj8eSRWaO5ZgbiZYUuB03XJq8InJZcX71mzMzFhkwUVJG25EisfIWkdFZb9vJc3pwhNi+2Fgx/fXuLDFmEvp5CD7if/3lW/1TX22bsjFrHzWH3VydEKbtzknQHp8B0Fqis3z+9s2PZc7QR8ACe1ajNANBsa2pBHTt86ok9P8Ap3KKSRY3A1HUXNIpmUIgCEhViw7qD1NyT9oFIKw8fGCQ8MV3b1GGwG7N3Pxq5ZwUYOC0jepBGTJYm6jUL0pmriChh8cFRTCi+YAAD5H/ANEfdTlTERni+OEi+nAkeu4bR4kH81FXknFX5nGccuXuSBVCHcpHw1FOVOOFPyckMI3KPObn5VYlYnElVuVy2XS9/wA66MLEEdqgQmqMnktfIlP+I/nVZR0V1B1EfQ/ISFZyFPkRAvzuNa+ppHwO64ivexBbUWGnf766vF5p2OqCRWtd+1Z29OnXPL6P9sRDH4HjI/DHS/2i9fG2fqdJiRZyWKm/YaCsxukhIZAp6is1Yjlx4zpbx/CoBjiDUDQ0VNH/AE1sdT3oHl110qiJnQA2OtEQhk79OtAksg9GQ/4WP4VdfZXn/wBOF3cxlv4Rf+Z669v4c+tdNL7oSYXMnpiWRV8m7esZG0mw0Dgn7qz4azTXzOdhcxvLOymOP1JRCD6ZfaXIAXzEXIFvtpiJmoHn5cCUMZWR5Gk2lCpBXTtqA1ul6vg8kyM/l54PRd2iSNrIqB1YFEYKtxqb6Ea9amIZoxPcHNPvK7FCuw2lCWAVguw9NfNTjF5Vq4siKWFZYW3RvqrdLjx1rk2cZQoHc96uRGJmJ7AVBxlC3OtDCDIzG9M1LVkVsmXIwHmsBUaY36jB5vb0h67ZY2/G1dOn259noZk8lkY0OAVC+m2M80oJAuI41su49PM1SaloRPcOW86Wxmd5NsawbgoEhmaMnewvby9xWvjSbn4vPcglxkQB5nZo44UKgF/XMQO4jTSl0JuZBzeZM0siYQKSIpxrkDaxhaTa/wDe/QavBOTT+3kzMtZUy41SRFhkAUabZog9tPA3rntq3rs00PFQxqCVA76gdagm9KFTtsCKqoZcDj5chMqSINNDb02ubDaSQdoO02J8KuUwj5Dk4YFJNgvfSs5awwHN+4MIZk2TEoGTKojeW5uVXoP+6nIwzGZyc+Q1h5jfr4W71m0kRQ4GVkSKTqL+HSp5a8L3B9tyu1tpOt+mlVGq4z2Y7kNILLVEPtHhMCL3/wA7Oqhmx49hJ0UN5R/6Jrtt/WOOvuiYvqBkYmPgnJ9LJlz5Fc2JBjimmMUYUBQNNp6nWpdYvJW5P1UzDjLKkUCtlSRphr6puBLI6AzC1xb076fKs8GubMZP1gyJ5cb+gpim/beu5kO5Tks6eUW8wHp3q8E5M172+qE2MIoeLlEmSZlDE6rsAJcd7XArGrWzCZn1D53NdbQFR6e9xdiblN1l0+ytcU5BTl+58mQf0rbjGHbY5F3BY9/5bU4xOVP4/jubyMvHWVTGWjEm3Y4uGRiTa1vLYDU9a1iJmjeOxc2CKKR31aHGD5MysRGZpG3kqbA7bWq4iZXODymcjYYYxerlJj7VCWL+tOyOV17IlTjDktvbvMnLmkfMSCG+xIHFvU3OWtC1ixvZL9vlWNtcem9blp/TkaMhxZToTXNsgxUYBew1oGR8fjkF/TUKD1IH2a261c0wnPHYCbZDjxGRQQhCLcA6mx7UzUsjE8KJJPffMSYtk/ax7NBcMLqNv3iutv8AFjWeW3ilcqQ67ZSLst71ydHevuuO46jvUVW5MYMpLaaHT5mtRmhDilgWvoRs+6qh0UWpAW5BAv2sKKMTD3+XTtfx8KilfBgUOGUEgasRaw6VYlAy8Zch2jCtqQPlpTJgM3HvceF7+J8aioxjSpKHIJuND8amTBp45sjcAhABJHyt/bWp6ZsYXnowk8iEbWvY11jnWN44f87lt1s1v/EaqLMHQeNBzfpv3qlZGQ3kY+JP51WTaK6oOqo+gs8j13sP1KLDwFfW0fm+6XIDc1yv8p0vWq5TxU2NHK+QkS6s7AKB18KxvtiO3X1/yj6Zx4Dj4GLHb/hxov3AV8d+lxgUbOoNrXHT41ltAjIjfE1KJw6m1RSnZ91AHkZMUQZibnwoAWz1LAC401pkwcJGZRZheg4A9+1QJK39GVQNSja/ZWp7S+mH+m5252dbr6a3v/rGuvb+GOtvQzsR2ri6H3sB1OvaqFU6kkfKoYSqfChh2gHS9XIY73a1qhhAz2Opopu42vfTxoELgaE300qAbIN0O03v0FFDxYjnr3NTAqfe+Av/AExNddWkj+f6q69Xtz7FrF7excjBwP3A3ejEFK20ZXjCspHhWc4a45FQ+2+KR1aPERdhDKbEWIYsO/ib05U4wmX7S4qeKSNIxBJK255VAYk7950a41bWrN6l1T4ntbg8WAIkILhVVpGJJbahjuRe36GIpyOKbD43jsJg8YLSKxaN2P6VKhAg+CooGtS7ZWai5ctSLXrOWsIWyUAFzcjvUyuAmVyKql1NgKZTDzr3X7sUSPixvd/5gOwPSpa1IzPHQ5OcRYFiTq+vas5XDZcT7PyplU7DbuSPGtRlseN9mpGF9QAAdbUGhxOKwcddFFx3NDJcnksTHBO4delUeQ+2PdipzvuOaR7b5/LfuN76117PUctPYHk/cvDtnetOsCw40W2A7VuhDbht0018K5cq6YjB8l7i4wHOijiSePNl9WRHVdgI6WAH21btU4qWbJy+ScLBi3IChdiAWEf6AP8AVvpUzVxFrxf025CbElz86RkIIMcI8P5i1WJcr3g/bmA7FFUMYzofwrOVw0UPERRLcJttrfr0+FAbHhL6YO3tceNzVyYPlxiQqsott8xq5MA8fEgxFix4UVIol2oii9gDcWvfxpakidzFEwX018zbgdosG7t86Aj0A1yCBfuKxht37cFgRoALfOqyR8YMrKG66n+2o0YkTFQt7jxPegxf09hE3K+4c7S7ZPpqw/1nauvZ6jlp7bGTBLkydD3+JHSuLqEEYWYxEkyDuOhPwqojysdxby38TVFfIFUbBr1CgVpBuP6cESGQXFgWJ69NaUSw5MJJ2WvqAe2mtEcJlcq8tuvlPUED8qVU4kQgsVG21/vqB6rjHZooYk7AbXNhY2+V6Lk+N8ZSQqglRcE+H21FVORyOJHlvLPIqoo6DQdasZteRe6OShzecyHxf+AWOz7K66xytZTjNcnMv139PtNaRY9qBHYbbjtVSskepoOoOpB1B9BZcqvLYpsO0KB/q19bV+d7PNwGaSNQbDp3NXKcJFl7Tx1zPcXGwhfNJkIPsvc/lXD7FxpXo+rrnsj6Uy1HpgDr0+6vmR92oQw2qO/hUULOTqQNe1ZUkTSG+utriga00hNr0ESyLuCuoPgxFFSehjyHoL261UDycfIBuRrHwqYXIf1cqFiJFuPGoJRkROhG6zEEWPxqz2VjPp4AOSz1B19MA/Y5rt2/hy62+A8wri6n+UCqho3C5qKcCep0vQKSVGhv40EDtbWimlht1+dBHcam32VFRu5BHjQDsWJjCaa/K1QGeosIsTe351chx5DFKedl+RsaZTCJeYxFNlJc+I/SKmVPHLq7BVHWnIwSXlNpuO/WmVDtykrPtGgFTIYeQJfremRG3IhQRuHzpkwDyebhjGrg+OtDKnk9zwchJJh4YLeijSZM5NkREF2JJpKYrJe1PZXP+4+Uk5IwNDxsji0k11LjxQW6WrPtr09j4j2fxfHRKNgZl6kirImVzuigXaLKB4eFVFdm+5sTGVgWFx/CiMbzf1Mx4N6rINP5Rag875r6nZMgYQsb363sKKyGb7g5TOOjs2vRaphBi8Ly2ewFmAOgtr+JoNfwf0uMrrJlDdbqTSI3cftbC4rj1aOJVYsALi5NWQrs3lMbCxJYki9XIkBSOIdCSO9vnUWq727w02NAXmW0sh3WqC1kgBDju3QjwvQcCEXYNT2Px7UETxt3Ot7kUyYRfsXaUSBtF6KPxpkwkXGd7gpp0I66UEsuOVRjaxGl110+QoOSJRsJ1qh6xsGvtvuNjb4VlUTrtkK2uNbH5GqiHFwMSIOMfHjgV23OI1VdxHjbrQSXu4sL36fZQDw4QjFzcvuPm79aUSRYMs0zgqRGNLn+FBlPcKvhch6a9h1PSrEoZsoGItI99LAdta0h0HIBCNoG0Hbbr1qWrhKORe1xbzNoO1EOTP2obsdTot9PsqKA5jkEkxvSEjQzAkxTIbMhItcHw+FblwztMgoPcLQRLjI7SFVADuSWPzqYMsr7i5jJlmkiUnXqe/WtSM2qPDxJCxZxb51pMKXi9ZcqQdGk0+wk1pmDz0+IqKbIbI3yJqpWUPWg6qOqDqZH0DzGk67EFgi6/ZrX1NHwu7XyDQtICzWKJ10rTllqvplAsnvPiyCDZ3YqevlQ15Ps28X0fqSco+hJrsD4CvC+pQTlQtqzQMfMdf8AsKjRUCrIB2oh0sWu8D50A7ID5unagRJNpBFVRCZBAsdb9BTKYPKLILePWihZuLjc3Bset6YR59xeLPxnvnMxsdt0Uxddo7HR669kzrK56Xy28WZOjf1V7VwdhK5UclxqDbSrlMHqSfjQSXN6qE/lvUVBO1l6fZQCPNIP0reo0hefLP6YjY/ZUAxbl2clYwBcWv1opko5REMklk29/CmEyUcVyE/mnm0Pa5oJE4UKPM5Y0wZSLx0SAkffrTCnpDDEpYAhj3qATJyI1Bv37UwlBHPjUG5t3ooWbl4wbA30vp40Fbl8kzKfTa7WsKCjyP3c7bS9r6EeNCNB7V4WXHTIEKBxkoFfcL3sb21qYVssHC93MbtIfTGg1AFvsq+U8LqHF5DGhbI5LLSKFQSwPU28KslS2PNPcX1DihZxHJoCQNb0wPOOa9+ZU+4RsQD3vrQZd8vkMp9zElmPQ0sWLTjfbWXmEXUm/iKittwX0/O60gI+Fu1EbrE4HhuHxfWymSCJB+p9P++tSZS3Bi++fZUT+m2YI1H6XZWCn7bVq9dZm8F52bjZsKPjuGhazxyDUEeN+ljWJcN+2byuY4nBymXMnTHl/UFcg6Hvp41rhb6Y54WeNy2BlxmTFmjnUDXYb2v49xWbpY1NodI24kXIFx+VFMcLGpdmCINS7GwA+JrKlgOPkf8ABkSUqQW2MG0PyvarYCXxmAuCAO96gesdkJta340EcgsLnrQM267h2oqJiUNzezajwtVZDOQ5G42H8aB8QJOmlvHSqJooVBLML27mlpBCRJvC2+/+FZVONi6HQdDQefe83XI5M7NBH0A11GtWJVGwVrAi9zfpWmUyRRqwZunf+NFMys2ME7Omuo+Hb4VUqnzOYCpYa7jYjwq4ZyqM7PdmAPW/TverDKbh9s0+99bHpSrEHNwKJhNJ0Yn4dKRKzfKcsfTkWDyxoDr41rDOVRwRvBJfqX0+6tJFqVNqggnNomI7A/lVSsrQdVHVAlB9BZpR5GN7qoUX+WlfT18PjdklgS5RSOx62rpl5tdfLa/SBN/vKAGPVIZJQ/cAC2n314vtXw+n9Ofy/wDh7fLkWXr1614cvphWk3DxFZEBkAcjtRTlN/P0K0RKMjcgt1NFNAvoevW/aiI3RNbkC16oVEuBY3+NFSXsLCoEEzD40GF4F1yPf2a0n6o2nbX4HaPzrvv/AFjlr7btsaKQWsDXB1QSYG3XQ28OtMKYm+O/h118KgUZBuL2uKuRzZNtO1TIGkzRfVelMmEJ5IbQu2350yuDG5RhewHwFTJhyPyOSfIuxe7dNKA2GFIUDyvc9yT+VBHLnQi+zt3qgX/MNdPsFTIibNN73BPhRVdnc8Yj6YW5IvepR5x9SuX5D/LsfIglkhZJtrtGxW4ddL2+Vdepz7Gf9o++MiJ/8v5KUvC5/pZDkkoT2Yn+U/hWuzT8xnTZY/Uc5A4RJ4ZGRoZVJZCR5XBB1H2Vjrvlrf0I+msXI8nwSxqrO0MzoXJJJBsw1P8ArVOyeV0vhuf8q4vDdE5TNWFgwLRIpkkA8DbQGta9dpd3ofDZHtiPhX5DFYNgwAmWUg7gV7FevepxsuDPjLz33R9TeOx/dWPIue0PDxPEqorMiFFAZiy/E6V24fx/y58vLCfVT62JyWDNi8XmHdKpEckZIsAbHaa466/tu15HxXuDJkZlypJp5JXVU/mtf5nTrWttUmy9y5YcRlQxtLM+qxL1t0uxPSszS1q7YXnBZE8JSTO4pkibVHuwa3w3LY1v4mfke1e2+P4vKwYsrEs6P9hB7gjsRXPaYb1uWrw+OjjsbAW1P3Vlp5V7+zczl/d6cREzLjxukEeh23axdvD/ALq9HXjWZcd/NVHv/wBo8Lh+3p58J5FnxE3l3e4ksQDde1/hWNe22rtpiAPYHunJwfZ/K+qd68eqNibjezTXAT/f1q76ZsNNsQH7T9uS+5p8vO5HKlWNGAkdCN8jtr1NwAB8K1vtx9M665QZqZPsz3Iiw5TyYrKJIy388ZNmVgNNCLVZeUSzFesY+S8oU9UcBkfvqL1567xX+5pJW9u8ol9P27gn56U1nlN/TKfTbKOH/mBUs5cwoN1xYjdoa79sctK30vuDj4WMU+XBHIP1I0iKwuNLgnSuHF25CIs1ZfMreTu3QWI0N6mFygXluOllKRZMUsoP6UdWIPyBNTjTlEyZUR3bSG7aEGmDJJJVIv8AcO9RQocKbHrfVjVQ9JA5sRpUUapQKUt4EigfJIthcdeh+FXAreRzmCBUOp8KlGLz3JmYsdzkElu/WtRnIJ18w2AXJ62vVLDpCdl7ebrbxoM1zOfdmWI3uNP4XrcYyqYlyJWHluPA+PW9UFRcbd1L6kjQn40E+A6Y+Tbol+/jUoE95hzjQOmkZJ079Kapsw/I3GFIfGw+81tk7isd/wBnE6jrck/aaUiwLNb7OtUD5R/5eU99p/KiVl6o6g6g6g94mJWyuCLm5FfW1fnuy2InlCKb9PHwpYmm+XoP0OKy+6Z2GoTFaxPxYCvD9r8Pq/R93L2jJxlDafpNeF9EDLGFHWy9/sqYXJExllTS+1h+rpb5VUPY48S7b3sLHv0paBHyYt3lPSs5XCN824sDr+VMrg1JjchCD86ZEsU0tzcWHiaqCBucAAigeIto1NydLCgwnt9B/wDMHkbfpHr/AJrXff8ArHLX3W7uRcqdfGuLq4Stcbhp2qBss8bDawsO5PhTIHkGN2P3GooeYKF0Y/KiwHKw+QqUcscLLcantc0EiJiRXLEEjqBrTIbNytl2xaDuaZAUmedLksT3qKHfJB+3vQwh9cAWU6fCmRG07FSAbk0AeQhfzHUkUyYZT33jpJ7azLjzRbJAT/hYdK6dd8s7+mQ9re3cf3Bw2XjaJnwy78WXx3pqjfA7fsrpttiueuuY0HAYs0/AcjwfKqRLBH/yzSasCjC8Z+X8ta4ecxOXjDe+zIMf2z7Jz86JP60s/pYpPeTYPN/s9ab652TW4heP5b29xvGyDleFmyMzIVzPmZH6izA22bh5QPvpdbn2SzDN+2ff+BEvKcSVEmLJGshjkGjFWtqPtFTuv5jXXHjXNckmf7xmTapxjkOqQi+0JrYdelS7XCTXyXmeHiXi5pYIFUJt8wHS7DpXLS2103mI0/0k9trm4WXLIv8A7Xbf4bAa1vPLOnpc8NwQyvqIMd4QsEeSV2ut7iEHaLHt5a63xqzPNeyc5xMU3AZ0WTZlEDstwPKUW6keGorjpfLptPDLfSZ5d3IwXvGFjkA62Y3H5V174x1PQ8zNTHxxbV9vQ15nZiOe9zYXGQtPmzCOMdL6sx8EHUmt4tYzI8n533BznvLJPGcTisuHuHqE97HQyt0UfCus1mvti7WrXlvbY4H2FLjI3qyyzQvlTDQM1+gv/KtrCprtnZbriLv6XwKfbMjdS2TJu+wKKz2+162b+rEO7mMNAP04xIA+Ln+yt9Xpnf29K47GkXjsXfoyxRgj5IAa4be3aK/3lEU9q8kw0vFYn5sBV6/bO/p5nw3uBuJ4TNx4EL52VLGUc/pjVFN21766V6dtc1xlan2D7Jx8qJOd5GRcmaYmSGJjuUEE+d79W+HaufZtjxG9Nfyj+pPNZEedFw2M2yMor5O3qzOfKvy0p1T8pvfwi/8All6WGMiDOli5eNd6kACMONdv97rpepe3ys08KX6aNky+63kmLFxFM0hPTcxF/wA632ek09vVB6u6/wDKRa1eZ3IfUdyqqB2DEHQ/3qZTAqNLG2l73A69aipmttsdL6mqB8udAn6h8O1Bnc/LBVtfKDqR8KIoZJS8p2+YsfKB+VVDkjIKsdB1Pf8AKio5rBWa5GwGx+farErJS4ckkxb+a/6fhW2BUOOqEFtCNAB40glG1VLbrbLjr+FVFNkyn9wZLWBIAqA33REMjhYZVJ8rrcfZ1pFrFcni24yVmHTb+dbntim4JC8ZBrqQfwJp+SVIvT4UA3IMRiyn/CaqVmaDqDqo6g+gJHMhKCPcoG46alrdb19OR8TYJlwKIGcqQAbFR405UnTMZeg/Q8CH3BmMUKgY3fuCwrx/bvp7vo6+a9qZ956aHrXhj6RnpRqTIbXHc0RW5vKxRjbGRcdalrUikyOQd2NqzVDmWUnvQKskl+9qDvVfdoDQSrmZANm61UEJmupFjY9x2qgo5ocBd5UH9TL1+ytSs2MTweSkfv7PUnVvWAv16g137P6xy0/s3cc+779BXny7YPeUAdaZMAp8hSxGlZakCyTjS2h8Kio2nfxN+1EQSSl7AghfFdTRSOcdQNpKn4970gEkWQHyuCO9jamDKEvOAdRobWoI5J2WMs4tbw1oIGzLr17amoods1QLE6nwpkwRMxmBIHyqZXBwlme1h1qZXAP3JwzT8HmOTvvA+6MfAXvW9L5Z3ngL9DuAfIkzJGUpCyRvciwNmI7127vw5dbXe9Pa2VLzsI4fEeT9yievKiEor7tt2YaDy9a319nhjfXyT6icdkcL7c46DjR+7fjyzSxDUs7WJkI76g6VNNpm5XbV597u+vPJy4/7SHCY8i6gW1KKxHXba/2VLpj8rNmPwcz3LyEbz8ow9SXVYkRVIHixUdfhXHez8Omsqjb2T7oXmHzMTCbIX1C8bIAw11sRe9dZZY52WV6dxnsPluV9nywZWKMfkZQSsRGwXRwVX4XArMxNmrmxYewfb/ung8uPBXjnTHyJkaeR4ydo0DMG6WtXXfjXPXMaX3X7M5fD5tec4eIzncJZI0F2WRep2/zK1qum0sxTbWy5iDk+b938zhPx8fFNjibyTuEdbjv5nsFFSa66+cl2taD2rw+H7d4yRJGV83JO7IcG4Fh5UU+A8a5dm/KummuFf7h5lHmWaNtpttkj7aViVqx89+4uU5TmuXmyZY5PQDkRR2ayxg9Bp37mvVrJhwtajhPe7cfBHjQ8RHjwR6bFZrk+LEjUms3rz+Vm+GuwZZPe3tnk4f2648kZVYFDXDSL516juRasWca3nlGf9pe6YfbZy+P5GCRoxJuAUWdHA2kFWt1tW99OXpjXbAULke8/dolSNkxFZd7WusUCG9iRpub8zS/x1WTlXrispaw1S4sK8ruo/qFKie0c3vuMam3/AO0FdOr+znvfDE+0vafHcz7c5KY3Ofu9LFck7VZVDdB13HQ37V233xXPXXMM+n3Oy4ee/B5TGJJnKor6enMDYqb9L9KdmufJpQn1HgyovckWbtJSVI9t9BuiNrfaLU6/Rt7anI+oHAf5e+Us26Zk8uMAd3qH+Xwteufx3LpzmGQ+l6tL7infXd6EjH5s66107fTGnt6zFCWNidb15ndP6SqdxHz+yoHMY0F9Nx6WoBMnLI3Fjbr5aqKDPzXlViO3Tw8KiquZx+3Icli3S2mvWtMq0k7w4Frd6ipVY3CsDa9gR99WJUUkm+d26qP7KoDngYndCt9vVqsZqvkkbZr5T1JPzrSBZJB6TIupJuW79atAmSjOV7nqKRFgXSThmSQklOgHiDUVkvcEu3iJkAve3/mHWtRmqjjbnDi72Bt95rVQUNDQDcobYch+H5miVm6o6oOoOqj6NZLB1Vz5bBmOl7ivXra8l1iFo0KWchiwNk/iaqYegfRjCl/zTPntdPSVWbwudB+FeXv9vT0vWpHVTYV53cLkxrICjnyHraoqql4NXdtjFu61MZMov8tEKpvhZ3LWYLbQXtuI8Ks1MijxajfcBYwAVP50wZNGBFYgDcy7d9h/e6WqSFpsOJBLsZFO2QXViPAnQ1cGXT4Ece9zosY8xpgyG/YZJyVRo1WJ0J3X826/QC3S1MErjBFEVaQgKzBUDaEk9B+FMLlhnw5U+pyFAbTON/yeOxrvt50cZ42elHGxsRd8pF+y1ww65UubnbpCyaKD0qVQTTszanrWVR+vtPiT1opQu07nPXWwoGtOVU27WIt4UFdl5wDAE60UC0rmTRte5+dQK87KpUHT50yYDSTSFNgJJPYXoGxrIwCd7dtaCaDjSbAAs5PWphZVvicBO9iUIANjTC5X+F7WLi4SwFtT/ZV4pyX2L7XwYk/roJDb9J6a0xhM5HQ4ONjRBU2xQoLACwAHharIlqi533liYSPDjNdxoWq5TDy73B7rncu5csewBqZVk1wcvlMr1nud50bqflU8teI2PDezHkVS0flFharGa3HGe1xDYlPkLVUaPE41I11W351RYCAIm7pfxoiv5Hk48OBpWOo0FTKslyXP5MzFV/R166fbQqskzZZEtc36AdqvgV7YDzTbiNOpvresqvcHjovTF1GgsL61ZUsF/tMYi4jQ2sCpUf2VM0xETxRQC0aKpbrsULr8bVPKhsvhOJzm35uJDkN/edAxt8+tWbWJdZSpi4mFA0eLBHBCNAkShQfsAFM2rjAdWcKTaxvrQRZuFicjiNi5kHr47EExEkAkG46EVZcJZkvHcTx3F4jwYEIx4WbeUUkgsdCfMT4VLtlZMKnkvY/trMzJc/IikGXIRI8kUjJ5gB5rDS9anZYzdIofffOQ4U8ODn8WMzAlRWiyZGIJZRZgWH8wrppMsbho4/ptxmMeRxkV8r0y0MMheRhIRpZW0vfvV/l6P4ovpFxU5nzOSKkQ+n6KOejOWDMBf+7bWr2+sJ1+3paDS4ABBAv868zubMxvYHRRr8aADLy/TQ3OgH40FJm56uGuextc0kTKnnm3P+rXoLdxWhCZUCFdxJP6gbkC5pEIdmljoSDb4UwpAyWBvcjpb+NMBbxeg1gLyHQ26dqIVY4mg2KNzG43Cgo+QQxN5xYtoPyrcZoAX8wUbiTqf4VWSxY5K+pJppYLRUkKY4V0lI2E3t4GqjKe8ZUXAkSPQaD/AMQqypVNgAjChHXy3+/WtInHWoBOXNsJ/jYfjVRn6DqDqo6oPokyyjGEaIHEhJ0/V5T417sPn8vKNjtZFNlkKk2vqPhU9NZeq/RiERcLyEliJXybMT4BBb868Xff5PZ9efxegWDdRXJ2JIrNYLrUU+OPYbnvQKzLe1tetBxBPYWoGsATa+tQINALCwqhCCRYgfKgTat91tTpQQ5UGLKqjIUMqMHXcL2ZehHyoPOoPcWNJ9QMlfRHqY4kWNz4xgKD91677+NHLWZ2XGZycsjFnJJN68+XfCvlyO/e/SsqjE7O1wbDoRUEy5EUK3J18aKhOaZG3dr/AIUlMFOUBGQo+VMmFBmylpfNpbpSrIkiLMBYk1lcCFxZH06X7VUryvluO5LF5rLxRky7Y5jtAZj5b7gevhXt11ljy7WyvXfZMMnK8PFLJrPGfRyLdS6/zaeI1rhvpiuum2YzfuGKVvceU0MjRxxkRAhjb+noSPtr0aazDlttcvUvaQw8H2xhTcjkBGZS/qStqQzEjr8K8298+HfX0t+O918Jm5D4nHzerLGpeQ7WCgKbEkkCs3XYlil5D6o+1cKYrl8iyTKTeGNDIQQbWbaDb7aTrtLvI8w+qX1W/wA34SeLiMkIFkjssZIcDd1PeumuuKxtfCh+nyc5yPESF/Unf9ww3OSxA2r43qdk8ml8NS3tUTspz8qDEQH/ANow3G2nTrU4Za54bv2z7V4MY4fGmTKVdC6EG3zrNmGs5auDAxY9FAAHaoKr3fj+vxkeNByMXGzSSKwllYrcJ1UWIrppWN/RnAS4/FcLEmVnLlSFndsrfdG3HSxY+FTe5q6+Ikz/AHZjehtjdSo/VJuFh9tZ8teFFk8lFnAgOJEve6kED7qmDIRUhIBIv4f91QSoMZI2eSyqgJJNrADUk0WvOeb+pGbLnNi8Dj9W2xybN8kh6eVdbV6NerxmuO3Z+kX/AFR9RuJVcjMhmSAkXM0QKa9ibaXrXDWs8q3XtD3bj+4YXsghzIgPWhv2JtuX4Vx304umu2V7kxrHGGJ1rnHSgjyIUqpUndpuANgPj4VrizksksUmgPz+yooZlB3gG5PbpRUkELBddAO1QFx4yBLmxv40A8mMrk3Nk7jx+2mRFl8Zh5sLYuVCmRAbbkkAYE/b4eNWWpZlRyfT72ms3qf5Yr2Oil5Cv+7urXyVnhFumGsMKJCq4+PGNgiUBQPgANKmVwUlFG1W+zvYVMqpuc5lMUH02BZepoMplcxkykksdSCWv0J6aVrDOQfrTFGc3Hm0HQUUkYYgseo0+QoJI4ZCl2Fj1v061Arwy6KTa/S3Q2pkdHiTbO9+171T2JTjpjHexubG/wAewqSmB2HwcoYFywFr2JsNacjCp91YcOJEjsQCb3XvatRKy/76BWID7iTovhatYZK+RIw1NgB0tSgaSVCl7ahgOveqjN+8XiXDEYN5HcX/ADqxKDhUpEiDQKoH3CrUS6+FBX8y1sT5sBVRRUHUo6g6rgfQ6keh5RscfqJ6AV77HyNN/Ad3hOVHZwNugc+HUmph05R7D9G5TNwOc207f3PlY9wFArwd8/k+h9a50bPIaQAbNVAsa413MTlokTYykuNL1MrgSmWsqXtb4VQhmQd6BfXXpfSg4SIRcHSgXepOhvbrQMeUdvsoBcnOSJbk6+FKKXN5VnBs2nhUyuHlPM544332mQbLHLIjt2usg2sa7+9HH1s1sk5vcG9ebL0IWn3G5P2VMrI7ewa7EAVMmEM0skjnTyipa1IehI0FRU8Xge9TJhXczjNEgmB8hNr+FLVkWXB8RkZMSsEsDrc1dYlq8xMGFGKSBzMp2uoXv9ld+DjzZ0cBiZfv+WMKGjS7zkjQIsNmvXeXGrjfNP8AZ3KnjcDkIsGL1s7KcJhx38q7VO+ZydFRARqanZ5q6+jeI4rjJY5eRz5fU4nAe0s9jfKyD/Ig67F/Gpttb4iyT3V1i5fLS+pzGBwv9PYWjzM2TdsjQXvHGSqqP9UVJpPzS71W+2MuSPB9w8qCGyUx2ZWPQu257n7RXTf3Izr6yx/099mJzGbl5vJsZ1Rt8iXIDyyXNyR2FqnbtxmIumuVp7+9m+2eNxcbMxMOPHnlm9OQD+ddpNyD4EVnp3tvlezXC443Mj9tewMebHjUZnJSSGA20UHTf9irVxy2TOIA4KT2aYGyefnmnz5iSyDcFXXTVTqT1q7cvwkx+T/avNYHG+8EiwJmfjsiRolDXBZGF1uPEGrvM6+TW4re5vuZQT6YNwbXryu8eX/Vznch8bjxuP8AxJT/AOEV26XPsB8/lzn6ZYerAlcc/K5ubU1/sbelL7X9r5vP8PfJzpIMFJHWGJBcs+hYm5rW20lZ11tB8eeR9r+70w/WaRElSOW1wskcluo17H76t/lCXFeutcsQBci4B8K8ruzf1Bz8rD9qzrExVp2jgZh12ubsPuW1dOqZrHZfCo+kuFGMfM5GQbp94ghcj9KgBmt/rXFb7tvwz1xsuT5/iIC/G52TCnrRf1Ipu6vp8q56z8tbVnfbPG+3OL5mPI47lfXmZWjMO5DuDD4a6WvXTfa2M6zFN96++58HKHG4YE+dpYkXClv0iw6sb1nr0z5XfZUPzP1F4+P9/wAnjsMQWLArGVBPQPt8y1vjrWM1sOE5+Hk+Flz4wElhU+tCddrgbu/aue2mLh0m3hk8D6mZLpNJk4y+rGg9GNLjfIxHe5sANTXS9LE7Vhxnv7kpMDksvLx41/bKrY8Q3Lu3NY3Nz2rN6os7D1+qu7DY/sQc1mAiiRiVK2/Ux69dLU+E+Xwi4j6pQ5OV6PJ4wx7g+dCbAjxU3P40vT+lnYGy/q1HFlOq4TeitwHd7E6+ABFJ0p8q54/3vh5uKuTCHKX2letntextWbo1zUXMfUaByYoVYbG/WCDcjUVvXqY27EXH/ULEyS6Th4wRYufNtJ06ipt1fpZ2BObzsPGyEbKdzDOT6bpZgLAaHUeNY10rV2iLL5j23jCImaSd5EDMkYXyh1vY3PWtzrrN3iw46Xg87AnzcWSR48Rd00IH9VVtfQX1+w1jbSytzaYTcJk8Fy7ypx8rPJCoZ1dbeUm1x1qbaWLNpT+X5Dg+HlGNmSMmQ6iQBV3eUkga+OlXXW1LtMrSPiYpURtttwBG7qARXP8ALY1OGIUCw2jvbWloKh4/HiUF2Fhrb7wKzlcKfn/dPE8TGx9USykWMaanxtWpEryjnOc5Lmsln2lIx0AudK6yOVpcHiZEQMbgnUnvVySLiPAYxPIwsALfHSpkwpZZIMbGkLDUObeNaRh+fyZJWjZ9dz3P2VqM1Y2Ase9Bxqis5on9sv8ArD8jRFLQdVHUHVMD3WfImSUrtJIF7dttfSy+NtrYjllSSINp6hbyg+FQxK95+i+OY/Z8jG15chybA20AHevnd9/nX1vra40jXMO3W9xpXF6HJipHEPVCs9vM3a9VAWXlRo21NAKza1IE/cuRft2rOVwUzMelVMJEkkfQE+FUTgmCPe5uW61UV+Zy8aXCtc1LVkUGbyzFySTr0FZXCsnz5G08O9Fww31Dx3lggz0GsJ9OQ99rG4P2Gu3Vt+HPsn5Xvt3lRyHEQZHWUD05l/xrofv61y3mK6aXMWW0kjS1655bkSpC8jbEF/4UUUnETsRGNSetMJkZBwsq5EMTxOwe4LgeVbDqT8as1S7LmD24nZL69TV4pyFZXs/AzcdoMi4jf9WzQ6eB7VcQzVjg4eNBAkcaALH5R8QulJTBvIgR4s0kWMcmXbdYl/U7j9IJ00qzbNZxhlMX2vzycJnSptPO8qSuQ7uFEUTG7ANrrXXnLf8ADHG4FSexczD9snjOJEbZ2VtGflu2y6DUopsdCdKs2zc1mzE8F5z2flj2jx/G4QBnxG9SeIEDezKd5BPcE6VvTbym2vhUz5PvzK4h+KTCEEEcPptKbK7Io/QuupI00FPEqZtiL2RwuauHymHyOPJjjJIXbItroUKm1Z7NvOWtJ4Z7E5XkPZPJT482KZMaTykgEBgt9rI3StbSbRnW8VN71925vLNj5U+C8GGAwxEN7MRbc17a9taumsibXLTe6v3uV7N4mbBgv+xiUmFdWMbILsB3IIrn17Ytb318Kvh/qN7d/wArgg5HDUZMCBHIhR95XTdfx+dXbTbPglgv2ryo5rlpZYeGxsfExyXXMCWkU/yAEabqm8xPZr5rSOrLOWJ010FcK7MN9VwjR8aGAv8A1GPjrtFejpcewV7rx4ofp1xsf8xXG8v+wTU0/sb+lj9O8ZU9q47AfqmlIA+LW/hWe321p6Yz3NF6/wBRNi9P3GMmnySuuv8AVzv9nrZxAu49vx8a8mXoZf37xUnIe2chY0LSxMs6oNdEPmt/sk106risdk8Mz9MeYxYBk8XPIsbyOJ4HY2DG21ludL2Arp3a/lnrv4XXun2fwWfJJzHJzywCKMLvR1AslyAAQbk1jTezxGt9fyxv00wDN7ujIB9IJKw3dhtNr/Gu3Z6ctPZ2ZhZre95P2kqnknyn9EyHQMt9h1v26aVZjimfLTZ+B9Rnw5sbKfGkhmjKSeaPUEa9hWJxbvIJ7d4vluE43lmz0WKOaImNldXDMqtfofj3pttLUkxFF9N1w87mZfVQPHjQ+oikab2ZVBt8Betdu2Iaa+Wq9/TIvtjOkUBWAREPfVwLVx0ty6byYUH01xY243MyHsJmlEauR5tqru2rf4mt9trGkZb3UYZffGRj7bq80Sv21IXda3jW9b4Zs8tL78XE/wCkz/QSNleJIgBbbrbQ/KuOlzs6bSYBewoIx7Uz3yJPTxmmcNMTbaPTAJU+Oula7M5TT0A43kPa/HZrtxmFl581tpLHePmosTrarZtUlkVPuPNy+Q5dX/ZNgSOiJ6NirMCTtZtB41vSYjO1zV/9SsPJwpONx4ofTHpO8huDuIsg636WrPXm5XeNP7b9g4EfCQtmQJPJPCJZnKgtd13aN1Fr6WrG29y3NZhlPpxNLBz2UGBeBcWQyfFQ620rp2emNL5J7fyDwfvp8YMI8fIZoAD09OXzR/jtpt51NfFPyXHP/UQxfrxseQKwPT08YXb72FSeNVvnZ6dHMuxSdGv+JrzPQln5TGxk2Akzdbf6aIzfuHnMp8c7TtDaWU2pgywT40mRKGYFlBuSe5NdIwsoOLChSV2gkH4/KmTA5kiVdwFlUWIt8aIGfKiCliQdP0/KrgYfk5CwO5rsTcjsNa0yzPN/8OEW13H+FajFWSny272orjVFXzZ/oxjxb+FEqnoOoOqjqD33PaVI42sCCLN8LnSvdykfMvXtZ4DNASyA2R36C2nz1reXmunnz7fRX0txDD7IwTe/q75L/NzXy+252r7nTrjSRo5wiKX+/wCyucdVXlyzzeVLj4DwrNWB/wDL5NpYknxvUwuUqYLbRdbfCmBJHiKrWIuPhVkQqQ+hGAW3bR1NrnWtGWZ9xcywf01NrdhWdljNtmTO9if7azlrCNlmka4F6lImTi52Gt9e1FS5PtZszDmhlXcsiMtreI0rentnb0zP0z4bIOdl4Tg7NokA8GDbTXbu19OXVs9Ki9snet0O3uRawrhxdsrTH9v48QuF1NXimRkXHY8dm2i4FEEJHGB0vTJgpkC+GlS7LIcpRlax1sdO9TKmbGtYCwoHCMnterNUtOtGg3Pr4KK3hm1G+coB1+QogDI5MjcAdSKmVwEObe5BsT2plUL5bWsp18amQFkSvIbEbhfvTIDmjaS4KAnwsCLVMrhPEmii3lGgX4VAPP7X4LKl9afj4HkOpYoLn7q3N6zwgqKGDHj9CCNYYl0VEAVfuFZtysmA2QCW0HU9aiq/mPbnDcq0T8hD6xiUrGQzLYE3P6TW9d7GbrKmzeC4vkuPi46dXONDt9IIxVhsBUXNWb4uU20yk4vjcbi8JcPEDCCIts3ncbsdza6VNtsrJhUT+yuMyOdHMGeYZHqpMUBXZuS1hqL20rXy+MJw85aeW5WwJ8SBXJtBuClQ/c6DsfG9UYrnfpfjZeS2Xxcy4ruSzQSAmK57qV1X5V217v25Xr/QHH+l3NSSqOR5CNMQfqCM0jH4KCFArV7Z+E4X8rTgPZ0vGe5pciJ0HGgOsXmJk2kAANoPt1rO3ZmLrpihfevtlZeSTluIlVORUqzQk7dzLorq397Srpv4xTbXyzuWfqVy6NiTxBIidrysyILdDuZTc1f4xMWrrC9vNxftTNxEkOZm5ETmWS+rSMhVVTcf0joK53by3jwpfp5wHLcRl5kvIYpg9SJFiJKm/muQNpNa7NpU0ix9+HPyuDfH4+BsicyR2jXUmzXJ+VY0vld5mBvYnH8ljcNImbA0OQ85b03Fjt2gC341ezbNNJhnh7W57I9/NmS4M37NssETlDs2A6G/hpW5tOLPG5av6hcFlSe3lhxIJMiVshLpGpYgBWubAdKx1Yy1v6DcP7T5Cf6bT4McLpnSStIIJFKMdjg7bH+8BpW9tpyZk8APZfO4/t2DIw8vjpHneTduAKyDS20gg+Fb31z6Z1uFf7jysrL9wpm5mK+KJjEyRspusQPlvp8Ka4kS5ytPq3ll+UwSBdPQYgjXRn06fKs9TW/tthyXo+34iSFWPEUs3wEV64bf2dZ6eVfTyaWTlctlPl/blGJ8GdQa7dl8OXXPJfqLjSYfJ4XIwkr6gADDtJEbqfutTqv4OyYqy+m/HSLjZfMzAmScmNGOpKhrsftb8qndt+GuuflrGznBIW4sDtauDqrp55WLSDXSw8dauEgDJYuoVupv18aASNLL5dDu+8VUEmclbg66DXtaqIHlvC6Brm+nwrTCo5GVcXGM0rbQdFHc3pIWsfm5wknchfL/ACn8q3GVByhZ8jHjIOpv95tVjK2HhRXaVRU84RaIfE0RU0HUHVR1B9AH+rj/ANXSNAPVYddNdK9u/Xl87r7sI87KObMJUFo4VCxAdgBXSTjMPPvtz2zH0Z7DCw+zOIQaWxl0+J1r5O3uvt6f1i1fGmmY+o5WP+6OtZrccIY4lVVG5h/MepqVXWkbpYeNQyHyZlx1LuwsO1XBlQry/ISK0ii8dzcL1Fqza1IHm50h9kqsL9G7D51ORhmMyCeXM2FizyN5LfzX8KUi94/2hOwDZHk+B61ZFyuYPbmFGutien3VcIKXjsOPS1TMEPN8lgcRxU+ZIBcKViXu0hFlArpp5rG3iKD6e8fNBiz8tkJtlzABCtrWjGu63+I1rt3zU69MRsFm3WPT4CuOXTB7O1v4VLVN3OR86DiW6E/YKYCFCTYa+NMGTv2V23XKm3W9XgnI8PHGtme9qs1TKKbkkRLLWmcK3I5K4/Vr4+FTK4CnJLXYm2mlTLQNpmZyfzqZC3a1r6nW9EOCv062/jRSrEACTQDyXMy7et9R86AtMYK/6Se9MKmZUVDcimEyrHZpGcKb2vc/KkEDMNwD6dgKoQpZSL3F9KlE0do1Jv5v5j4UKiWQMwRu5PTXU0qJC4BHl+FRYI/lU9+lqCKfbsN/tJqylDiRYgSrbwT0HQGlIHy+TOzbsBa9wOlVFfJnyyEBSF79aSw8hY1ZrFyXv1v43plcJX6BLaDQ1AIERWWyAkm5uf099KqYNlZkU9Tbp4CpYsNw8XIyZbBSVGt6QX+DwsAQ+oTa9ztJB+dxTJgUYYlRdl9oFrt3t4mop4lTsew0+VA15I1/T1GpJNAJPlNqwH6Sde/31coBmnCsN5tv1a+ul7VUqOYRyKBtFhpbQn8azlcBpISy+kFuguLadB2ooLMx/TxJ3gjCyKjekEQXZgDbp8as8pfDzrOwPffuSbFxcvDaKOA3DunpKCf1M1/hXonHVw816DFgw8bxsGFABshUJoNT3J+03NcNrmu+sCMGDFCbm1unY1BFMoaMBBfS+njVAU0bOhYDTbZB9upIqEQmJmhDJoVFj8PGqgbcuzXqx+elVCsC6dNoB8x72rSYZ/mjHkPubVEstvDxqxKophCGG1eupH21WWd5Vt3I4wA0BH/mrUSrEateg69Uqn5sjdEPn/CiKyg6g6qOoPfWyWFomC+meoHyr6GHx+WEDYuQNxgk2q1igPQG9W3MwxNbrtmen0h7RnEPtvjVks5/bx+YdCba18m+33db4Wz58Ybra9StRDJmKb7etZXCSZS+xQ5S40A8fGqKfMxsxiUK71HcVmytTCPiMGYiRnVlQnaFYW1B1NSQonI4OCXUqLjpVsOQZeDMUiTQ7UmjB9J2XdtJ06Gphcpmz58ZVXMj3t09RNAfsp6BEebgSLcE3PUGkwXJ6LizaI5Fqs1iZYXFxpPdvuSVpyTxPHE7Ieza2W/xa1z8K7WcZiOUvKt76IWIIBYKAFHQW8LVxw65dEml+9+lRUqxEnXUdb1cJlJ6YGvarxTJwiRBckW8KuDKFsqFf0kUQDlcjIFNjbsAPjUyuAM2W+wHdc/CooKaeRwVuR01FQMGKWUbWN/jVwGGDMBta69qDl3q1mWx6XqKerD1NQfDWgnW1tTagUkbCevf7qB2PFFBF6sg3SudfhQOMxtcdaogLEggnp1qKGkYJpawvaogeVkud5uf41QgXUddvQfZUHNc31uOh+zwoEjjSKQyP+mMXHe5PQUCxy7nDHUddKAh3PpjWxb8KCulll3MGYsPH49qoGmypRHbqLjX5amrEqGU7zuPQ67fGpVRxx3bwqKl9DTTW3UVUIYFOgB8WJ8aCH9rHfaDc9z8fCgenHrM6joALE+JpkwtYoYYAI49tgututRU/rbQbCgEnnBYoCRuIAAF9fjTBlHOZFjLm58wCqgF7A2trVwmUeXk2Ki9l7k9bk9BSFBAyDbvbodQO9A6RVk26AhTe511v4UDLeckrf4fGs2K4EqbHW4BvVDEEZJsLMRrfXrSFQSTWlLBtSLAH5UQFkTC5YixOu6gDAJdix1PQ+FaDJ2Vb20P8vy+FIBWX04vie3wA6UAyblUsdIyCB93WtMhZYlRi4Nhay/lQqHKd1jYDQdB4/OqyzmbqjAHQnS3c1pFPkAKB496qVnc+zctAo7bfzNaiLMaaVBx+dUUnNG80Y/wn86Ir6DqDqDqo94liVNqtcsv8w73r6D4918pH0RRCmqIbhjqSai2eH0L7QjMntPjA/U4sZB+IFfM29vs6eonkgfeA1c66Qqwt42qFW/pABWPW2laQikL269b1MhC97+HamVwTcL0yE3A6W08aIbJjwyptkUOO1+1FV+Rw5v/AELWJ6dKzdVlIMSSCMg6k9bVZMF8sj9Mshol5aIr/USZb+NhcV27r5cuuPQIpA+jCxrnK3TropvYVcBrzBb2qBnr6eBqmFbnZcjEov3ipVgMibaNTc9ayqGQTEa6X6CoGiNiToTQPTGY9RpVglbGF1tp4iglhhYDzansDQdII/5l3H8aBGxEZdw6WoI2xG6AX+NRTGglUbOlzoaYEbRSBb6nW5NQI+8aX+ZqiAxsW1br1tQMeEkgXuPCoIXxxpfVgelUII9ybhcA9jTCZP8AQVVHYgfie9RXRx7mMd7hdS3zoIXRIDtDaHU3PiaoZJvNraaaVFV82932re4+41YlDSPkA2D3A6gC99fwrSHF96arYLqD41B0UMrMWaRttxYW6W/tpSQQGI0AJ/01loySUhbAebvcUCQoxJLDodKossTGP6yLW/T3v41kSTRxrrbz36/91A0kJGTpuYH7KoxHJe6eSh5vOw8Z8OBMSNJB+7YoX3Lcqtjqb11mkw5Xe5FL7zxRxWHlZyNDk5MZkEMaliFBtu29lPXWnxnMxPcPD5DzOMkH0YRkM21gBCwve5/V9lZurU2L/wBR8D68MD5AV5QhVSrD9Y8gY28u4eNXjTk48xx0mZJg42V6mUrOGhAJYekPONacTIXG9zoPcT8HJEqhFLesCSSRGJDcEW6XpdPGU5+cA+N984mf+7llVMXEwmULMzX37mIGhA1stLpgm+TOQ948NjrjzJMsqZL7A0bW2D+ZjfUBaTSrd4lXnuLlyv2P7pP3S+ZowdbAXI+wVnjV5RXZHuTBeWKPEmiyRLJskfeFEa2JvY9enSt8WeQPP9z8VHgZE2HNHlSQKC8asQSCwW9/C57VJqXYE3ueX93IIMP144XGPId/9UORqVj/AFbR41vgzyFZXuDAjfIgjnSTIgjYhTexKC5Bbp87Vm61rkHHPYkwgxpJAmVKinYu5kDOtwC1rU4pyMh5/iJI3jExtDGZdxUgFQbGxPXWnGryV2Z7iwnjVkVybkGMoVcAC5JHgAa1xZ5BckqYldTuWQBgfnrUwKfMVifDua0lZzJX/wDTkY8APyvViLMUHHpVFFzB/wCZX/V/iaIAqDqDqoWg92TJO5ha/q6FviPCvpYfG1v7PhyPTkFzuIFgrdBWbGuXl9I+0ISvtTiWt/8Aw6a18vZ9nT1Fk2LeTdb4Vls18cWK+NQSx+pGF3G4tVDjtYdKBrIvbtTC5MZL/nRHW0oOsba/OopdKCDMyMfGxJsmc2jhVnYnwUXq6zNL4ZX6c4JbFzuTdApzpyUH+FSb/i1b7feHPr9NbO6Rga+bsKw2hMo8b0DHZe570XBjSKO9EDXi33OpvpUypb7/AIAHUCgVolIN/soFSFFj1Gp6WoFZVGlr96KQdDprTIbZvmTUDDGWJFFTBG269AOneiFTYoIt9vzoIyVL+YXtqCaBrvEE8SenyoAXfde+lTK4ClwG06eNQcuRGpsx1HerKYQPkJI5Kfb4mqhGkUWB0v1qBgl9TS/XoaKSN3/cMu7yKh3GoApMlVcGQXA0Uk9fhWsJly5qMxDNr11t30qcVyZO3puXTUW6Dx6UgDyLSlkuVvrp8NetX0iWK7WUaW/hWVEgNrbp8O1UIoYgMENi1gKinR4EsjrIw0JOvgflQFpxkSBTchgbva9jYfG9XKCFkjUXvbtc9KyoHLnkBAjj3diSa1ImQplyCwMrAAkX7AX7Xq2T8JLWVzeF5P8AznkMzGkwmTNVFKZUbOVCLby9r11l8OdnlWN7R5Z4seCHJSaBMd4nEryxWkYk77R6svmsFJpzhwofI9ts+dw/ERqQ0eMIOYkRW9I46OJRZyANSLVeX5TAnkPbOb/mGWPJJh50yzbzNJGUAI8vpLo9reU3qTeYW6VYcFiHjpOQaZYxNl5Uk8brZj6bW2gt18dKxvtlrXXCi5j27ymZkcjmYrLFky5SPjSbrN6PpmOQfcelbm0wzdaGPtXlof3S4uMjY75ULRx70En7eGPbuUuGVWv405w4V2P7X5qOOCdsZJZYuRbJkieVSTEUsvnta4PXTWnOHCocX2lycOVaZN3pSzzRZPrLtZpAdlowu653ebcbU5QmtNk9u5sOHxEMEMKz4ePOMhjYqZ5Iyqlrfq1NTlF41XH2ry8gkMkaqJMeGFUaVW/RKrvbaFVQQNBaryicamz/AG5yk+eJJI8cMs/qx8kjFZfSBuEKKACbaa05Q4o29uct+0fAb9sI1E/pTWJkd5idpa48m3d2qcos1qRfbEy5Re8bY5ZJdxL7gyoFttBC/qXrWucThUM/tiZoMdPWAfHx/SG0E3f1BIDbw0qTY4mcjwrSQpPkZKvPdhL5AUAawsqnpa3WnI4g5lRVshuoUBB8qiqnI+I+yqyzch3c5fuB/wCjW56Z/KyBqK41RQ8sb5dvBQKICoEqDqDqo9ymgjmkZoyRa1h1v8q+jrmPjdtmwqCFA9pQNEBIpvU69fxX0t7Qnif21xkKG2zGjuB8Revk7ea+7r6W7gAG1ZaQMBYa60DN1ifgTQKrAGqF3XoEbp40HDpQdcd/voG+Ud9amBivqZyhjwsbjYWC/u2vK3+BSAB9rGu3XPy5738NBiT4nH4OPh49tkEaoPsGp+01ytdJEEueJCddRUyuEP7w662/sFMmDf3clwOvxqKVJJGca6DvQTIQCWYa0EqTJe1rdzSUTxyRmxPTtVTBWIZtOlAmzxHX8qBr7V06/Kopqrc3Og7CinNJEiEm16ZQM+UAbnoR3qZXAWbOt3FqZAknJ7dFJJ8amVBzcqQB4DSiAp+Vm2gr21Ha9WAf/NGIv+hmPmH51cIX90Q4uSQx+776CYZFl8D3IPWoppRmVWLHcf1EHtTJg+PbE1wfEruPiaqFklbzKP5h99ZUG+51JNrL5izdAPG/arCi04/IaNWZRbqD+VRUjcdPIu1xof5h270lTCrdbMzagLdbmtAvjoWYlyCyjUKNT91SFXcOGoTdYbNftvSkIsUYa51I6aVlUGXyeDj6O43EaINT9gFamtqXaAX5wkn0YmPgT/CtcWeQDJ5KQGzghwdwJFhYa1qSJadDzcEzqjAjdYhjot/C/jWbos2Tu8YBQnct6w0w0kvOZefzbYmYsUXGzBIYnQG4Kb2F+tgRXeYw43K24f3JiZWDhTyyxQZE632FgCxBKnaD4kaVnbRubKbE91crm8zHH6yQY0uRJFDG8TgyLGTtVH0XcQKt18Mzby6DneXz+Q5SF8PZJhRoYcUsC7O4J1kB2i9TjJGuVqtHufPxxmrlGHIbEWMbotyhJ5G2CJr9dupuKt0lTlgSPceWmK0jzY0jfuI8cZVnRIxIDdpo2s4tbTxpwhzXHCcrkZ/F5E7iMmKSSJciK/pypH/OgbUCsba4rWu2YF43nWyfbUfK5rJCXV3cgWVVViL/AHClmLgz4A/9Ycb6TMwmRk9O6uhViszFUcAn9N+9XhU5RFk+5ONUyRhZJJEmaLZGm5pGjF3K69EHWk0q8oj/AOpePZxFAkszyQGeJ0S6qhB1fw2ka1eCcw2B7jx24lMrIDysiRnIkjACCWUgCNST1G4X8Kt1SbHch7lx4ciaH0meSOYQfqVVZtm+25jYADxqTTK3bCDN92YcMkSGJvMqNMrFQ0fqHQbb+Y/KrwTkixOfeXOjibFaOKdpkhl3A3aE2OnhpTjg5JMvaHOl0a5t1F6gqMmIIxPYn86CnyLbmP8Ad6j41pKzA83NynwB/IVthYW7+NFcTp8qDP8AJm+bJ9n5UZCUV1QdVHVB73iiT1mRlAYLYfOvp7PiaZ/KUSLDtL2a52k9gRWNnXSPoD6eQen7Q4zILM7zR7yzf3bnaB8LV8va5tfY0mNZGoZtPnUbQMbn41AxrAk31v0oGKwv4HtVC7gB11pAjS369O1VCXNtDeimPMyix6VAJLl3JA7a1B5x9T5i2Zx7k2Hptp8nBr0dXquXZ7a6OLfFHID+pFJ+0A15q7SkaCZVOlyaSKaVlXqpvUpEi7yCCup6Wq5HPOIgFH6qCEZ2QGYa2OoPb5VB0ec7M1lOnU20qKcM6UMBYkW7VQQmTkSAI0bFGGunW1BYRTSMmqkAdTaqhhyYgSQPheplcBp+TjVTbWpkBTZ2hJNj1NAJNng/zaE9qigpJpGGh+NUQEuDf+90oOx8WWaSQWOxUt82PSqgrH4WaRkJFh3NAbJ7bxEhT1dWLeUfjVlTAd+KisbkKq9G76UhSJxe67KP0nvUsWU9uPlRTe57DTpQRTYBYKklmAIbb8R0pEuCLxmVkZuOsYJUh957EWphV8nH42BjM7AWt5i1rafOrkU+VyzLKFEe4E6N2JPanHKcgmXyOU6FAAjHoo1rNiwPDg5EttwsnUmqLrAxUiG2/br8KmTBeQ5XHguhYFwD5R1Pyp7LWYyeSy8hioYwq51C9fka3MRnyjjjWNyQoHdmOp/GpbVkgqDFkZtxO2+gv3qKLmgVI2su4kH9WoPwpCq9hj40EsmTpAQWAN+3aw+VbYBQZuPNFGRou4hVOpGtgKbQ1qnl9ps+TmsnK5MEXJSmXJhiVAGuLEBiCRpSbnBM3CcbG2PjjHRlgATFcqC6qvSzHW463q3ak1R4vtXJXJxjmZ75mPhSGbGjdQrhrWDSSA3fbfSpdzimk9peo3KytlvG/JmNo3iG1ovSWykG+utTn6Xigm9kZOTHkZHIcgsufIkUcEscIRE9F96syXO47uprXNnggyPa+dNIeQbPjfl2mSRpDF/QsibAnp3v0P6r0+SHx1NhcXJg8bmY7zh8nPkklnlVNkYeRdtkQXsorN2y3NcM/je2OXbjjxGRyMT8asLQBY4rOCbkHcT2at84xxqSL2Yy4eZHkvAJsqIQxPBDsCbLFWNyWLbhfrU5rwRyeyUMGCkUyGfESRZZJo/VSQyHczlLjzX6a05nAZje3VxUywkw25GKuJGQoXbYNd7LYalugpdyaqyf2lFFBLhwZbRRSJCzIEuPWhI/qgE/zW1FXmnA1va7hcgtnO7TymWWRo0KuWQKQUOmltPCnM4ol9s40ciTI8ixosYaMbbSemPLckXHxtTmcTl47GhlgKlmbHMhQsR/7bVrj8qZyYLmSQ29LcoH8puLswHakFHkTrK7wLIrSQt51BBsPjSQyqclX9LQWBPmP41UZiDXl8hvDd+YFbYWN9DUUmvaqlZ3PN8uX4G33CggoEqBao6g91R5N0r7+gY37ixtofjXu5PnXqzfAdcpktKXvHc3TrbSsWu01kfTfsuVW9ocRtHTEj0/2a+fh78rd5TcgjQDQ1KoZpL3YdO5oIvWAJNzc+NA5ZgOo69KgcsgYmx6dxVCNuYE9CaCFpiijdQDT5TPcKaZIiWN7Ek6msqwn1RVRDgP01kQn7Aa9HS5drS8NkifjcR1Nw0KG/b9IrhfbrBrStcWIPYmplUDzSmTTVdARQTB2tYmxqBjxxs3mF7dKolhUHQJ8AKQqSZZUiJjx3nBI3RR23a6X1I6VZE9LNMKMAEIAVt93fpQKsGNHM8wj/qMAHOp0HSmTAXO5AKrINPGs2rIocjMOuw6+FFA757s4BPxpgRMmRN1O34VFTDj1UBi3T8aCRcBmW6i/S//AGFEEw8SxYE6W6UVZYOCbEEAKh++w1q4QXEgDWtoD+NRUHIlCgDnbfRWHY1pAKJHIpVhuW1/nQE4sY3DuhFRZE8kUYsALL1qZEW3FAJJFtdTqKuUOl5TGwQ5hjMkwjUDsAGJ7/ZVSqTkuUyMmIxsoDN1Tta9qSFoKNdi2I1SxI+VMmHF41be+hJJDEVMLlz8tjR2teRhqVXpTiZVeX7h5SVmigVYYje8vVrDwreJGM2gYmnmYrclgLM5161i3LUg3EwN9zbXwv370i1Z42AHDKVKtE1ib31Gh3GqgtYEdNoDpvU7iSARr4VFV/I5Zx4nWOxMe2283B11q6xNqzuRFkZ+VDMWHpox9RGudwP6QvYC+tbtwxIKWCIFyoUE6Cx6E9zXO3LcjI4XETye6cnjxyeemJiYqT3Ex3Fme1iSP02rrnwxPY7A93xZmfDIMVfQmdoceQMxmUi4Dum2wVj8aTQu6y9qz50ntKPNk35mU6yuqk3aTa5CoCfG1qzvPK63wt1z4sfjYc3kAMEsg9VZmX+kW02ljpWLPLcqqw/dfFZ2PJO+VFBFE7IyNIpbaH2BmPYMdRWrrWZVcPeHHNxn71CDM7FIsUOpbezFU3nsGte57U+O5ObLj3Hy02FjR5ecuMJ8vIjyc9VDLEIR5EXSw3HoTXTjGOVGcTy/Jcngcbjxv/zeTNI886DYTBjNq3w3nav21LrJV5VJiZPuB+TMDZS5k3oyvmwWAx8eW/8ASQSr49+9LIS1Bj+48yDiZ5M+RP3suZLjYqXAjDLZf1H+RetS6efBNvB3DcplZXtwTPlocs+opmcjZG26yFgOnbSm08rrfCjfK5JeQPHSZc++aaGJpJbCUbtzSPHbTY22y1vEYzRqZXINweaEdpZIJZYcaQkFyquFDX7tYm1T8r+FTk5GUJJcFRmPxyyj1I3Yrkf8K56kELusSK3hnKvRjLi4U7zNLko0MTAsQ0S7rqyj+cuvU1FT+40hfOyYnAfJWOAcen82938xQD5UhVdxUavlRyRr/UWFxmNY39VpCbMfHSlIn5BxHuuf1fpHwNZi1k8Ih+RyWH6bm3+9W2VkBQIb0GayjfJlP+I/nSojoOoOoEoPc8mR/RmVmG5rIVHUAa17LXi1lgI8ewUWlsX/AJT4/GpdfBr2y3D6e9mpf2txaA9MaPp8FFeGvoT0sTkSl5AyHahsCB10rFVCGZgSRZTqPlRURU9BrUCESHy96AiKMqoHj1oJGaw1+yqIJGDg30oByi3uB0qURvr06d6jTFfVKA/5DDPbWOYAjUmzAiu3R7cu1Z+zj/8Aytx5bV/TKm/+EkfwrG/ut6+k3L8pBxuA+bMGaCNgHCWuNxt3rOuuVtwrcT3n7flUOJ2S4uQyn+F618VTnFtFznDzACLLiuezG352qXWryg3HVJ3HpSI58VYH8qzhcrjF402BPQEEmrDKwIjiWyaX6mqyFlydLL371GpAsmQACCegqVWdyWnmmYC4FQQfs3vqP++mDKRMKSxW51+6gIjxGEe3r4VFTLgAbSQSexqiyx8YRx9Bc96gk2gE2sO/3UHYt2ynF/LGh3HtdulVEbEC5uL/AMRUULMwZfMNxHShYaI9qk9G7fKloT1PSUAra/20A+XLvUKzEW8DRKDEkihVjUsjX3a9KtEJllkzHi3ElYgQO1w2v51CApXdp9twVt17gj+2tQqOXLjRdrNaS3mFMJlAkqyEMxuSbXbtpQ9opzGLWsFF/ttS0gSGKXMn9KMERgXLW0tUVdY3FmNNoXzD87aUFlicY8G5rgI+wlD229T9tXJhLO6xKTa5JtY62+ypPIq8jLb0w5bY5uWW+nhVwmVRkPLPuBB9JupHe2nWhg6HFKQCNNNbi/hUyYOjxNl0Km5NzrYACtVC4fF8bDyM/JK6tl5aLFIQ4YFU0QAVLbhcTILG9scfi5xOO0yRIztDiGVjChkBDMiduul9K1zZ4Oi9p8dBBHjw5GTHHHjPixqJbWDsWZ9B+sbtDU5tcRYgjTDTFP8AVhiRUDS+dm2iwLEjr8azyXADF4bjMLjjhxxo6WY7pEQs25i9207FtKt2qcYq4uA4qPBTj/28eQsYB3yopJ66sQBc61bvUmsAJ7Mw4MeHHw8mbEkR2dpYtt239mUgqbdF00q3sOCXD4XFwjP+0kdN0K4kLG25F1LEN3ZmO4k96nPJxwh4jgG42UCPMyJccBisLsNm5u7WAuat3yTXBV4XAxsb9uUE6b5JN0wDkNKSXtcUzTEQ4/CceeM/yxYicLYQ17BiL3uWFtfjU5XJiYQt7Z4QY7F3Z0d1Y5LykybluEtIfDXpWuVTjEuRx/H4/GtiSRqMJV8wLWFib3LfPW9TNyuJhWZuP7cbDjjl9ERXLpI0hJY9GO8m7X6GtZrOISPF4hsqFjFG2Zs3Qm2uxdAR8B2p5PAbP5Di4c6OORl/dL0crcrcXtut5b0kpbFXDyGFll2gUqRq4K7SQ3Rh4irhMqjlSzyFm6AWUeFCsxxOs07dzp95NbZizB/7qBrny3++iMw5u7HxJpQ2oFqjqDqD3LJhjJaS93Jua+hrI+P27bQz1onuXuX7X+FWzKa72TOH0Z9OZhL7Q4twb2hCn5rpXzOyYr7PVbdY0ZiAGnj3rm6hJro3TQ/hUDfRvrfy0wHbNoDBS1zY/AeNVHHTXt2ooZ5Sxv2qAdpm7nSiwxdx8wPjQP3aWY61BlfqKGb21IeoSWM/ia7dPtjt9F9hLJL7bxy1yA0ifZuNZ7J/JdL4Fe88Nf8ApXNBGgCn/wAQp1f2Oz08njxtpIAt+Ne55cjEUhf1Wt4d6mFyMxZZY23oxQ9mGhqXWEtXGN7q5zDW0WY6r023JXTpob1i9Ubm9Tn6mc3Cf6pjkt4qL/8Ah21i9LU7D4PqiDIRNiD/AGWI6fMGsXorU7Vh/wDMThJSolSWP5bT1+0Vi9WyzsiWP3l7bLHbM4JNtUb+ANS9da5wWnuj246m2dEC3ZiR+YFZulWbQRDynESWC5sDE+Ei/wBtZsalWEYgYghlYW02kG/3UwuRjIFQN4dqQL6gAAcVBHvG7rceFAgyl2P6Y2qzkO3xGn8KUD3YMSBe/wB9A2UksCdB4VQ5FZgS4vfpfwoBZYmvYk3Gqk+HxogScmLzNqO/2nrUEayFRa92OoFAOksaZuRMR5vRCqfmdfyq0irZnEhD9G6fZVygeRI1Yuq6nUltdPtqWmCxpK1iANnj8RRaIxeLyJXCWBTqGPx8aqL7BwcXBRy3Ui9wO9ZyuE0P9TdMSQpPluO1FQZ/IRxKSoL3O3Tw7k/C1WTKW4VuRlbnWQmwt5r/AA6fjWpGarNskk7ux3owBQj77GlqSHwJKSTttf8ALwqNDVh/SxNwpNwPD41IqPPnT9rkSaDbE51+Cmqn4ec+1sBcbjMPmJ+OgWKNJMgck+Q+8FL7S0I0tew+Vdb7cpPGReP7t9wTZhSeaMJNhy5Uc7QmJIyn6SLm7Ib96XrizeouH9581y3G5WZFJh47wenDHHLdQZW1Z2JOgYfpFS6SLNrWg5vm34njEypoZJZXRrNGhcBlS93t0W9c5rmt24VE/u9F9vDOyIJ1zfRJP9BxH6oTcNeuz/FWuHlOfhUc57vLcPDFjiXHnzEf1ch4pE2BEBYILX8zGwNWaeWbt4UmRmTz8dC7/uJsfG48MkkDbdmSt9zTaggA9CetdMRnNWULZHJQCWfL/ZxcXhr6mU2v/NTxjc1tPMifiaxiRq3J/G4E6cfyuXh5E2FhtCrY3qsJZG9NSXlKk+TfbSrbEk8KjkOSyovbeJg/1VEmGZ5smNGa7OTtj3jQbidSe1XHlM+GhyDxv+S4ONlSSY8c4iQI903OqaJKeqqxGtZ/LV9MrHNhqWhzCiYK/vJEhViYGlWyqISdWCjp8a6VhPy5yY/b/Cw5cvpxyPEMl5BuRFCll3j5+NYntq+lZFcLE1/SyVjkfFgEN0n3yX3ANuALBegGlbZXcWMF9yzZKrsR8ZWk232By1tq36WA7Vm3w1+VHkQ5bcnmSxwTTL6zzMOsTwlNqr/rHp8Ks9M/l3Hw5KiWfJx2hmO0G9rbQLKigdAoqWtQByS7bEnU31+AqQrMcONJviRr99brEWS37/KimymyGiVmT1NB1B1B1B1B7QzuxAF7HUm9fV4YfnNu27eUCvukudR2tWbrh107s64fR/0iLP7IwNb29S1/Dea+X3T+Vj7f1ds9cv8AhtGFz4VyegPNGrt+dQRiPZ9+lUd5r3uNtvxoIZpbLbx6UAhca+PegjMasL1FQyypHoNLdbUArZTNIB1BrNWKT3/vl9s5apoYyj/YGH9tdem/yY7J4L9NswH23GttY5ZFPzvf+NXt/smnpYe9JmPtnLLDyjaSR1sHFOr2dnp5ZG2/ykn5/A17XmERQDS+gH83jQTMUj1FMGQGVm30Gl9KiwHMWkOvXwoF9PzWtofGgjYa2010tTIiPlbaRpca0DZSdosxHgQTTCoUkyDJsVmB73PbrTEMrCLKy1ttexFgPH8Kzxi5Et7h5pWCRZUg2m9w7jX7GqXri86Mi96+5UXTMlOp0Yhv/MDWL06rzqyxfqNzyDdKyvpYhkXX7ttZvRFnbUuJ9U8/dLG+NE8aAOSFZbEn/Was367XyjY/qpjFf6mIQf5tsn9q1n/z1fmHR/Ubh3AeSCUDxBRv4ipemrO2LGD397bePaZZIz/iS/X/AFS1Z+LZr5YVPeHtt4y37xVtcAMrqbfaKnC/pbvAmR7l4ORPJnQXPQF1H51ONOUQty3GMA6ZcBI6WkQ9PtqYq5iJczFfIVzPH/UBVQHXXofH4GrhMpfSDtZSpB7XBtemDJ8eAztYC9TC5HJgogQkAG+tAZEgjUjaB0s3f7RSkQqv7mcxBt0YNnb7dRUD8qRPUCRPZEsCo7A9DWsJaDy/RYqGAKkWYHuKkVT5ELmRUUkKyjcAenawFayzgVicYkEaRAWSPRR8O1StJnKx9SAL2162OtZhQUmV6LyRjUG+0k9jewreGVNLnSStJHIqtG4CFW1BB0N/mKtSEGDiiEYgjRcXYY/24Hk2n9Q2/Gs3a5bwhX2bwpQRRYUYV09Nv1aodSp1uRVu9Z4wevs7gJNzTYUchcKrixAIj/Rex7dqnOrxg3kcTGmjeCcB4mUoY76EEWIP2VlpXzYWLkYz4U8YfHeMRNFqAUtYLfr2q5uTHgHyywT47Yewem0ZhfU6oRaw70ymFY3triJ2xy2Gu/HRYw5JPkX9KsL2YD/FWpvU4wVJwXEtiS4TwLJjzSmaRWJ87nUsTe9WbX2liCPhuGw8XIx8bGSGPJTbkhbnfa4ANzWbta1xjk4/FbGGO0S/tdgUY9vLYdBY/KpyphHySYUsPpzxrLEx1VgGBI+dWWlkASRY22BFhj2QgmFCq2U9NNNNDVzUxHOsbArJ/UUiwBF/zpA4tEkIe27bfYbWNWVLAO5iPTAKhj3ohskaxIsQFtCSe/jQUXISSFbC1tT87VqIz/KFhCzNe4B/G9ajLN8OLQyfFv4VpIsABf4URHkkCF9ddp/KkKzVB1QLVHUHUHsZScoSg0HXxtX2Y/J7Zvowf0huXQsNrX1qbSNde1nh9K/SpVHsbiyp6xk3+bGvi91/lX6j68x1z/hrix761zd0dyde1QRFWJOoPh8BVDHYgW8agDnZTp38aoFLnrfQ1FNMhA29u1ECZDFuvWopscS33k3PjQC8/iGfg+QVlsDC5F/gL1009s7elZ9NYbcVOhF9s3X4lRWu72z1+lz7tgv7azlZbKFUJfv5hU6p5Xf08xTGRLC1vGva8ySZ1jsnbrUVXZ87FdqG19L1Uwq/UkOjakafj1oomMMdCbnuPnUE0jgNY62XpQDmwkuRYGgayoV11N7/APa9UNVdybbaj7aCQQhRbQ6UChSTcHyjuaYMnoo1IAuftoEeFgAbAXqLk5Ig6am1r3olDYUajGaTqZ2Llvh/KPwqRTCoZ9wBItqKCaJfLYaKOxqiLJx13CxuD1HxogLJDxgi5XuddTpUwqmzMx0XyyOrA6anvWbGoEd8opuMrEd9SetTBlxExbHf1Dvja4At0I17VOJlYx5OQpBD9T1sAb1eMMiU5PkImvDMykDS1x+RpdIZouH3Hzim0OTIZPhI4H/mqXSLyqwb3R7pjxy37+YMP0gO9tfiTU+HU50/A9/+5sePYMt/MfNcqevY3U1Pii/JTZ/qF7iVjIZyJbbUZliJI8LbKfFE5ok+pHOdbINoFl9NftqXqjU7HL9VOYhcboIiRbUp1HwswrN6VnZUk31h5QuoMEQt22MLeGu+p8J8lCZH1ezbMkmNEdxP8rD/ANM1PiPkCN9XstlUft4z2Nww6i3941fjOboPqQzHecVN3jdrAffT4l+RdYn1JCAFsNGuNCS46H5GnwnyDo/q9hqdv7JSfHc4/wDQNS9J8h4+r+IQFTDC3P6vUa3/AO7qfDV+RXZ/1TwxKWGJ1/V/UJGg6/oq3qqfICk+reAWI/bm/QgM3/8AjrPxVfkQR/U/C3Fhi3v0be+mvT9FX4qfIl/+aWAqgDH0uSwDPof9ynxHyIZvqriOpAxQL6g7n7/7NPiPkMl+pULJuXGF7Bdp3G58O1W9KfKr8j6pNF6sa4oLaa2bw6fqp8R8gQfUnInIBx1AtYkLf83qzrT5EcvvzOI3iJF2jy+UePzNa+I+QFP9ROXZvIqqBe4suv8A4TU+OJzqD/rjnJnCbyqi5IuOg+SirNIc6in9z804IMxU/NtPuIrXCM8gknNcjOCXnbedDcn+2rNYnKrnhn38UZHO4vI1zfsLC1c9vbpqA5iW+LN4BDr36VIlUfEp/wAqTbUubfcK1Ug+3jQD5x240h/wn+ygzlQdQLVHUHUHuf7aURqSpLuSDb/RX0dvsay4fE0+jvjKP0YjvDgFQf0dwfjVm2fSXr4eLH0Z9M1VfZnGgfoEZt8txr5fd/avt9E/hP8Ahp95Nxf7K5OxmoIHaqGsQDrYGgGlYjQUAMh6k6CooNpAt7dO1TKoJJrbddKZEclwftoJI7Egk2Vevh9tEO5lLcHnEnT0XJ+7pXTT2zt6B/TjFU8PIQPK85v9igVrt9s9foX9RZVh9viMCz5MyLb/AApdj+Va6Z5Tsvh5le3XUCvS4g8zICra2veqilkmLSanS+lFRoR625r/AGfCgK9Qg3XuKDRYHBRejE+VFNl5uRD+4GHjlVKQk2V5GYHVuwArjd2+IbleAUQSZGEZAISBl4s67Zot36W00ZD41rXfKXVUel/dPTqa6MHkKBYaC5N/j8KBvrAE21NjrSqZr5SOp6nwoJkZV127iT9vx0pRKcqIkXS69wetQw6BoWEjBtvlJG75dKDo8aGKBIxayWX49NKRTWgBDFR5RrpqRREIADDuD1opuRNEibrgWve/hUtGb5LkBc7WuW/TepaKdpPUbUXI1qNJN7F7fyjpRIl2yFVAGim7GgJiQnffRLA6+N9BVhlMVIFlFr/qoJFZYBfZdybn7RpaiCxJ+4VYx5X6up7f99VEMsSxqxbqOoA6/OoqqyXkeRiSdvYCpVQb5Fe51UWH2DtUA2ZKu9jaxv8APpSqAy541jEgvck2X4WqAViZgthfrrUURBgFgLA6a3q4QfBjqpCqNb2BNUHMisg2dE0tbvaqiLIjCxrIFszatb+FKRXyzEAtaxv4VFBGWWQm466X6XAoEXH8xLix8D/CgljVRAUF7s2rdulBEUADJ2FBC8e7VTYrrrUCGRwVEn6uxPjbwpBHLGshZ2Nzp5vD+2glWJEsL2UWJPX41cCEuJWA1Cr0HifGpAz9soXeWBLa28BTBkkSpvLEWAFvtpEp84G9bdh1q0QqyB7i+06n4GiNTwaqvCo7H9TOwB73b/RXHb27T0ruckUYU5At5SL/ADNSFUvGaYinxJP41qpBt/vqIE5E2w5PEj+NUUNB1B1B1B1B9AYHKwJjlXQbiRqxsfjXp7Pq3OXi6fva2YvhY5b8ZJAsYijEzi/9PQnTue5rh/LW+Hqs03nny9u+ncbRezuNUixEdivh5j3rhtba7aySSRo7Aan7Ky0a19TVA0x79zUAUkzAWv8AM1MqCmlIX7KKDkcFdDUEEXqMAHA3d7dKCSdSsRIDNci4UFjqbdBWsJat8Hi5kDGSwVgNqgajxJNJEtD+6kEPtzPY9DHtv31IFdOv2zv6N+n2OIvbcDHT1Hd/sLWH5U7L5NJ4UX1VzgJuPxwdAryEfMhR+VdemOfY89mnKqTfXsK7uamysl3JFzbvaqAvU+HahgVAq7rk/CgkyVC3tqp8aUbM5eK0knKSjdgZfErHYNsJkgKK8QOtm8txXldTkyA+dlrCt+Li4iQRylt5aJ9Yy7H+bebW+FUrILKCLdlr0uTmmjYFb2H83S9MiCVlVdOvS3jQLFIALn52oJElHqEnQUEyRIQQOp6XoHnDACqhuXcLfw73/CoJ3xo0hsH3SXu3ztSFCeoUYFWOncG2lFAZebtDL2JFiKCnzs1pFFzY9OtqzkV5RCAzMCdPnUwuUSYwWclyNpA23pgFiKLeCOhqiYRRmIMhLAnt3F6ILmj2tciwPTw08PlRUEku19bk370Ecsim5UdLlbdST4UQxnlMl7m9hb8gKLEjFxdGfcOpX5/OgjnRNGTSxpUVM2TsZlY3voPEa3vWWlRl5Mu+5a/Y/EVLRAiSzHVfJ2FQXWBggBFe2otft86sB4hCLewFgdf41pAzna5cHQG4UCoqWFmsJGItq1hpr/2FWCLkchmjO0dQCKIpWDl7nzC/S/QmouXKG39yQdB2oJjuY3ttZv1G96IViURrjVh5bVSgWdgR8OtZVFLK6gG+vhUEYjMi3Bvc3vfoasBDBlCqLkfGqkOkjZ0AHUdB2/CrVRY0aMdpuWPX7akRIYt4sLmwsp+ApgRIn9Z0Og72pCmTWW6X3X1U0AwY3BtoevzqDXceQvDYsdvMU6DrcsTXLb26z0p/cxC4bIvS4BPib3pEoHBj24MXxF/vNWgjoKiAeTP/ACj/ABsPxqijoFoOoOoOoPbpOPY22tfXU19ebSvze/19pknqTQSWUEACy3ptpL7Z07t9PEfSn04Yt7H4l3/UYfN87mvi9n9q/TdNzpLf00NgOtYdTJNBQBSuNSTqKgrZ5iCQOlZaBSFjoaBuxiug07n40E8OGsrGJhqRdgLiw6da1hFth4aQrcDzXJv4k1UHI2ljQZj6i5qw8EIR+rIlUW+C+Y116p5c+y+Ft7ahOP7fwYiLH0VJ+bDd/Gue18tyeHnX1QyAefhRjomOtvtYmvV0zw49ntgczJjU6tf+FdXNWSTlnIXUGorkUCxN71QR6gQAj9Sjp2oB3nllfTsDpRR/FczyOGj45RJ8SY3lxplDxkgdbHofiKxtplZsMyufmkwTg40UWJjOQ0sUCld5HTcxJJ++pNPOS7AYMXkM5niwYHyPTF5vSUsQD06Vq7SJJk7IwszGFp8eSG2nmRl/MUyILAnuW7dz91XIZK7pYgHqAb9aZEiuBqf0n8KI5M513a2W/lY96Klj5dVI7kAtf7LUEsXMYzOQQx0/T3pKmFRyXuSJJHiiitYkXPb7KlqyK/8AeZc63ttv8gai0NJAz/8AEfQ9gL0wHY+LGBYk3HekMp2gje47nvQRiAI5DEsbfZUMj8UEWZSLG91IFrfZWkQSF9rBiSU/Tc/fRchzNFNGFDXmBt9lTJUmPjvGm6UEvb7vlTBlOZYYlvICT2QaE3HX7KoGZh6ZbVmtY1BV5ea7WXcF1sPGpSKaaWVpbL5hc/GsqlhxFna7gqwJ0PS1XAtYMCNUDIRt/GqZFpEixg3G5ev29KJlBNIxOwHToPtopnonTtb+FDJJWsoXta4P8KAGfIksQeh0FtTREKFFtpc270VFMwRz/iN7j41A0ygRnXUdKDv3SsjBwWJvY+H2UyYBMxOp79agasbysdRobbj2qYGt4H6fc1y2BHm4xhWB77DI5VrKxU6AHuKzeyRqaWofcfs3mOFginyXh9ORyiCNiWuBe5uBV135XwXXHtULKxie1lNvOB1HhaujCARMSGXqOpFMCeJAIzrYj8aYApKxI0jNcqbW8Se9QB5LkkSA69x00qURsbA21NgdaZG0hiMGBjBv1mNQAewsDXG+3ZnPcZP7fXqzgW+FXVnZHELY0I7BBVoeLaWogDlzbGt/iAolUtRS1R1B1B1B73JdbW++vc8Zm8gebU1eVc7prX0P9MnEnsnjL9kOn+0a+b2f2r6PXMayNIw63FYrpA8jhQdx+QqCszclECg3vI21bdza/wDCpViua5LePYVFMiid2IK638pvpQHY2BIZLvb0xYgDue960ysseBIwQgNr6/8AY1QRsBGo0oOBFzbqaDz76jZDT8lg4C6kLcj/ABSNtH5V36/Etct/bdFkx8ZIxYemoUf7ItXDLrh4p9Us9v8AqUldCYIwB99erpvhw7J5YWSV5Gt/L3NdWDliNtTYDpRXGRgQBqOtEMdmJAF/iaCL1ZRMLCxOl/hRRQkZBcnU3A/jQOZ96Lpt3dWFEbr6WMF5nJRdWkgP/hZa8/2PTr1e3pvI4KZuDPiyn+jLGyuw6qD1Iv3FebW2V32nh5wnu3ieJmfG4Ti42hRiv7mXzPJbqSeteqdd29uHKRsPbnIcN7mwZYcjEjGQlvVgdQ2hNty3Fcd9dtK6a2bM77y+msMONJyHDgiNBuycTU+Ualo/l3FdOruz4rHZ148sNFwTzrot1N/9Fepxyni9ortVpnKnXQUMum4DjUkaOEM8ulgLsxPwC1LZCMxyPs/3Fm5znExjFDfbulZUuRa/lvu/CuO3ZHTXStEn0p93RYyyLDFkeUH+lICfubaak7dVvXVByHB8vxr7c3Dlgt3kQgf73Suk2lZxgGvmGn6R4d6rNNbeshB7aWopzjeOlm/EfOgZHOUbbY9x91DBwSScBVuBfVvG5ogmHjY4gAguW6nwNXAPaK94rhjawv161UAzY4SV2dfMNFv4VFyq/cGZHj4YSJj6pIA+HjUtWMuZJDIXY9eoNYUXiY0kjBox5e571RZftpCVIB0FiT3qonZ/TKrtvoKKnP8AWiYre+g2/KrhKibHZGG8anUVMGUEr7btc9rCigciSVztB8o1oBpOoA1bWwoBzK6OQbAki9TIjyZWZg2gDaD7KENWMoEYm4Pj2t40SnRqHlXebKTYj4GoqGOKSdjY2VTYE96uBYJjBWZANm0a3+XWiPavYyqntPj1AA9RNwPjd2J/OvH23+T1dfpnfqq7LBxqBj52kuOlgAtdOiMdzzRyFUhRfx8TXprhHJGwAfqCL271Sn5EiwRKfMXve2lrVKKlzJLubqL3NqzkwayXQ308BQMjCFDuOq9u9FbidgyKw12IFA8NLfwri6Mt7pZVx4lvdix+4CtapUSE+mg8FA/CgeOnxoK7mDaFR3LfwoiooOoFoOoOoPeiocjab37V73gzk1iqHaxUHvepfKS8fb3n6VZRb2fhKLFQHW4PhIRXz+2fyr6HVc6ythLKFQFiNa5OsV2XIoYkk1KsBzEFPyqKEiQuTbp4mkWjMPHmZyWQoEYqOhDiwswPatYYyso41TUDU9TQwmAHhVCO4HSgFfI2kkfYaDzD3Rydvf8Ai728ivji3w6/nXef0cb/AGbCXkp3LksGU9BXmeh5N9TjfnMeWxvLBb/dYivV03w8/ZPLKxMRbd0J7DpXdzEO66KpBtQQOGB06eNUMJNrCinoVA16+PSoEYtu8q3AoghLuAh0Ha1CxtfpTBL/ANVBbXDwSfhY1w754der29in4qbJx5Yb7RMjJpofMCK8uvt3vp4Vl4U3GzvjzRkZETsjI2huD3r6Ot8PHYu/p/hctk+7ePWLdGJJCsoHQx2u1/haufdJY313FfQsHAYsdgzBgv67gW/H4V5Zq7XZ8+5csEWRkLEAIVlf0f8AV3G34V7Z6edQ8x7gaJlihHnYhUUdSToKW4I1MMSYWMuJja5klhlZP8xfv9ngK8W+9tejXXBvJ4XN4+LGvC4S5WQ5u8jsoCfYxFyamuL7W5VTch9WMRwRjzMgGkYRHXr/AIb114aVjltGr9qe5MzmPUwOZwWxc1Bf05Y2WOVR1sHHUeFct9OPp0125e1b7t+mXG5MMmVw8YxeQALegmkUpt+nb/KT2IrfX3X8s79f6ePSRXdo2DRm5WRT1DL4/KvXHnQvkbmIC2IGttOmlZXD0b2r9POC5j2/j8jkSzJO7OrCNwF8rWGhU+FcN+3FdNevMF8j9M+Ox8WdePzZWy9hfHik2WZvBmAFtak71vUzONwXErMMflPccEGSDZ8eBd2xvAuf7K18t/ET42qx/o8mdjpLic1M/qf8OQKjoQfDYVqfMvxKT3l9N+W9qYIbNmGRiP5lyUvde3nU/pvXbXslc9tLHkXL5sXqsin1LXAP9lS0iPg+Iz+Uzo4MeJ55nIWOJAWJNB6xwP0a5yZQ2dPDhKRpHrK9/iFso++ue3dI6TrtXc/0Tylx92NyaNL2SWMoDp03At+VSfYi3qrz/wBwe2+X4SfZyOKY0Y2jmXzRsR/dcaV1m0vpzswsx9O/eIWOWPjXKuodNrRnQi4P6u96nya/s4ULyvt73Hx2E2TynHSQxKQpmcC2psLkE961N5UuuGUy2Un9XnJOg6VRFDiZmUzx4MT5EwUkiNSxVRbWw+6paEb217nHnPHzC2m/bb86zyi4UkrM0xDC5U6m3cdaqFVbnzHcD40Vo+L9m85zGF+647GEkBOzczqtyoF+p+NS7yE1tPzPp97hwMd8zPhSLFjI3v6it1O0aDWpN5S62KpcdI7a3RdB2uK6stN7Y9mZHuHHyMpM6HEhhcJtkuWbQMSPhrXLfs4umuuXq3G8dDgcZh4aSCT9tGiNNH0aw6gfGvFvtmvTrMRQ+9uAweXlwzkcimB6KOVVwCW3EC+pXptrr19mHPs0y8f5COGHOnx0kEkcEjIJ7fqCsRe3xr1y5ee+Ab5scZsBcdS1+w8KZQkmRHIQLlrjtoDf50yQ1FVEa2u8ki3S/wAaASUsLBtVP4UoGju2XCg0BdVPfqbVmrG/MQR9oYhdeny/01xdWR92raeCMdCSfyrWrNONhoO1AoqlVXMnSMfEmjKrorqBaDqDqD2H9xm+rcPa3Svr3rj8v/6d84iP15GvLKN56XqfH+mr9m2eX0H9GJS/szHsP0zzLYdvNevlfYmNq+/9LbPVHoDxLJGR3rzvYAmRbWYWa9qioJce6+Xra1BLh4O1fNr4/KrIWjQFtYDTwFVCbT17eFTAjeYLVAk+eFU/dUyRWz5zG4AvUtaw8o98Zbp7yxpVAUH0WBOgsGsfyr06edHDb+z0JJJGW9tLXNeV3YP6lROwwJmXX+ol++tjXq6HDtZDHsxCkdAL16HJI0CI2i6HUGgHkRt1kuAb69RoaoRYFNlFz3OnWgc2Nv8A09u9u1TBkZFgyGO5N76be9WQqeHjCGBtYdaD0T6S8Xu9yPIRZIcZyT8yq1w7/Tp1+3pHurkmwOCzpsI2yY4/6cn91rgD8a8+kzcOu3iMlx+P7V94Os3KzDjufsA8osEksLfzaV2/lp/w54mzc+3/AG77f9tqzY0qyZMgtJmSulwvWy20UGsbb2t66yKL3v8AUjjsHj5sPjMgZGbMpRpU1SMMLE37tbwq6deam+zwnk+ZSNCN1h416a4sTmcxkPnRZCamCRXAJNrqQResbeVj3L25k8fyGFHn47eoJbMy90Y9VPhavFt48PTPKm+ouP7iw5IeW4nJmjxlQR5ccTN5SpuHKjse9deqa3xWN8xleP8AqF7wjcBc9pB4yBWv94Ndfh1Y+StTxP1B99Z7PFjYacg0QDSbIzdV/wBkjU1jbq1/bWvZR+R9R+Zw9OQ4GaLbe52yLf7w1Z+H9Vr5HlnuvmsTkuYyM3EhbFE7BmiJuQ+0BvDqa9GsxHHb2oWLbibkA2N6D2v2JO6+0OORTZiJWt/961eTt9vRp6L72kzcb2xlZMDNHkOBBEw/UDIbE3/1b069c1N7h5rwftm77nW8t/1fxr3a64ee16h7W98y+0MV8cwplRFrpFIT5W6GxGutcuzqz6a17MMt9Qvrlg8zFmcZk4JczxtCxR7hbjwKjUGuM67G7vK8Rw8SXJck+I1PWu0jm+ofpl7HxPb/ALfxpggfkM5FlyJSNQHG5Y1PgAdfE15u3fNw9HXq0HurmYfbnt7J5FU3TLZIUPeR+l/h3rGuubhq3EeB8p7p5rMyHlyMuRnkJJO46fL5V7JpI892tFe3feebFP8AsOWY8hw052ZGNOSwAJ/UhNyrDqLVnbSTzFm34r33HWJYYvRJaIIqoL/yAAL1+FeOvTGC+s+UY/aoUGzSZMa/YAzEfhXXp9uXb6eBTzg3Om7sa9bg030xMsnJ8hIur+gqAfBn6afKuHb6dOt6Pk4cowpiy3CRu2vW6qTeuM9ut9PDIMO43HuCbn417ZHmOTFXaQw6WtVHs30pgK+0YWcXEssvXwDW/wDRryd3t36/Qr6lCOP2hk9GZnhuPC7fwqdP9jt9PEpHJO0goh6X6mvY4Hx5UyRyGORksL+Uka/ZUwZe24GUIuJxbdEx4l3dP5Bf868O08vXrfDyj6n80mVzmOocgRQAMAe7MxsK79UxHDsuaxM2eWUKBtTwHX7TXVzCl2by9b9qosIInWLzENexsfiKYTImKCayX0BNawAeUFphrrUoi4mMS8xjRgEjeCfHTWsbNax6IMdmiDgG9rXri6sL7ns3K46XuAB+LVvWMU5jckigUXsNNKqKjmWvJGPAGiK+ikoOqBao6g9i9NtpZr/A19q2PyGum1h5RQovr3rNr0SSTy9w+hs5f23kxjpHlG3+0or5f25/N93/AF9//X/8vTHLLoPuryPeCeFpJNxNz4UwuU6QW6igcARp2HegcdBfwqoDyMoIdDr4UFTPyBuSupv0+VTK4BSTux8x0qKhbzMSNe1Qed/UqC3I4UwXT0mF/wDVa9erp9OHZ7ehYdnxIGbq6IdPioNeau8Zr6l41+KxJDcWmK3HxWu/R7cu153HAS9xoQdK9Tgn/bNJ469TfWgmi4whQNPAm1VBUfGoVsGF+l/7KAhMGBQFC6aX+ygnGOl9BYVFOtHGpLfdVGk9h+48PisnJfNDxRToqKyAFtoNz1I61x7tLfTp17SNH7194cFme30weIkZpMiVf3G5SrCNPN38WtWOrS58r2bTDAGQKpYm3hXpw5ZV2VzT3ZRJ5RoRUxF8qbN5UsCb3t49aDM5+Y8hJY6dh8azRVT3YhwtmqVpacB7g5bh8kT4GQ0faROqkfFToaxtpK1rtY9F476vbQBymDuvoXhNrj/Vb+2uN6bPTpOyX2tsX3B9J+QmM2ThpHMx8xMLL/8AuzY1P/2Q/hWkh97+wONwzFx8kUEKn9EUTC58Tpr9tYuu19tS6xlPdf1lxzDJDw6N6jAquRIB5dLXVdfxrenTfym3ZHjmVkPLO8sjF2clnJ7lupr1OHsJ6zu20X2g2NRXuf055DhT7e43Gyc2GOdEYPG7WYD1GIv4Xry9mty7aWNT76xeMl9qxHHyIsj1MpAVjZWsFVjfStdE8s9t8MDIYcHHeU2G0EgD7q9uXnrzn3f7hymkEMLlGe+49Sqnp9tc9q1GbwuLEnm3F3OtyD9tSRWiwOOhiUW8xv5jWolfQ3sn3HhcnwOMFkH7zDjEUsN/MAo2q9vAivB2a4r1abZgX6j8bmc37WyMXEXdlRuk8Md9WKdVHxIOlXr2xU3mY+fpQ6SFZbrItwytoR8CDXseZae2/b+Zys7NGFjwoPPmZsnlhiQdbt3bwArO+0kb1mX0TjqBGqgHaFG0nwA0rwV6nln14znTiOOxlsGlyHZvhsS3/pV36Pbj2vDZXlkO4A/w+delxei/R6LHXksvHksJp41MN9L7Tdh9xrj3zw69VewHjEmDRup9BkKSf4lYW/jXmldq8D9xcBk8JyM2Dlrs2sTC3Z47+VlPyr36bSx5Npiq3jsHK5LNjw8FDLK5toDZR3Zj2UUtkWR7bwcOHxXC42DiTLPFjKVMykEM5YlyLf4r14t7mvTpMM39UeY9T28I109TIjAHchVYn8q6dHtjuvh5PI9ofN1Gq3voK9bzq9MtpGEXRWYAnubmwvWK09Wz+ZaSL0lcRY0K23E2vYbRXmw7WvJ/cGWMrmcmRW3jdsRu21ABeu+s8OVvlWFWNgNCehrSLLAxQWVbee+pPTWtSIsWiIARQBY+a2vSrUgmYBY1uTpa4Hyqii5HzuW12nofhWaqf2pEJOcgv/KC34Efxrnt6a19t5L+mWAE2TvXF1rzzmSr8+o7Dbp8ta6T0532nJJ79OlA7pVRS8uf+YUeC/xNABUC1R1B1B1B7Irf0/EqO/e1fVr87pc3CNTIzqZW2xDUW/I1mS1132kmI9p+g+Ur4HIwWsBOjJ/tL/orw/bn8n0f9dtnS/8AL1WcSFioUi2hNeN9IscJjUM36qIkY0EbEAX7UFfmZ4U23AWq5FNk5zM9wL3NZULuZ9SNb9KBRC5axFFSrgu2hv4+HSrhGH+p+I4GBZbm0l/wr0dPpx7W74fCLcdiF+ohjP8A4BXns8u2VD9S8Yf5Thxk6me4HwVTf8679Ll2MBHhKBcDzGvS4po8dEBJ7WvQSEErZdB4dKoVEa1gdOlu1KRN4WqBrzDUINzd7UDFia+5tW8BqBVDtqqS7m46a0RDPmxRg2PS+tFUWZzkhZlBI7WqZWRUJnNvkZibnyigillWxZj371ABOHZrjRfGpQyLFJA06daKn/ZbCoHXuPGgbltYC3WoroZ23eQWHYePxoVKwDqA5tqdaqAMmRVBFx8PlWVBgPM+p0Btb5UFvx3EFzci69h3rWDLX8NxISw2kXFtL/wrTLSTFceH9ZAQXFz3FMDF+5fcAEV1YbVN9umreFS0kYQRS5OSZnBbeb3PXXvWFXuHhqYr3tKtun41qCeWdIgQpFz4dbmmTDsbmeTx8kTcZ6olT/2sQY2PhcVjaS+2tcxquO+rPPwR25DE/csBb1CrRHTxIFvwrjemOnyUzP8AqZw+bIJZuAx55yP+JNtYj/w3NJ17ftLvP0rI+e533Ty2FxZK4+E86LFg46COIKDdmIHWwF9a1dJJlJcvb8zPjgQ7Tfb0+yvJY9GXh/1i5pc3k8PDU3bERnm/1pbED/dFejonhx7b5YOHYhNx06X6V6HIXi8o+JMk2PIY5oyCu3S1viKlkpK3vFfXHKgRIeQxlyGtb1AdrWHjYEH7hXn26f07Tt/ablPqxw3J4JaTiBlLHqEn2sv2eU1deraJd5WA5X6g8jkpJjYEcfG4cgs8WMoj3L4Mw8xrc1/bN2/QHD9489j46YePM0ePHeyggdTfwv3pdJSbWGcnznLcjEkedO7pG29FdibG1q1NJGbtaq3yS4Ic3PYD5VcgSYukSOptIdR4gDpSogGVlP8A8SRj4kmphagjZml2qdB1Pw6UyLODHAC97/fpWkWWLEWchNBoHbpVgsJI1hUdCx0UdrfCrQJlO5JFul9PiKJVFlysX66msVV77CgZuVklI0ijOp/xHSsb+m9fbaZkQiLSsf1A9bda5tvMs1jJ7ikP93+C1tz/ACJ+Yop17C9VKouUa+Y3wAH4UAlQLVHUHUHUHrrSbVINviRX1ZX5u6fhzykp5eh0pKm2Y9d+grN+55SMiwCQyAfEEg14ft+4+t/rvVe5oRIgPwBrxPpopgAKKHFr/DwqAXOmdUIVbgC5NaFb+1d7sejdqmAw8cW/SLUwZSLx7LtvYg9RbX76YMpThAuCO3Tw1pgyl/bAdKDAfUCP91z2DgIbttVbf4pX0/CvRp41ctvb0XHxVgjVBqqgKB4AC1hXndUefxHGchGI82BZlF9u7qt+tiOlam2Esyosz6bcHOC2M8uMewB3r9za/jW521i9agzvpfyyD/lciKdf7rXjP43FdZ3Rm9dUuX7S9xYYPr4MhA/mjHqLp8VvW5vGeNVRVoSUlUow6KwIP41rLJjb3/wp+JoHqumnlv3tQK0yx/Dvegr8zkQV2jv3qwrP5vJXO1dAOpNRVVNkMz3Gt/xoFi2i7nU9qCNyCwBPlP51kI/plfMR8CPhTAJhmgt5ATbrp0oOyZggZrXNtDRVNkZDmTaoLE6VFgrF3rGCQCRfXvrSFTZC3UsF2nwpUVrY5ZjuOl9B3Ioq24vhA0gaQHXoDpYVZErZ8bwsaqPKdDf51pFs0kWIgIA17fwoMv7k5+yMi6E6W8KlpIw2ZjNPKsrSXFgfTN9Setu2lYwsqzx4YseO4INrde1aAeVnmFrx9xqRWaquOVK51a+tyKDQ+z/eWd7eznfGAlxpbfuIWNg1uh+BHjWN9Mta3D1jiffXtPlYSsmQIjMNsmPkAAG41W+qkV5ttdo7TaVRch9M/aU0wmweVGLA5uYQ8cii/wDdJYEVud1/TN64s+Ih9ke1d7R5kLZbqVbKlkV5LdwoX9IPwrO292WSRlvdf1ZxjHJj8ReWboMhxZF+Kg6n7auvVfym3Z+nlOXyks87zTuXmlO5pDqSfjXonhyBTcg2pLWU3uTTIFizMqWUelu2dB4n51Bb8bxU7Seqx8976dBWpEXXITw4+FJHJbc6+YqLdtLgVqphkC59QnTb+BFc2hCHZcmx7gHUeNaRLPIJ7KkYEjEHy6C9ulTIGyIRDjtJv/q3sE7/ABoBi4MSltLCxoAZ3BOnbSs1YI42EG7GrCrrGgaRR4DT51vCLWGAIgNteunhVQ57erGjAlRrQyB5MLGhO6wOo+dKM4zu8wv0PS9YVufp1iG2ZKBe+xAD26m9c+x00ab3AoTCLDqurH4dK5xqvKg/qc1lP4bhp8wK6sC6Bx0XSiM/nm+XJ8Db7hQQUHUHUHUHUHrrSwvIVQbSBfd8fCvo67Ph9msR+mDax1vqPjW5Xm20/wAvX/8A6fyZeQ5csSSsMYJ/2jXj+5+H1P8AWXPJ7OuRtUBpNiqb37EeBrwZfWTCWOVLqwb5UELkA2vqR0oI11NiOlWUOMQJvb51Q0qoFRCHaB8quQigE3t0qZUu1Q2o1oPJeT51B7yk5P0xPFjz/wBOMmwIjG1ddfC9erjnXDhny1uH9SuFmsMqGXHY9SLOo+6x/CuV6q3N4vML3NwGYR6GbGW7Ix2H7mtWLrW5Yt0ZWF1IZeoI1FZUpkCXLdPuoiL9yXJEIJplTG4zCnF82GOYns6hvzFWWpiKrP8AZXtXIP8A8GIWOu6FmT8NRWp22JdIoeR+m2HYth5kkZ7CVQ4+8bTXT5mPjZPk/p/z6N/RmgmGugYqf/EK1O6J8dZbkvbHuWC98GRrd47P+RNa+WM8Ky+fx/KJL/Uwchb92jYdPsq8oYQLi5TkAqVK+IsfxraHScdmE2XyLfW/e9MAqLg/L/UkLHrb/vqApOKxgxVhoO9ULJHg4y6AX8SdAKmRQ8jmQ3NmBB6gf21m1YqxmJfy3LH4dO9TKi4csqtyNT+oVUEwjIma20hWPT4GrBb8d7cleT1WBsdAL9NasiWtXhcXFAoJGo0F6oMnyUjTyjp1NBmuX5gj9JuVOg8Klqsplz+q25jpfUeNZEO5YkvYFQOvz8BTKAp8xxdh/wAP41GghkabQHQa3qCSOFIVJbta16oZE7PK20g2qB8bMgFj461Q58l7jc5PwuflUAefnjYEIszG979qlFW2Re7X6dhUyoPOyE2rYncRc1MmA2LjTZD+K+NJFa/hOCChWZbjvXSRKt5pocRAg0vVyjM8rmNNJY63/SDWaAYlDPqLjw7VFTOV3X22+A6VQ8skYsn6j38PGiB8lo0G2NgzPe5PUVKAcs7Yh5gFJ0UdTUqhVHqONLgdBUWrvjsBmXdfyAaqa3Ii8x1VFVR1t+NaRKGAbUXsPjQNDKjByRoCRf8AKgouYyUlcLETt6tfxFYoAhiDakn4Cg9P+n8Sw8DJNYbpcgqbeCha5dnt16/ST3Plr+3kQmwIIUDqbDSs6rs8t4q8k08h6sRr8yTXRzg833UU43I1omWcyjfJlP8AiP50EdB1AlAtB1B7N6eLIwKMIyBcivpYsfEu2m//ACgeGQC6jdY6tTLHxPWP/p9IHKctG3Voovu3G9eP7d8x9D/Xa45PXc3ipVlsG9aBiLqxsbeFxXhsfUybPx0kC+rhSFbdYib0wZCR5+Wsm113fCmTAqfkkgjDMup6LVyYInJo+hFtKZMJBlA3NxpTKHCZSfgaoeWAFgbEjT50DUsLDrbqTQV2f7a9vZu5p8OMuf50GxvvW1bm9ZusUWZ9NuHlucXIlx2/utaRf4GtzurPxqPM+mvNxX/bSRZS9gCUb7m0/Guk7YzdKqMiH3XwbaR5UDdvS3Ff/DcVf41PMS4vvn3ShBypxLt/9nKmv22saz8Mq/JYv8L6sY+NEFzMO5GhkjfU/Y39tc7038NTtW2H9UPbOYyg5BgLdfVUi32i4rF02jU2i4g5vjckbsfLimvrZHU/xrFbhmXkyFLKDdqyoA42S5LMevQUVw4oBrym+vSgdIsEQ2qAPsq5TCUYXG5EN5saKUAW86KevzFJvTjFdL7L9rZCszcdEuh8yXQ/ga3O3Zm9cVOZ9NPbjjdFJkY/wDhh/wCIVqd9S9MUOf8ATFAGMHKsO4WSMH8VIrX/AKP8M3p/yyef9M+YO8RZ2PITqN29f4Gr88T4qo5fpf7nOinHkt4SW/MU+WHCpofpT7uUbhho99fJIhNj8yK1OyJxo3G+mHuxG14qa3dlXeAPHyk1ubRmyrnG9qS8eB+5x3jbqQ6MvT5108MClEUdgLX60ypmRkKqrYjTvfwoih5TnY4onAfVu3yrOWmMzeVaZjbqPvNTJAUuSoUs51GgFSqBk5C2gOnx6VBG2QJxtB2gm5HiKZEisEBv5V7UIV51MYtqW/D50yOiZYkta5bQigGyc/010I0GtS0Vk3LyFrJ4WrOWsI2X1I98sl2PUd6ZMEigyZWK48TyHp5VJ/Kpkwscb2Z7iybSf5bkmLxEbEfgKSxav+L9sHFP/MqYyLXRgQfxrrGVrLk48SFE73Ab41cozfJ5LM9mqUU2rz/1O2l+1ZUVGFXS1wNb9r1URuCWI0vQOZAqlibkUVXTyp6lyQG7DpWaK2zySWUFmJ6DWsqtuL4HlslwIcKaU9wsbH8hVhhrsTguRihHqYc6+DNE4H5VuWJgw4uVE3mgdAQTqh0/CrlD4oGSzOjFT03A6fG1UVnJTFbqbFulh8dO1ZtFM2NlTf8AChkfWy7VJv49qzkwt8D2p7gmA9PjpiG0BKkdfnanKLxrf8Nx83HcDjYuWhhyBJJI8XexOl7fAVx3ua66zwy3ufOH9Uj9MYfaT8BV1TZkOEUDHkc/3vyFaZgu5uTVDr2FErMubux8STUDaBao6g6g6g9YBU3vp5etfasfj9anxshkIH8p6HxrG2senr79pXq30NljHubL26b8bzD5ODXzftTGH3vp2XNj3LKJsRe1xoR2rxvcFgUN5r7yOrfH5UAmYxDM0cBMvW4/EmlIpcuPIyWRmYII7lgepqNGM80Y8ytc97G1TBkO/JlSV6m3TvQOTmWFxfaRUyuBOPzaj9RqypYMj5SNzYGxrWWcJGyl0F6ZMJVnB66AdTTJgxuRdz6cA3E9X7UyuEkZii80hu51ZjTJgFyacTmqVnxYZge7IN339as7KnCMpn+wvbmUx2wvCT0EUjAfcb1r5tk+OK2f6VRWH7LOZb/ySqGH3rauk7/2xepV5/069y4YDRxpkgdGhex+5rGuk7daxwqpnz/evFmwXNx1X4My/wARUuutWWwsH1S92QNsaRZANP6sYv8AhtrPwyr8tWi/VnlE1yMOJh3KMynT53rN+v8A5ancmT6r8fNZpMOVT3Csrfnas/BV+WNHxf1J9tTx7HeSB+oDpf8AFb1i9OzXyRcYnuj2/kC0fIQk91LBT9zWrN1sam0pMnkYWRvTkDgm11IP5VlpST5jyeUXuL9aITEwM7NkKwxkjruI7VcDScf7URbNP5ieooL3D4aHeoVQAdNe5qjVRwYXHxBRtDqPMfHxrWcMe1fl83hkbXKstiNrWPX51nnhriy3LT+z5WYZOHjSyHsI1BJ/2bU+Xb8HCMjy/t72hlxu0eG0Kjq0Ujr/ABIrU7tmb16sNyf0/wDa0zXSbKQnou9W1PzWtfNU+NUyfS3hGO8ZmUB2A2H+FPmPjVnJ/Tfh4phH/mGQbpuAsh1J0vV+ZPjV7fTjiN2vIT2A/upoanynxkxPp5xDSEDNnZ72UjYBp17U+VeC+yPpHxzwqV5LIDHU3VD2+yr8yfGDX6QYiqz/AOayKgBJvGv/AOtU+Y+JlOe4PBw53xoM4zMmhcILC321r5k+NUxcLhuQX3zH/F0+4VnnV4r/AI3j8SIDbCt/DaKzbWpF0eHlzgsOPjot9GfYBYfdTK4ajgPY8cbLvW4H41m7LI9N4HhYsWFURbH+a1Zy1gbyOHxmRD6eXjxZA18sqK35inKlkYHnvZfs2SJpBx6xu36TCzxi/wBht+FbnbWPjjGz/Tr23NeRUnBH8nqfxtWvlqfHEWP9Mfbkm4ETXU3JMlr/AA6U+Wnxws3059tRxjaZwR5bF73/AAq/LU+OI8P6b+3pZWZllaNOpMh1P2Cl7afHEHJ+yvbWPE7hHtr1cmwqztqXSMBkYHHNnumNjgxqba3b86ubUxF/wvFQwSNIEVWC3AUAW+6sWtSPWPYfEtHx5yWXzyEkfAE6Xrna6SNfOxigVA1jcXt2FZzhUSxo0g3eYaXuOnwq5qG57Y8eNIXRGZQbXCkfdTlTEec8s8cqWSNNTe+0Dv8AKtzapYDjxHmyEiQWUG7W/jTKYaDInxuMxWyJ2sUUW+ZrNaZaSfIzkbIbyowJXx21uMV537ontHOR0vtHzJ1rpGNlZw8f/Jknobt/CrUS9TegWUgRMfAE/hVSszUHUHUHVQtB1B7IeMYGxOnYr4V9bm/N36vkjY6r0I2L0anJJ04/4j076EbW9wZ5HbGFm/2xXh+56j63+u917lkSXUKwv30rwPqAgHZgsdxc9fCgKaJ1Nib6daorOT/bY8ByJALKQNnS5PSoBMXlWyv+LH6ag2HxFORg3JxMaSUkKNzdWFWkDvwyXBFh41MLlA/BKt/NtPU1OJyD/tZ4pdwJYDtUsXKeLIva+lhrUUQHeYhAbL0JrSJzPHjxiNB/rGiBZMl5L3OgqKjB1t8OoqKeite9wbnSgtcJBtDGqjs5hcAEWHWlIr3RRck3JNURzYGBKCJoI5r9QyK35inKw4xTch7O9tZd/UwIlv1KXQ/+EitTt2ZvXFPkfTL244vCs0DkabZL2/3ga1O+p8UQD6VwqC0Ge6sOiyoGH22Irc+wzelU8t9MeeSB2x58eW4PRihN/gRW53ysXqsZE+wfewchIS1unpTLoPDqKc9avHZY8b7A98owmyI86OMHrGznp2upNWTWpbs08PK+5OKiES5OTAqi1pL9v9YVb161OdER/VbnMO5mzIpEH8sqLfT5WrN6dWvkqPI/+ppOPeN3xYcuWI3SOPcm4gdCbt+Vctuv/LU3UR/+o33Ty3q5E3E+mpY6RswUA9LErXP4rfy38kn4QJ9WeXz39KPj5yW0ski3v9orU6LU+WNHxHu32rgn9x7geaDIP6YhaSx8G2HSm3VZ6J2SpOX+qPsY4jJjZ0cY/ljs4Jv8xXPjt+m+UZ3E96+2HcbuTiAN9xO4fdpV4U5RJP799qxbgOThNvAk/hapxpmMlyvvngmy2kXNV791DH+Fa4VnlALfUDgfTYbpHbW21Db4dbVqaU5xJifU3gYSAMee46kKov8AjT46nONFifVj29JEPVTIibudgYfgaz8VX5Ipfdv1Hx8jH/b8Fvdm0kkZTGq/ae/ypw/Zyec/suf5CQj1woOtlLAfgK3MRm5qwxvYXuOZlUZKeboCz/2VeUONWg+l/ulB5XRz/glI/O1XlqnGrDE9l/ULDAMEWRcWsYZd1vsDVc60xV1gc/7+4d1E75EYvqMqIkaf6w/jV+PWnOtjg/WXOx4rZ+FHKNNzwsYz9x3CsXo/Vanafk/WjgHT+pDPC1tdFb8iK53p2anZFPl/VL2xPIP6soX4xHW9Pj2OcDv7/wDbAYsMo2B1BjbX8KfHTnD8f6h+0pY2SLM2Op3Heji/4U4U5wBme9/b8zrFHl2DN1KPp8elWaVOUWbe+PaOPgrHHnLvH6v6bg/lU4bLyjC+6PfnEzQvHiyM636hSL/fatTSs3eMlie5YoEd1xi8jdGZrV04sclhxnu3kIT5YInY6+a5/iKfGvN6Z7f+qnKYeAqS4EDgf3Sy9viTUvR/lfkEP9XxJNul4w2PZZf7VqfAvypV+s/FKp38bOjG4JDqQPj0FZ+Gr8oTO+q/HzxkRYM9raklRqafBUvbGWzfqBjDaVxGJHYuB8Owrfxp8hMX6jSQnf8A5egNvKWc2A+6l6k+RRe4PqJy3O5SQRQxwY6G5Vbtf50164XdFl+8vcIx/RR0VbbbJGLgfdWrpGedZedeWzHvL6j7j/NoDQXKQPi8fAh0dlIf76ioR1qhma23FlP+Ej79KMs7UV1B1B1AtUdQewZbZEEvpgsAehHYV9LMfC302nogYhQNv9M/qB8a3HHzI9Y+hcCJy2dJGbqIFF/iWH9leD7dzh9j6OkmcPagNNeva9eJ9AioQfjfrQJPm48a2lYfeKuTDL87lrm5MUMTAQxeZifHtWLVh+FjrImjXtpRR+Pgy7gXsbdDetRKLcxRixsfjVZBTR71Z4vM/wDKrGw++oqDIeCBLswLDW16mVwppcpMvJCINoGrOPyqVUnqNGwB8q1FPEu9bnp40yHFhtsutULHGwFyAKB6jooPQ/bUFxjjbGuva9VAmW/m0oK+WRnYkXIvUyqSAnUnpQI5DSCx+dBJJKg0UC/c0VLCoZSSdPH+FIhuYkT45jDWftbtVEvFcTjRqGdtbbmPgKZVLyXu/huNSxnRdosAD/Cpd04sD7h+r2KAyQqJSLjUXt99OVXEee8jzmRzkp34kLBuirEpb8q1Nqzxg3iPpxPnTxTSQpj7SCqqqgn7hV/5TD1vgvZGDhwhHAEY/UNNaZXCfnOJ9qDDaBeNhMg0M6DY48bOljSdu09JeuV5Pzv069uO7yLNkxO9yoEgcX/2hW53Vm9cZlfpFxuQxd+QyAR+nyJT5k+Myb6T8fG20clKCem6Nb/gafMfGrsn6WY/qW/fyG3W0a6n76fKfGVPpRxQUmbNnOmtgg18O9PlX4zF+nPApG26TIY9BdlAP3CnyHxo5PaPtrFB3xAtfQu7E2++pzpwiHkOR9pYfEPDHxsUnJlisZG7aq2/VoanLY4xnuN4vJzXUBSEv0FaHoHBe2DCis6H7qxa1I2PFcAB59tr6g26VhpdxYCAWtc3tUVoMHjkCKAtjbSqLEwxiPY/mXuGAI/GmTDMe4PbntfL3ibjYDIerIPTY/am2tTs2YukYXN+n3taaRgkUq2Pk2ymw8et6181T44Bb6Ye3r33ZK/DepP4rV+ap8YKX6acN51GTPoLr+g/wq/NT4w8P0s4csGXLnv/AD22j7tKvyp8awh+lvCyeY5U8ZUEC4Q3I8NKfOvxKDm/YOFBuC5krFbm21afKl62b5D2lgwwId0jvfzKSAPwFOZxWMntviMXj4WOOvqOBYtck3+dTlV4x6j7C9pYM0MUz4sJWwNjGpvp8RXO710msbPN9se2pIljfjMdmNx/wwPytSb7JdYynIe0PZpl9CPAQMNXZGdR9nmrc7KxwgGf2F7TZTbDZV6G0j2v99Plp8cVmR7O9vlwn7d7DS3qN2p81WdcR4/sP26+TubDvEp03sxBIHzqXtpwih93we3MVUwuPwYjlSHbcXNgenU1rXa1LrGk9oe1sTh+GM00EfrzeZyVH3aisbbVqSRnfcWUss7RxgAEm5UAD8K3Gayk6bskAAWHU1pkNnncgPcMdPhSIDU261oDco9sVh/esPxvRlR1FdQLVHUHUHUHucyWXyopJAFjXufO/BP28akPtINun8tOR8cepfQlFH+agraS8ZUgdFN+leX7Pt6/qzEr1t92xbElhbzdya8j1mSsfTKnuDcfOgzebjwKzKu5WI6C7CpVJie2TtE8zht2oF79ak1MrSPHTGiCKvlGt+9aTJoeR233tYWApgQO51DHW/2VFgbJynACJob2NqlVVZKOyNdu+t/GmBHgDa5FraffUWrB8VGUDxFzVwhI8F1G5ToPyqYEcglBIAtb7KKmxknPUXpATjr6strWN7GqLX9uVWwPQVcJlW8gdi6G57mpSAFa4N+/hUaOaQKDbS/agaHAsfttRCoxN2cgAfZQRZHLYsCbd4J72PSgzvK++8HB8u4O+vlXU1LVkY3mvqdzWSjQ47ft8djqE/UfC5qYVmBm8hycu3zyNfW2o1rUiWr7ivYuZkkSZJ2j+4NfvNa4s8m84f2niYRVRGARa5trQjX4kEOKQ20E9hUyqTJzZCCq+VTWVyoOSzGYlVFyOlBQy4skhLSHvoB3q4Q3IeDHU7mAe36QdaUAwx+qxyJQRHrtv1NAHkLC0vqA+RddNDQVfJZ6Qsegv2v9opCspy/ulVZlhO5tRf4+NakZyx+bzeRkS7VYySH+bsK1Ilo7hPbmRmSK8gLFjVTD0/2/7XSCJSya9RcVi1uRrsHhl2rcaLrb41FW5gSGPQddKiiMLCLkFhYXqC6QRwoNPleiqrkc4KCpNgR42tUGbzuQHmH94daqBsWNUJlbViNb9BeiAc/OCq7KLuLgLVkAOJFl5El3G2O4uB1PiKuBdriRxNdNTbzfDSplIDy5iI2eM2KX2/xphWT5LLimDhzaQdB8utakZZ/Mi9SePUtfW1biUScWbkuXxcJF03C4PQAVFe78LxS8dgpD3CgC3bSudbA87ykeJA1zZxoL9zTKYZnjDLk/1ZSNzHzW8DrVFllWsqrbaOtQADG9Qbrahr3PQUGb93e44OKxDDEwMrghVHW9Wa5S3Cn9i+2ZuQy/815AX13LurpbhmTLV+5+RH7YxI21VOttOlc9fLd8PPMxw7tJ/L2rtHJRspZyegJsKqA8oAqw7/2GqgLvp1oAOXb+mq9y35D/AE1UVVQdVHVAtUdQdQe8OWQ+ZbkEgW717sPn8nPdwGby9LJ3vTjg5Z8vS/olKP8AMOTW/WOIn4WZhXk+xHs6L7ewEEndaxt9hryvSC5nKixcbezAM/Qd6UjJTZpMTFHux71m1qLfh5pBhws+unnB/OkKtmaOQDUHtW2EEjY0ak7hep4VVTZkdzUyuAjZCKpdjqaihJshJIyL9dbUXAeKUmUKB16VDCzSR7W/H40CyzgRkA+a2ooIY2YRAsDck3NQGYCmRSdxBGmtBa4ON6YZ21JOhraU7IkdDoL6daqKbPyJnYBACt9SetZrQQMwJLkAX0AqBsmZEFt4CgrcjmIISQW1A0qKoOY90iNCBJqKDHch7mnf+o8u1COt9DUyvFnIcqeaWX0EfJaQ6Prb7zWprUuy84n2dk5zq+ZIY4+uxfyNamsZ5PROF9v8bhRBEjXb30vf50tMNBE0KKNo6eAqWrhNBlKcgM2lQOPILI1y2in9NRUOVllgbWsO9BWTnrfv3NVFbnPL0TUHQjtTAFgxRu9WYbm6BfGrENzMhUBL/wC74VBlea5uGBXBbaB2GhNWQtedc57p33UsR4KDqa3IzlnRLm5z7EBVCeg/jWpMJlsvbfs9n2u63Yn51Lssj1b297Yix0Vyov8AEdKxa1I1CYiIg22sKmVFwxosY7lhawqKQXkkAJsq20oLKJvTQEaW7GoAOQ5SxsGLHXpQUOZyAcOxNwNSTr07URSITl51yxMSG4U9LjqaoKzp9q7Yza+nzI70Fdi4wllaSZtwXXUfwqxKJgzIzKY413PcAeAoo6WYw4jOTa41PWoMjyfKKkRIayLf7a3IxllJ81cq4B83QMKsQb7cwsg5g9VPURLWbx+FLWo9J9le0w3OtyU0e2FF2xA+JOprNrUjb8pnJAjm9reNYWvMOe5E8hyogRyY0N3ceJPQVuRm1Z8YiqSiDyA2+2oo+SPysbXtewOtqiq33ByONxHEyZU7BSoJUHS5Omg8aJa8p4bBy/cfMtmZAJhBuF7AdhXX1GPb1bDxlxcIIt1AFtK43y6RivcExkymQk7Bqw8K6aue1UEoDjcbAfhYV0ZU+SwDkqNFGlVFZMzWYt1btVQN0JJ7UFTyr3eNfAX+8/6KqAaBaBKDqDqBaD3iSQ2ZlW5Jup+dfRmj5XyeUbD9LMdb6gGxvasXxXXXFj0n6IMq5vKanSOIEnubtXk+zcvX9bXGXrOTy37Xj2keItIrWRQeoryZerCk/wA7w82QevGB2AfUD7aZXBuTBG8m2OIBbXuAO9USRTS4+OESNmYE3AF7DtWaqn5LkOfnzDi4EO17AtK+igeJNS5qzEVKYXLykyTZJkZGsQt7AipxXI2JctBr5lPW/WgHypn3lTcbdSKsqGQyFiR27GgIRVSVDf8ASRVFpC5kcKouh71MILGBITfxq4Mio+Mk22bQHuOtMGRuPgRRpsA0PWqmU7vHFHbQW6Cqilzc9gW29TWbWsKefIkJve1RQGZmhN130Gpoqgz+dCjah17ms2jM8lzbIHdmA0/Ue1Zuzc1ZtI/cPOTBeOxWMJaxy5QQv2L3revXb7Yu8npq+G+k8nln5WVshupVjZR8hXWSRzttbGH2lx8WHG2PEAsbebaLXtpTIGkSLEnVEF0PX+2s2tRd4axuEtqOp/srLQmeMIQL2HcVAFmybFQJ3PXxqgqDFTYCRYv4H+2pkTT40SwnXv37mkphVyREKbnW/QflVA0yoF3abvjVRVZWbDBGw3+a+pqZMMJ7l94QQI15LsL27VZEy8x5b3HmZ8x9Mk30B/srpIxkRwftPMz2EkqnaTfXvWvSNjje0hj22rZlsaxdmpHoft7j4P2i2UFl/V41ztbw0bZEUCou6wA6VLVD4/IS5GRsU2HQmgtfVsVUtdv5beFA+KRUfedf8PxqiLMzpLHabX+6oKnMmHpi7Fn6hRQCMhkhZmGqi+0dKqBOHaN5JrWLKbAAag/GgSbzTt6hsqar8+9ADJyKRxSE9ASAFpAX7dxHmkbIkTap/Qnc38a1UL7qyEhRIn8qnoo/trKvM+Z5JZCYY9VY6a3+2ukYq19re1MzMtJ6dk/vHpalpI9N4b23HiqpstwP1fOs2t4bLjo0hhC3FgLlugvWKrz/AN6e4w8zQRG4DENt6mrIlZ7h8eaaXei63u5N+prdZjdYHHjHx1W13IuT86y0dktDjQtNLZVUEkn4VLR4t7p5jI90c4uFjsxw4zb52PWumswxtcvRPaft2DDwdVsLfqtqbVnatawTzuWkUIWMWFrn7KzFrzrkZi0h1uZCWY/boK6xzAzxBcDcehN9fC9XKVSzJuuw6E/hWkVea6hyg7VUoKVmCm3RqIp85t2Sw6hbL9wqgeg6oOoOqjqBaD3kYeetiIZPjdGv+VfTr42psvHZzLdYJFYE28p/srndnaavRPo1Fkw8lyUTxsoMMRBKm1wxrx/Ynp7vr3zW492zZRwXih3KxADWBvtrxV7dQHtbhszNikkcERoAACDc01yu2Glg4fNxjZGsn91wSKtZieLCkxJGyJ5NxYW2BTZR8KuDKs5HMmdWCIyqfAG5FBV8cku51MbePQ60BD4s+pEbW+ANSwyqcnjcyTJe8ThNhN7HrUw1l2JxWcEDGJrHXoauEyNg4jIezNEx7C4NXCZXuFxTRgXj17dbVYzVkmO628p0+FKsSkG36T91EQyyOoJCEnpa1RVXktNIblWHzBpVUudK0bsFViOvQ1mqzmfyEwN1jcD4A1KrM52fmuW3RyWN7AK1c7u3NVWMfmsp9uNiyt/jdSBV112pdpGk9t/SrKypxl8wWlU2McRUhVH+r3rtrpI5bbWvUcH21g4WMEggARBctttqK3azIEnxZJYbqhszbTYGsZaQck37XBMaRksRY2BoMi+NmSOP6bbep8pqYXI3jRkQOFKOwv8A3TapYZXLxzSWJjIvqdDUwuQuTi5LzACJrA3uVNtaqDfQnQJaNyNP5TaorsiHIdrem1/kRQRz4Evo6o3iNDSDMc1lPjK/9NwqjrY9fuqo8k91e7M7e8eJjzMx0uEb+ytTVm7MG2Bz3Iz+bGnYk90ew/CusjF8tp7U+nOZK6yT48l9Dqp/sqWrI9S432ocTHCrAw067TWLWofNwswkBEDMToLKf7KzWoKw+NzIGDpGwDaN5TUwCJuIyJXJYSbf7pBqYXKSLjZ4gGjRlA1JKmrhDoop52sAx2HXykGouR640u0j02Y630NWJUE+HK6CyOSexBq4Mq/Mx54WX+k24nQbTUFby08+NgZMyROGtZFCm9zTBQftaDLj47eIXM0mryMpGpq0QcsuTHuukml9Qp63+VMJkNwfGZ2dDIXgks7gLuU9v4VUy3fH8ZLiwF5Ax2ix8pqNPL/ffI5uTyZhghkkVe4RrX6eFXWM2gPaPs3N5HlojlRSJGbknYe32VpI9mxOIGFjpDFCQoFgNprGWhRimSOyqwHc2NRVF7r9yTcfgiCCN2mZToFJ0+NTGS151gYnJ5Mr5U0Mrb/0LtbS569OtdPTL0b297elWGN5I2Dn9SlSBrUyrQSYzQxs5Q6aC6nQCsVp5P8AUv3FnzX4/BilKsbOyo3Xw0Fb11Y2qL2J7KyIlWeeFxLJqbqb/lWtqmsejZWLJi4aqkTWOhFjXOxuMRz/AO7kZgIZCpNh5Tbp8q1rGbWUbAzpctQMeQ7m1Oxv7K6Mme48HLTHhgjx5RqSSEbXW3hSJVRkcdmR4zBcaXTQeRv7KqM+/F8i8pJxpdvj6bf2VpA0/H8gZVT9rNtGv/Db+yiKKTB5B3ZjjS3Yk/obv9lUJ/l3If8A5NL/ALjf2UCf5dyH/wCTS/7jf2VAv+Xch/8Ak0v+439lUJ/l3If/AJNL/uN/ZQL/AJdyH/5NL/uN/ZQd/l3If/k0v+439lB9MRZCZGMkyEFJNVbUXB+de98uHR2N2JvtGg63vWdm9MzNa/6XsRymbdtDBfb/AKrdfxrz/Znh6fq3zWp5Ix5Ep1tf9VeJ7oseIy8Hi4FWWQoJQQlwxvbr0BpCriTIj9BZwdyyAMh6aWuOtWRMqDL5N3ckm8d7VMrhDkMfRLMpFhroelBDi5OMmQIGJSV9qqCral+mtrVYL2LDewvYDuPhWsM5SPjxolzYmhlD6irZVjFj0qZXB8N3muV2gC4FASZ0QfGpkwiPIx7gp1JqcjCPP5PExkV5pNiudqGxOvXsDVIjTJjngEsTbon1VtRf76KpuX5WOC6hunU1m1WQzucLMwQ3v0rnd/03NAQxeQyxuClVPc9KcbV5SHrhcXBlJBkylp2sQm1j1Nh0BFbmsjN2tbXhuDUlT6e1RYkVuMVqYMbaANtgOlXKJs1AuG1tCbUFRNJHj4wXS96yrMc1y+HBGJMmTZGTtBIJuevYGgEgy4poUlhN43F1NiLg/OqYNmyosWIzSt6cYIu1ievToDUVa4GdDlQCSB98fS9iNR87VBZIUtp18KKKDQJjGWXRVF2OpsB8qgjhnwcq7Y779mhNiLf7wFUVvuTl8Hi8B58mUKAOmn3UiV4T7m95ZXK5DpATHjk6Dua6TVi7Krj+GysyT9Jt3JrbLd8N7XgxIf3GQNsSgbmsT8OwNYtaw3XB4vHyY7PjNuVTtJsRY2v3A8alqyDZ012p8jWVMWNR+r7KZTAPO5Pj8EL+5k9NWJ2GzG5HyBplcJBmwNCjo11cBlPiCLjrUA+RyUaxWYgW6i/hRVfDyKrkj0zdmsoVdST8qK2EGFI8SEgoxGtVlzYUUJu7ailqsxzebE2WFjNwpsAPEd6gzfuLJKYj+o1ktdiATp8hrW4zam47nOMXiUOPJuCKAVsQb2+IFTCh8PGy+VywT5YVN/mSetaRueN46PFg8oACjpas1YrPc3N/tsQwwKXml8qgfGsyFeeZscWAVyuRkCPPJYCzN8baA10ZeiezMGJ4I8iI7klUFGsRp9utZrUafKj2KNPtv8ayqg5nmocKMljqNbfKkKwURyOa5Ys9/QXUn4eFbnhn22fF8ZDCjTyjbGgudL2A+AqVWn42fCmg9THO9VNm0K2+8CsqzPvD3IuPFKkLDyggkfCrJlLXnHt5sbmc8SpJ6pDXYbWHU/4gK6emZHrXG4SwQr4gVzaV/O5TKrLusnU/ZSKwr8zhZmYcWCTdMu66lWH6eupFq3GKIwMa+RcdR1PhVQF7iKjKhQ9up8PCkKqOQyQILDqx8o+FaiKyUMsdzoDVRQLzfH5XrjHm3yhT5drDuF7geNIlB1R1BHPPFBE0srbY1/U1iept2oG4uXj5UZkgfegO0mxGo17geNBNQdVHUHoGH7jxsXChg9EzGNAGO7aL/DQ3tXruzw66wVzOfHLwYaGIyRZFvUcf+zZGBs2njpWMuli7+i/KZMXKvirhO8csUgbIW9gCy36KRp8659/pr6/tvpOfjGVLBJj2VCwDK1yxU2Glh1+deN7R7cliPgY0+RhmT+o6qhkI22AJN1Heg0b4wysbF2sY4njVljXUBSNBc+FWkQz43F8cgfIvITokdgSxpgtC5PuQRKs0nHuMUmyv1U+HVQPxoih5jMP/AFBFPJcRhonsOwAB6VReY3uvHaVY2hZIiQPULXt8wB/GgJ5rl8fBCK4Mkr/oiXrbxPwoAMf3EPVVMzDfHXqGa5GnexVaipeY51ePyYl9L1VlUHcH22ubeBpSKzJ93Kcn00x39AG3q31+e238axWoHf3RFFkgLA0kYNjJfb9wsairLl87BODBPJD+5ikN4xuKWupN9KsqWKzmPdeBxvCxSW9GEr/TiU7mJ8AT1qWkjDJzvMcq5m/y+UYVz/XJNrf7tvxrPG1rMi5cY2AYgmK+XNIiygDsrX7ANrpWpJEttT4XOjIyVxJcZ8Qsdq311PS9wpFUG5HBX53HZhp/TJ/3jVkTLc5XJ42BKuLFE02Rp5F069LnXU/KqymwOXabLTFnxZMeRwSm7obC/cLQS8tkWTYNAOtBk+RyndyO1/wqYXLG+8I55cOK17GTQfYapC4XLx4uFjwCAylEAc7tv3aGgs8ifDyOGOSYfXh3C8RYoQ1+hI8Kii+NyIYeFOVj422MP/wS5PVrX3EGoFPumGONSuOTIT5l3aAf623+FFXeLyWPyXt7LyYxYIjrIp6ggXqDzbnfqvw/tPAmSW82ZI14sZCAxFrXJ1tVkS15XyH1B5f3cZphA7PBYx4CEkWY2uCBr91dZrhztyE9g+1s6LJeb9o+UzqAUS+gv10DUyYexcfjxcc8CS4e0yRo7ktYpu6gjb2qWrI0cebhZGLkxnFLY8SBrFtpcbgOw061m1rA3hJcX9lIceD9uhc7k3F9QBrdqim5edBjxPNI21F1dj2ojNT+9QzM2PhSSxpfc99R8bBW/OoKH3LzyZ+FiZEalE3uLN1FrA9KKBzvqTi4EMcKQtP6aIrMWC6hRewsauDI3iZpuWxF5WdmXDfWMW1uTbaPjWky1/CZcWFGuQeOcQ3/AOOT1+0rb8azlV7yHumKHAXNgX1Y2IXaTtI69dD0tUGR5v6l48ES2hLSkEuu6wH221+6gy595Y00gyEQyEjc8ZO3b8CbG5qoh5L3Fh53E5OUIi4jVhJCSR0F7bh+dajNN9gYkHJYuTmPB+2gR/ODI0l7DT9XSqN5g8pBANuHgvMqDUi4PzsA1ZtakS8p7wii4oSwQO0rOYvR77gL9r1Bjsz3RkxskmbgSRAmwcnW3wDKtaSgOfxTysOI8R3xtKGBHSxU1UescEcXh/b2C8wu7RgIi9SQNaxa3IqPcXvoYaCTIwnigawWQEkEeOqqPxqDGZ+Zk8vniKO5UnoK3IzWx9t+3v20BBXzt1vUqxpM3EjxuIyTbURG5+ys1WIyfecHC8fJGAZJ5WuqA2AAFtTrSFZNuZTmZGXYUZbtJETfQ+BrpGMr32BiYLmV8XCEDRKCSJGe+vTzDSs1qNPJ7tx4MZzJAVYKNiBr3PxNhaorHTe64+WzWxghilA8iXuGsddbCtSM2slg5EWDy+XkzXIDSBQOpJawFaZaX25z8eTP6DwmFpG8r7twO3W3QVMq86958lkSe70ZcdvXEiucXXcbKAB0vra/StRmrWXOnhwlzc3DaN2k9NYXYrptvu1X7KuTCn5H3jjZGbBiwQmzlY2O6wVm620834VUZ/j8jj2lePHw/wBvKQxMnqM91DC4sfjRKOoKif3FEJ/RxYGyWBtdTYG3hYMTVEOZyv7zjcuJoWhljCllbX+cD4H8KAPi+ajwMIx+mZJGkLWvtAFgOtj4UF5x3LQZkDy29Ixf8VSbgC1738NKARvcRZn/AGuJJPGn6pBcfborWoCMTmYMnFmmRSJIFLPET4AnQ/ZVHrOTDCvtVNNpKIQLdy4H5V6rXhkBwAye2ZwWBQSABegsHWmPDWc1sfoxkxLykUQt5zNGVHa63H5Vx7vTr0z+T0LgMJD7jnJFxukIB7HdXjj2VYe81Ix8UjxcN9woL3h4yeNx9bWiS3w8oq+0UXukSJm47ODsZCAfiDr/AApVW3L5GGvHxZAZf2o0N/07bdLfwqssplqr+5YGKgozQkKRpaw7VFGe6pI1yYSB5ihBt3saoD9wtI3NIXcwqRHslHVR03Dp0NKDP8iZofUn5QtGt2VnBYa+F3qLQ3uHCkM+FdwVEKjdbqAetjTBkf7vhi9PFCgArvW/wG2lAvuUKvCYYCC6lACB4xkmsqE5CNx7ewCADc9/kais77n4eKHC46fJDTbkYxKf0KTY1cGV6nKYcfF43oMiwiIByLWXToaWmGfbJ5DO5WPDxZBDAdoRgLXBUEdRoNdBUVcx+35cbksdJpzkMNjM7XJF2/TqTWomWm5mMLzcAUaAR2/3jUyg7O4qTI5CTIw50GShHqRklWBAFiPsqyJaEx+bzoeSXCyysrKxVWspZTY6hhVImzpzIx+NTKqmXDJa7a3PSgqPdMSJx8Nh5hLp/umoFePH/wCmFWQAFo12X7sT2ooUQGP2pOLbUMwK3722gmmAvGZkS+18iOQhbPuVr9Ru1FZVWze8fb+D7byv3GQgISZio1N1BI0FVGJg+rmQ3tnmsXg8N980ZVcmbQKdp8wQamtcLUuzH+yvbefywy8jPYzyzSf1HbUkEdPlW5iMe2z+lnsXHhy5XZNfTBsfnUyuG39j8Tjw5kq7QrenoOh0IqZXCz52BF5qCwFiIxb/AGjWbVwsPdXIYuJwuRuIACiw/wBoVMq894T3kciN4IvLF6j7pPiFWwqyGTPcvKZEnFM6EsgdS9vD/vtTCZDe288z8aiIRvQv6i9wdxNz9lquDKo945iftYDjuCpeUEr0LC1z8aqAsnjJOR4nFVluo9IjTxGtUegw8ecb2lxqKLRozhjawB3G38axao6OCXJ45QnJu0JQboyCVW38p89vLUMqDncyLC9uOkWUMm+Rq4FlHl1A1NFZ+X1c/wBsAhfL1ZiO/q9furUiH4yw43tXMRVAYrJr42S9EUHC4s2TxvIReIt96mqPReB479n7SyUhSxVk3/LQmsqs/b/IRNgtGjD1I3PqDv8ACoM/7j594nMWEVMkjN6sqi43Lbp279a0ZU/M8fyT8bC8uU2Q8rC0QJIHlvuGv8KRK1/Ee3ZYPbfHPMBvuDa3wNStRpudbAj4PCD5KQ5EcRMQc2DDS4qLXiPub3L7kl5IY0riXEbRYms6soNrdN1bkYteq+z/AG2EVJ3WzMLi/XWtYTLapiCCQXN1I0t3rG0w1rVf7pzFh4fJu1v6bflWYteU8PmplyZLyEekr+bda20L3rcjIL2XxT5nOZMyqRjBH2/6u4ECrUjf+ysWPFXKJ0Hpjt86xlpU4fJD18jbYlVW3jqT3pBiOKUJ7ryHv598wVewFzXRkV7cxTLz8xkG65ka58d1tKgsMpIsX3DLILKiOl/DVAT+NQYaKNs739NyM2kfqxCMtoLFABW2R/1OyRDx0KjS0n47SKQqj4dd+Bhoo1ZAW+JPetIy2AQOZljHRIm/84oizy1dsWYJ+sowW3W9jagoPa0kKzzqxAlYL6d+pAvuA/CgsOalxmwspFKnIVF326hd4sCf4VQNwaI3C5VwDuLg/IIKCu40OeO5EJqdiE28Axv+FIJeGxJcmN1iznx2VrmFb6iw82jLQF4/HQYf7wLlCaX9vIGjC2t8Sbn7qsHur4WJJxwwjI4xyAu+43WUgjW1u3hXp5PFNUmJxONBgPhLeXHkLbi5B69dQBTKyYO9p8BxeF7q43MjeUenkR+XcNupt4X7+NZ7fOtb6vFj3bF4bHxORM8TOZG3F9xBXzH4AV897qI5PiMfPjVZ2cBCSNhA6/MGqg7DxljxkiQkCMBRfrYCwvWpEMzePgzITFOokUag9LHxBoKLO9q8dIpF5GRCG2lhYm/TQX/GgZk8TiyZMeWWdXj2bFUjb5LAdRft41FNy+GgzZEMzSKyggbCBode4NFH5fFYWbGq5Cbtv6GGjD7RRAmN7U4yMsQ0jfBmFvwAoJ83h8fMeJnLj0lCKEItYdL3BNFTZ3Bx8jsOQ7oI77QpA62ve4PhTBk/N4fBmxIseVmEcVirAi52grrcHxoA8risKfGhwryelAbqykA9+ptbvWaqs9y8fD/lcWGy+pGBtUuddO9xbWorL4vsvjJGVg0pubsNwsfwv+NRWwxvZXHZAjkdXjKKqgobXCiwBuDWpEtWy+1eMRozGZFMdibEakG9zpSpBmVwuJkZaZUjOHQCwUgL5TfoQasiUNyvFcdPI8zl0lYXYo3UgW7g1cmFN+yxMVmeAF5bWLubnXwtYVlUckx03EUERy/5R1HeiguRggzogkrMsaNu8hAubW7g+NBS5kXCYKNM3qERi7bnUA28dKI8/wDd/v7lOXxzgYchwONTRFgADmxvcswarxMsXPmclNx547/MMn0i1y4cB+t+oFvwrU0jN2qw9s+zzPjnGdpJIZAwZnIL+frrb41pG54f2BgYmJNjqX9OcWk3FbjS2lgKzasjUe2PaWFx6lMcMUc7mLkHUadgKmVw0vF+3cDimLQl2Z12kOQR49gKlWIczgOLaVpbvGzEllQgC/yINTKq3l/8txtmRNK6DGRVQblsQnS9xQYX3BzR5/1ccMyY0gAO02OhvfvWuLOVbhcTjcVjOImZhuL+cgm5AHYDwqoI4qaXIEkTqGhfRlIuCD2qWLBI9rcarF1EiBgRtUiw1/xAmsqbne0MbOggxoy6IhYqVI1LddWBqwbHhvZ+FBx0eLMWIRV8wsG8g01sRUtMCsmTChxP2J8+Mt9JCNbm/a3eorMzcNxkrO6PLYnQBhaw+ak1cIqc/iIM2FeNjLpFv3nadb/NgasiLVeEw8ThBxqM/pEeeQkb733dbW/Cis8+NjejJgQmR0k3KxJBbzjaegt+FWM1ovaXs3Cwop5siR/TlFtpK3BtbTQVKq2M2LiI+LilpEkN3D2Pa1tANKmFUz+3+PkfcPUjLalUItr8w1XANj9pQ5WMuOsDrGCSj3O7cRYnWgt/bv0147GQtlNLuL7rhhe3YdLWqLGj5KPjouPjxCzrFBqrArfQEam1ZV5T71mg5kxceDIIIAVEgazWP2W/Ctaxm032j9PcBMmKdUeRlIK+oQQCOmgC/jWsph7DiYUWJEqnViLVOS8TMrKWO5v+kG1Sqx3L5A5KPKjZyI3BW69bEVdYztWPw/ZuAQzSeqLa7iVBN+36a1Yjfe1PbeLx+FfZs9T9ROrHwuaza1Ik/Y4vHmcRO59Rdp3EGwHyAqYXLISYGLhSyGN3ff5W3EHUa9gK1GaruM9u44zn5HdJvlZjYldvn1awt/GtMr3j/buLjz/uoi5lbdcNtK+Y36ACs2txnPeuPjDLDRNJ+6cqWUFdosANRa+vzq6s7Hye0OPbBxBKGWUrukdCAWPUXuD0qjEe5eEwJXbCDyiKKQyE7l3Frbf7tulbjFN4TCTHgZluY8ddqFupPQdLVBlzxWLi8lPPC7szXQ7yCOoPYDwrTMTUVXZXAcfkSGQho3Y3YoQLn5EGg6PgcGPHlhUvaUAO9xusDfwt+FBPicbBi4z48bMUkJJLEX8wt2A8KBvH8VjYJk9Jnb1LBt5B6X8APGoIJvbnHSuWG+K/VUIt+INawJcXhcLGjlSPdeVDG7k3O0/Zb8KkHo+b7knhVWXGUC36fU6/+GvVvHi68+6VfeTLEgEO9G/UA/Q/7tSR1oiL3UyvFKsABiYODv7qb/3au2vhjTby+msDNTKw8fNVbrkRpIuvZlB/jXzb7fRFSzC+i9detLUwlSbaACvyPatyphzTArY6X1OtECSZO4kBbp060yuAMknmHlsBr1/0UHLlRJukmsqLoCT1J7VMrg79+WPkTTtc1Mrg85ixqWcantemTBcTM9YkrHZfn1/CkuSxPLlMdFU/aaZSRB6jsdVOvx/0VGjwGGuw/AXoip90eonHCQpfaw03W66eFZtbkScDgWx0kmjtuF7Xv/Ck9Jfa/GQdFC2UdNackwlRyBuK2X51qIFzOWiiU2FyPjVuxIz2dzpYNdCD0Av/AKKzlcKTN58RRsfT17eb/RTJhWYPMvPd2jOh6bvj8qsMJ5OXCBmaL7d3+iiYBcj7lhxcFppk2RqCS27r4AaUHjHuf6pS8jI8S43p4iMdo323AdydtakRj8j3y0j7Y8Ty+Pqf+rWsM2r/ANr5E/IzqTh2W/d//Vq2kj2f2/jpjwpfHANtfN/orFrUi4jyiZ/SENlJ67v9FZy1hf4+SkWnpgAAd/8ARUtMIc33BHGdFFx/i/0UyuGZ5v3zBhQPLIugHTfr+VMo8o9x/UafkJivon0wdB6mn/lrciWn8By+dlMBj4fl/mJfT/y0ymF7yeeceNEyobmY28rWsfuqcjC14xoYMeJfS3Em5s3Xv4VLssibkebMakCGxHTzeH+zUytGe2+Wjmj9aSKwFzq3X8KZE/M+8XiQw48XXQkNa/22qCmXnXexlgN+tt1x+VXJhLNzUgUJFjaHU+bU/wDhpkP4Z3bfPPDtudFDf6KuUwD9ze5ZEVYIoCT0ADWvf7KRUvtvicuaITzY/ps53fquQP8Adq2phfT5OPERGULBbWBew+0WqZXBiZ+GfNHjgm4Bu3X8KnIwteObFLF3hFxY3J6fhTJhdvy2NCFWNRuA8en4VnkuEL+4GKMUTy9zu/0VRhfenvgYkZjEV2bp5v8ARRFH7YGVyUnryY21GOnn1P8A4a1akj13iMePCxlcxWe2gv8A6Kl2amrszmQCfJ8Ov+is5XDKc17rCh4zHfS2jeP2VuVjCgXnppbpBilYwdW3db/ZWsphpOEWIQhnj3dxdr6/dUuyzVcZfNBEVI4iQBqb6flUhYo8rnEKO5j8qg7yW7D7KZMMlj89+5zGVoLKdbb9T+FaymFpgcl5wjwWjOtw3x8LUyYXGXzMWBx0uVNHsRVJ/V4D5VFeccZzU3MZ0mbJi6O/9Ml7gC9h/LW/UY9tT7k58YWPG3o6+n5Ru7AfKprV2eMcn7z3TSt+13M7H/2n/q10YH53ukcfxGOhxLPIpmkHqf7o/TSGzHH3aSSTi6nU/wBT/wBWqjv+rP8A81//ABP/AFaDv+rP/wA1/wDxP/Vpkd/1Z/8Amv8A+J/6tMjv+q//AM1//E/9Wg7/AKs//Nf/AMT/ANWgT/qv/wDNf/xP/VqBf+rP/wA1/wDxP/Vqj0uXjI8mGSeOUKkWlyu5SPA+FenavNp6AHBhdEiSRQFADgfwNWFRFZ4pEQMGjVrddSB41fdY/rMvqX6WcgeS9i8XKNWhjMD/AP3TFf4V4OyY2se7q25aytPLrIPh1rm6JUVnW6nQdqsZqOTdax6djWgJC3pwmWXyqbnWplVJl8um52B8oBIPjasXZuaqbFkzeUykk1GPG24eF6znLXpoPQkVQLm57CrhnLosDIla8jWW/TvVwZWsEMUEYRe3261cxn2kYx3Gl9dRTkuHBlU9KzyXDmZr3BsO9TzRVZoOXKsIUMFa9yL2NMKtcLHEOOsVyQLnX41IWixGLXOgrcjNoLk+RjgxxdgrHt8KtqSMpyHLxufIb99Ky0pcjKJY+bU+FMCsznDX+WtVAcMkkQAU3Pagm9Rp1upLX60hXmX1N90wpG/GQy7pVN5XB0Vdbr861Ga8gycp8h9q6Rjt41vDNXntr21LnTKSp2XqmHtvtL23FiRL5RcWrnlvDc48O1QANLdain40e3L3v0A0rIH5HmY4A5ZwAD2qZaYzmvdSjcway+H+mrhMsJzHIZPI7mJPpA6CtyM2qHGwnzMpYoxqTawrWUw9q4fgo+P4WC0dmRbsbWJPxrna3hk/eGR/Wx0At5rmkRecSXMSSbbi2h/KoqTK4/Jy5OnXoewHypAXh8V+3iQbiF6N2qoYMTDlyCsYMki9WPSmQZNxEaxBzY2tepVRpDG+kdj2tUUSMMiIqCQW/m7VUOxPbuJJkrNOplkFv1dB8hQX2RtxcYiMAACwqLhgc7NycvLkWM7Y1Pnaqiy4CD9zIEj3S7LAkdB8qmFa5OOkjTwJ7UCpxhZruSOxI6/Kgi5V+K4vCebLn9KJRqx7/C3epkw8sxuKyfdvPvkxxsnHRtaIMNSPj863IlewcH7dx8GGMbAoUeHhUtJBvJZSRptTQeArLVZXmOQWKJiXtYakVpliHy2z8krANATdj8K0y0fFcbJIyqBtRLbj4mpauGllWLExhGn6z1NqyqsycrZDfdZFHmNaGX5XPkngZYyArdR0varKlVfGYxEpYXLDW/SlRr+I4/zerJcheg+NRWQ+onLyZeVi8Fi6bjunI8OwrWkZ2q14Hho8TEVGAAQ3/wBJpaSM59Q+S9TjJMlTZEJgh8WY+Fa0TZ5HjYz5XI42Oi7mdxp9tbrEGe/JUTkJYEYME2RC3QbAL/jV19Jt7ZKgWqEqDqBao6g6qOqYHpmByeXFC8aSXA/kHS58b9a7uJsfK5MFwYgWQ2YjTr40ymAo5SdMiQAaOwcjrY2pNsF1lj6h/wDpvyXyfZORHKQXgynGn91wHH515O3+z0dUxrh6N+0kkZwRtB116kdq54dDB/SQnw7fKqKSX3CokdfTYgGxFtKxd3SaKbm87Jy0aWCVg4XauOfKpI8PjWeWWprhDhca7W/eytG8ig+iRpYjW5+FQaLBgw4IliRhYaKBppWptGbB0axA+XrWuTOEhW+g0PjWcrhEV2NY3N9PtqVUiLcWvr8KgZkAxx3B61cAeLI2xESE7T38KspYJ4/CH/FOpY/qqostiot3Nj4VqRnKp5Ll4kQ+awXsO9qWrIx+ZyByCzG9r1lVdPMi2AAAA1PUm1ADtldSQCCTex8KoaYFYEs2vwNWJVfkmFLhn+wDWiZYr3b9SIOIxmweKZWygCHnOoS/U/Oki5eJchyE2bkO7sW3sWZjqWJ6k10kYtWvt/gmzJlO3y3q2pI9j9re30xoVIXUda52tyNzhQWUaVlVqrqkfgO5+VRWf5P3CkM/phrXB+GtBgOT9zl3kBfdtY2sbitTVLWZkzJsyS7E7bmwreGMi1gklUQwpudtFqWrI23sv2UmPbJyF3Sg7tdOlZtakb7MhVcOw1ABNvCsq8g5BG5P3Y2LES0cBF+/TWtRHomHgJFhJGOq21qKZl5sGKot+s6fbWTKvWfNzn2RCyDS5/GrgX3F8X+2PqSG7sLH4Cgh5vOVFMcdt3QCoqDBxpIsQO+judxNMIscUDZqSWvp4CirXGVVi3kWHj8qplmPdfuGGCEhm2oOp8aYZyyftjA5b3Rmt6d4OMiNmfpuq4V7BwfCYfH4ghxlFx1apasgvMlSMXOhA1NZVm+X92cbgXMrgsOiLqT9lEYrKh5f3lykUkkLY/Fxn+nEep/xGrrMe0t/T1DgPb2NxeHGkce0AfjVtJBGXnhP6at00JrLTPcryUa7ncjauoubaCrEec8vyc/MZaYWLfYTqR+dajFanhuAhxIY02i46n40VooFXHUKoCm9yTUqxX52S8krgNZb60hVLyM+6PYpvbqO2tEVEsRVCSABewHcmqCuFw/VyFI6D9Wl6K0fM8jj8Pws00h2lR5PEnsKFee+3ePabLk5rkT5nN13feAK3biYYkyuTzi8lmNxuCgCJ/8AEz3sqqP5fifGszVbWN+p8T4/E4qkgRB9qKuvQEkk1vVjZj/ZSKuRmcpKBsw42ZSf71tLVqkZbmcqTKznkc3Y3J+bamukjnkDtFb4pkltazhShD9lWa0y7barxwmXBb04mS7avEy7ZanFMuC1cLl6PlwYKSOu50bddHJBJNWxy5I05HIaa8sXlkIDva19LXp5JZSPhN6rSTm21eiatY9L1lp9D/8A00Z9uN5vCYNuT0pVZurBgV/C1ce7269Xp7aUZY/V8dB8q5OrLc/yLlhx+FeTLlN3C/yr8a57X8N6z8mcZ7XaICTMcl+pQGpNFu7wLk/qXy3LfUDH/an0uOx8gw4WEP06EqJXt+p++vSvPNrdnq4Savb+L4vMyUSbLlU3FyoBue9euR47VoeNxj2KH+8uhq8YnKk/ZZMXmjk9TwVtD94rN0XmJxc5SximGyQePT76z6UeMVXF7jxv3rWEyYIAAwI69DSapaZJArIQxGmlW6mQGYmLj4zPPIiRjx7msXVqVPwvIR48MwnYDHNnhJNja1WTBfKq5r3Rj2ZY2vb41bUkZPN5b1QQz2BOnyqKEGbixq3nBt0+dUV+TzXFwhpJ5hYCwubCkSqHL+pXtyH+ksrSsTt9OJCb/Im1AZhc5yGdGGxOO9GCxPqzvqfsF6uEywv1G9xZuIiQxZAUtf1AgIt8j3qyZHkOXNNlSkkkgnp3PzrcjGRvGcDPO6kobdqZJHqXs/gY41Tehv0+z41zuzcj0nGw0iRQq20FjUy1gfCW8wtYLUyYV3Pc1HhYpZjbv4DSg8Z5b3PlcjzN/UtApIVR0N66a6sXZDsZ3KqL/AVrDK14riZt6l02g20NStR6D7b9uQJtkKl+5NulYrTb4WPCiBdLDW3c2rGWsAPd3Lpx3EZEi2DiM7QR8KqPOvpxw82V6vKTC75EjMSep1plcNpyuemJikJ5j0t3uBUyYUXF4mVy0nqN5EU6nrb4VcmGtx8DHxIFVBdhpe1MmC5OSI4t1ugqJhm1Y5ucqDUbrnwFqRauORyVxwkfQkAbauUkScSHZw8oNj0HagK9w8tjcdhPNK3pxopJ+6iPGcnKzOfyRPMxXHeS2PANSRe1yK1Ij272ZwQweFjjC7Ba5+2s2tRezvHh4jPfUVFYX3F7lk1hibfO97BT0+dMJlVcL7ZyeRykyswaA32+PzreIj0niOLXHW4UBV0AtYVitQVn5m1NqnzWtrUVlOU5iHEP9Vx6r9BVRiOf5PJzCMeAH+odungdL1ZEy0HtT2i+Hj/uXADECxYa1bUjQTLFFcta4NRYDzuShiN9127UGfyeRDNJIfNYEgCgEtJIBcWGhIGuvhTAmg4XPy5ACpCE2BOlvjTA0uBxH7CMKANo13E2/GrlGI97c5xknJw4+RMJcfGJZseHzu79l8OtNTZULD7j5UgRR/ssX+UsLbR8BWkan257LgxVaPe7A6ySXsWJ1qWrIyf1t5HBwuMx+Gwo1Blb1J5Tq5CdBc6gXrWjG7CiI8b7IBYbZM6Tcx77F1rcmaztcRimAdix6sb3r1yPPkxksQB+NLFlKIT1q8U5HiLtVicjWhN7/hUsWbOEYPaxNXETkURD7qTUuxfTN+lMJyNMbX0pZWuT0aDEOVOQV/rKbLfvXously+Np277a4ynmwJGC+qQSpG1fA03xYnT8k2lq192Ii8XCwjVWkKlph5bWGuteKvtRu//AKf/AHDGfdWXxu6wnwwYh3PpupP4Gufa69fh9JZ65rxWjCRK4sJDdiB8FA6/M159naUFg8VDhKWgT+o3/EnksXY+NSardgnuHLGBwPJ5pN2gxZpS3xWNiK1fEZnmvl76Ke3W5j3S2bMu6PEG4k/33rzdOr2d+3jD6dghMahB+kWAtXqkeO0RGl/5dp737VUycIST5Rck60wZDzrjofNbcKl1iyq7N52HGiLRtaQdAOn21Kqmm95Zjks20jp5dKmKuYqOQ93ZMyhIZGjKtdiOptU4nKKnK9w+sQkjtKIyGG/RSw1qYXLsz3LyedAglSOLaNqot+nw1qyJlR5mZkwAyTS7UOpW40FUyzmb7246Fm9P1syX+6ikKP8Aaaw+6rxZ5KmX3XzeZuXHx0x1boTdmH8KvBLsk472xynLz3zMkspOqDT8K1iJlccz9K8zEwF5fgo/W5HBO+TCfzCeIasq+DjqLdaxs3rf20vG8vxsvs2XmVeOBIomM0TsFZGUaqQbG99LVzm/7dLo8H5rkm53kWlI8p0hiGth42q5qWQfxftKY7XGLLIx8Ea35VrNZxG44323LDEpGDJu8NjXH4Vm5aki1wMqLAygMgCBb3s5A0+XWs2VqYaGP3JxboGBYsP7qtb8qeV8KzP9+cVjq21JnYdABYfK5qSbJbq8692+7pOQdk9Mqp6Bn6fYK7a64cttoyeCrHJDsNSetbYbfhuLLkyEXHgO9TKtTj8afIANV6msq3XD48ceMCTqOtMA+QqY72BP975VMLlkfc8kWRGcZ41lBNvPqBVkORnEYskGLHBjH0ok0AQaa/KpdV5JcjDXdsch/C/Q1OMOQ7Bx4MbG/wCXRYRqSFFtTTjFm1NOZqWeQ6eJqcYc1byHJbgbSGwNmBNOJyOwII0T147+pa97mrxhzofJkkycgEsSwtrc2+6pxXmNh5LMxYmkRgGA76j8al1Obzz3p7y5Dk5DiOVeNTY2W1yPvreurO2zQ/Tf2zO7pl5ALd1Ddq0y9maNcbDDiykDrfvXOxubYYb3FzuZmZQxUsEQ+YjS9qs0S7I+L9tQ5EzZc19/Zb6fdV4plr8LGSFNsQBUDXsal1amw/8AzCNIyDowF6xitZjL+4ObYf04hd2HbxNBmGw5JXM+ZIN3UAnpVzgwO9t8Vi5fJIFs6Ibtcgms8l4tbyuT6VoIgAFA+QAqxKys02XkZJjW5Qd/E3qpgwcBm5E3qTtt7Knc1UWuN7WwY0DSm56kmpkwsMfF4+E+SNdO9qZXCm573pxPFT/soFbM5JtBiY43ML9N1v03qexns6P3rzrFMh14rEbX04zuksexPQVZr+zl+hfDexuH4uP9w8fqzAXMknmYk/OrkwOlx2chkG0fD+FQWMcqwICWsn87fOg8A95SNznvt8RmvFHJtbW9kXUiuuviOd81We9uQWbMXDisuPiKI0Ufea9HRr+a8/fv+GYEYI6aV6eLz8jTECde1TCzYqK1tNasLT/TrXFnLvT1pg5OeIfq8BVuqTYwA3Cheut6zGj9lzboa1jKZcY7D5VLME2elMJlnAisu7o3Su9r48mPSbksKVsnHEMgsVBlsdQfGvLtLX1Oq6z37S81j5svEwIg34tj6o7gqfA+Ncnriz+jsc+H9SODySNsU7vADtN3RlYMfstXPsnh00vl9ZZXNtN/y2BG+TMBYlVIVfiSa8t2d5qixc7Kjwj+9w5YckMwYkhw1ja4taw8BW4ljC++8z3PyfGZXFcPhjfnI0EksxsqpINrGwv2NTaWrrcCPpn9N8b2hw5g3GXKnO/ImI6ta2ngKa64Nt7W2SFLhiSoXUHx+BrbAWbKiiVyzAD40Gf5H3PFADtexIsLGparG819QEhkMQYHxJNQZLlPqLBGxDkbj3BpgyzfI/VuDEjfaEMpFvO+0fd1qzVMs6frPijcWjYv4Ri4P2kirxTKnyfrBnEk4uGBfq0jX/ACrwORqfU3kcwAZU0mOOn9EC34a04nJb4GXhciF2Zxmc/ys53fcTephcryHhoVFyDf4igsuM4+J3ZCLFT0I/EVMmGt4zj40Km1mH8w6ihhrVzP22DJNISwgjaQlf1EILm1TC5eIe6uW9qe9cq+LxGRHkO1/wByknobj/edBvVj8SL0x+15AIfaWVDAceJ/Qx1JYqmhYnTzv+tvvtVQdx+ByeO6xwZMygfyrI39tLIZq7MORLEUlyJZJD1V5H/trOFyXA4aFGNwN/U21/GqmU8mRBiyMu662Jt4fKphcsNyeYWncLc2N7VvCZZ+ZJMiYm24k2AHaqyu+O4+F0CkbD496itp7f46ZChI0+NZqxsMfj1Vt5WwABBqRVlhO24i1gdPhQG5T+ilwLqwsfgaDH5yK+Yxcmw110FutUH4eRH6TBLeTpr1+6pkVOfy6R5CiVupuaol/wAwnlQRQHap1D2tpTCZPh412geRixYHUk9bddKBkXE48/qMym6WPXr3pkF480bYjFV/4ehHhRQyxiFDK/636N0pSM/y3KuwkxISdFN3FtaYTLI4HF3z41YFndunXU1aR9Ce2OHTB4+IsvmCi1ZrRfcXJyRwCKIXboKYS1m8TiS84llG6VtSTVwZafFiijhCgAH4VA9chYwwvf4+FQVebyiqTsF1Ght41cGWbyGyZs5SxB18lu2vU1RbSAXVWAvbpa9TAdBFDjAyrZCepUAflUusam1Vs+XN6jH1G2E6a9az8cX5Kfh5TxQtJv16271eETmmg5nKRvVdl9MDqetOC81Tynvl0Zo0s731voPwqcDmh4z3Dy3LZy4eFEDIf1y67EB7sTV4JzW+XwPFe2D6+FK0ksg9TKeUAlsgm++/6vkCaY/RlQH3zJ6xQRGRidSSAPwFSa1q7RPF7lz8qSyxqQOoJNh91qfGnNpuKweR5QBbFC3dRoB8KvBOYfn/AGf7picRYE8WSjdY33o2vS7C60un6Wb/ALYXm/pPLx2SeRwCy8oQRkYMsquGJ6tFIPj2NblY/wCHj/OYHI4vJS4/IwPjZSnc8Ugs3m1B+RHSvd06+Hh7d/ILbYXrvhxy4oLDxNMGXCMVeKciCO5NJqvI6wvrVTJ2zcLdq1hMm7AAB3rK5OCX6VrCZMkRjp+Fc95Wta30s2S8YUkKtgVIGt7eNb1sfM79Npf8Ew5WZ1MTsXNw56i4pdpYadd12FZcueoUTOxj7oDp8DY159tY+pptceE3B8ivCe4OM5b1JCuLkRyq63baoYGQBfit6576x269r+X2xxnK42VhRZUIH7fIjjlgkXT1BLYoR87143sEZUAkBDWA8DVTIIcbFclVBII172+FFMzPQx8aWXVQilrHqbdrVUYb3P8AULjOMx1aaZIvKH8zAAAjuTUo8o5n61YjxsMeT1yx0Kjy6eBNWa2l2YrkPf3M5jM/qrAjfptqa38Ncb9jXOMqeSbNzJA0uUTf+cMARenCxZ2638gcjhMtmI/cGQX0JqYalyqeU9tZBgd/SDuouGUam1FZj9pHezoV7Hsa1hnKeLj0IPpS2JsLOND9vargcMaaM7ZIyAOjLqLUwJ4oVZgY2BI6W63oLzA9xe4cCPbBluV7Ryf1F+5r04rlq+J+pWTA0YzsFJlX9csJKN/um4rN615PSfanvb29zDCKDIEeT/8Ak0w2Of8AV7N9hrF1saly10kiSIY9BcFWXxBGtB5+ntjF4bk8jLiF8YgtEv8AdJOq0oH5PMiSEzhNCbEDoSainxMiYaZDJtZtelAsiyywLIo29LNQHcarFGEgsdv5dzRGV5uf0cicg3UC4PbrVwMjBkieeR2PmY2FVFvwPt+cs2TLGbE+W/Soqy/bJHnpbubBRpes2rHonD4d41EYABAOv5VGl1KoSAppr0NIgaDJjitc329upvQdyuTK0RsdfwoMdzGVKkwKt5Tox6k/9jVQMOcxYESMPd36hNdaYCcjhT5caZBG3aLj+yqg7h3jkC+pfd029xaorZLAn7YEL1AF9aKDdPQV7AbTb4Ggrcr0sfCZGYB5H3HtpQDZ8qS4yCMkkDzEURiuYy/28UrpHtKnaHPc0Gi+mXAHMl/zHJBduqg9AKWq9lytmPjx3PRbWFZVm+QT1pFJPkB71pBCxxIFsQD/AAqUMmy9gAGnagr8nLJJANtdfjSQU2XkHcQD5r6gdKqEwo3lm3sSGP6T06UBWVKMUeo56eOtANFl5Oc3pJ5Ih4DU1cBZ8QIwDHQDRidKAfKzUiYRx2Y9CflQUPN8u2wbBYDy2v3pgtVGBgZWfOIoReSU2FtftJNVHqvtjh4eEw1hQAytYzSW1J+dZqsh795/1Z2gjfc1yGtQZLCjlmmCgEMSBcUyseo+1/akcaRyTJvYi+3t40R6RxWOuNCSF26dhWWsMD7v99TQ87+wR1ihO0K/dmPw8BVkMs/7hmGHiZPMZJM0WNE0u89Bb+01qTLNuHzpmclNyGZNl5Ls+RM5csxLdTe2vhX0OuyR87eW3JqHdceFd9blyvg4BW0tar7T0cE7AaVZEtdsJ1HSmDLvTpYci7dLW1q/hMk2hevfvUxhc5coG6mC05lAIvWsJK9AyUxMdFSAF4yLru7fKvPpqn2N4sPb+NhyRvJHFtlQnvpuIqb/AMW+jbnMiW4KLcZMieWSRzuBuCB8K5cnpmnnKl9wQ+jHHIgspeygG3axNTb01r4r33/6e/eE3J+3cD2/lyb34SaX+s380CpeJSfFWkt9grybzy9evp7aCpkLkjYoFmvpURiPef1c9ne0oZDm5KtkakRX1P3XNFfNH1H/APqO9z+5cuTF9vbsHDYBFKD+pYCxIPa9akR5kuHyOdN63IZMmZNe15pGkAP2k1011Yuy7i4uDYqTS2ksAAOuvhXWRzy6XEeBjGfMg/RfrXbrv4eH7XX+YSNIw/mIB6j41uOXoakwC7VJBJt5e1XjEvZhKMidTY6j8aTp1v4Y2+3vrfasyfb3H5Uks3njd/MQpFr99DUv19XTX7u+Mq6X20q39GcEf4hb8qxfrfqtT/Y/uIjxHJRi8f8AUUa+U3tXO9O0enT7mm0QSY8gYLPDZ/7xG0/eLVi6We3fXt1vquMRjYFZDY/ytr9xrOHSU++QesflOnlN6GU0S7FMgbYQdLmzX8RVMth7d+pHP8b6cczjPx0FhHNcsFH91/1ffes3SVZs9Awfe/tXmIyJJP2cu3zw5FgC3+Fx5TXO62NTaVm2zONysjIibLhjETH04966gdD1rOFyMXkOG9NY3yo2RRa5kX+2phonIcvxsOKEhmQxjU2ZSPhrfSrImVvwDR50LZDTRrGy2AV1YkL42qEY/wB8SRiOX0WAhQ6kEdvjVhWF4bkeKGUHyMlQoOqgFvyFXCZbc+/vbccS46ZDeUeUpG/h3vapxq8gGP7v9uJyKZEzzOFP8sdhc/M04U5RuuM+qfs+KREeWZd38xhNh916nCrzgjnPqT7ZXHeSHOB3CwGx7j7CKXWk2iq4b397WA9WXNNmOpaNySfuq8acoM5v6l+z5MYGLkhdP5drgk28LVONOUYLmvqHw7R/0XeUsbaIQL/barNalsZ+D31BC6+jjM7D9TOwAv8AIXrXFLV3jfVPPCrG2CjwkjTebj8KcDkuOJ994uPnLPk8c7R9VCyDT7CKt66k3eoY31H9oSY6M05xHI1SVelvitxXO6WNzaB+W94e3pIFlj5LHeM9LOoP3dazirGGyvdXGZ3JbHzoo4UOhZha1/hV4plqcbN9uJi2/wAzxWBHQyqOvjc1cGWA988zwfoiKHLhcgltqMGv91JDL1L6RZ/CT8Fihs9BKg80LeQn7wL1NpYssbLlZhPKWjbbEuiHtpWSqZpY2yEiQ7hqWPYW61ZRDk58CSmzhj0HwoK7Jy1VgS1z3HU60MqvM5SKEF3YJodq9SaoH4yPIzGMpa4Y9GqsrlhBhqWYjcPE0VSNJkc1lkRaRRt1HwpIWriOSHj49hIaTpaiM/yfLztleiAQ79Lan7qYMo5QIotxFtNWNUZjLnOVmrjoNxY2Cj40HpXtP2/Hx+Kss3/GI858PhUtWIvc/u7GwI5I433TkEKq9bnQVBieH47l+ZyjKIWmZ2sZLeVSfjRXpHtf6dJjzpkZJ3OmqoBoD9tBu4eLWEAR3Bt1rKp3XLUAbrjo3yoPHvf/ABDYvKyzqt5MizFz1AOnU1uMvOvqD7ryMrjMf25HMWWNvVzmHwAEcRPe2rGu/wBfr5bPP9ns4x50uMwk8o0XUE+Neyddz4eO9kx5KmNKrbpW8ve1anXZc1L2SzEiVV9T4AdDW/bFuEgj26A9a3jDHLJWRh8vhTFJYXy2uO1VC7QdaqZcyi1qWRZTY1W3TWsyLbS+mB1rViZa+OUZitGFKzG7a9PDSvLrvMHb0b2rrgZUhxBjObOJCWfxFtKnbMx1+rtjxfFXLI7YwEr7dv6AerL1rzenv9s/y0qzMsbrviVr7T0FdNY5b+ntX/0+cRBh4X707FXMklQqDcofKLm/jtFeXun8np6LeDRfV/35L7c9os+FkGKbKLwYkltwWVfEDtWcNvkheC57n8183lcl7ysWeaW5ZidfKtdNevLntvgY/tv9tI0GOhjK2G8tq1+t66zXDF2GY+CmHEHY7GYWbcL31rUjNVrSWy7liD1WQeBrK24WcGRjZDtGt3dAP6httF+xretcuySw2bj3iuWvcdGvcfMV1mzyXrwVbLbvbuK6yx59pZ6TPaRg17aaitxy28mPFKoujXW9qqba3HgxIZHYhBcgXIplzusvpbQcbgScSZ5ZxFOxKqvbSuHPa74/D1zq0+PKplh2HbvEikDzW0/GvRHk2zPSIwYrqQ0SMPADrWb1y/hvT7O2v5DniYSQI/UQdxuBF/hcVj4NXX/3dkPk4hY1IErA9w4BH4Vz+CPTPvWe0C8dL0Kqw/vqdp/GsXpr0a/c1syfJg5SraO7L06BiPurN67G9fsaVXf5GE3Sl39ZtCNmlY+Ox0ndrfygPG2bcSov+qs8W5sVsQFSt1MZ6qKYUhWZIVjgBDDowNhTCyhcnj+QkxSgG9nOt26fHWpdTKLG4TIhAH6nb+7UmpkQOMybqWjPl++rgyl/aZIa5iPzqpk70slpFARtwFibUwZLk42dN1hcjtoaYMm4fH58cBWSOxN7KSLj50kA+Rx2TIGU7QD0LMAKli5DPxVo19XMgjtqbNuP3Cpgy5cXh4zdst527iNbX+RNPCrbiocPJJWMmEjRElN91uh3DT7K1Gauk47IDKwivbXy2b8qqBeSfOmYosL7B1NulqVYq5MfKMOz0mMi9GsfxrNi8iw4TLEfWUqWHU6E1cJlBJNOzbQNyHTaOtqmFyhTipZZSdhAvobU4mW34aQRceF3lCgOnyq2Epk/u7PxsfZhZUkbJcHZI4H2i9qxdYvKmwfUX3NDGTFyEhYjXdZv/MDU4RedCQfUH3WrvJ+9LE6m6IQPwpwhyqQfUr3YqmV5o2YiygxLU4ReVAN719wSzqz5Clzroi2F/nerxicl7h/Uf3Fhx+aeJ1VdFaNb/har8cOVVmf9TPcnISlf6QjOhIQ/xNZ4ReS2436nc3xOEsIhx5fU/SShVr/EgitXSJzAcj9Uua3kLjwhyNT5j/Gs8V5LD2Jz/JZ2bPlZvptDHGXZwvmuTZQDc1LMLKveYz8vKxtsEZIPhqTr4VnKrP2f7dSPIOTnWbJi09M2/pnwPxqZWRY+6vdpxUOJx95MptLRjdtHckC9BR8D7WyeTmGTll23Hzbgd32/2VLVeue3uCi4/ERIksPAdTWcjTwNsi867WPQ1chZJLLexBHcdDUVHHmyyNsAAt0FB5l9YcxcTjZ8x9GVLRgf3h0rWrNfNcZklZ5pCS8rFr/OvpfW08ZfM+1v5wcy7VJtXqsw80p1lOh+6r4Q4RgGwGlWRORVT7hVkS1zLuOlS+SVxiumovVwcvJoRhomo73qYXP7L1up8vxp7P8AJCoVTbUjpamMQz5JH5vKQSe57UnnwtbR8eJFJSIhQLLJruIJtpXzsPp4FcdixpjskkjAq25EPXT+2t6bPP3defK9yA+TgO2OCJ3AMIOnwrz7eK9WvnVUZOKMbBMMyA5h2lj8T11rprfLl2z+InjffHOcZw0+DgKFkVtwlA3FSSB5hcffWOzTNy69O2JhJyPKchybQnPypMow3YCQ+UM3UqvQda1NZDba0DLKykSL5Cospv46d61hhHHA8s7SzEtezEnS9akS0/Px4ji+o6gu3/Dj7XB702ia2s3NFvm33BubMo6C3hV0185cfsdskwIxtiOQEJLDQjQadzXThHh17rPCWad1KpuLKo8o+dWaxbvsl9MSRrJ+nsfnWpDbzCBN0gVe+g+Nq6yPLdrfB7rYhNVF7tTGYnLjZn0s8fJg48MZYyDNEVu69QRoRXHzfD3fw18z8qNVyJdwH6FN7eF664w8fKbTB0KqXAe4XwreHHW+cX0PXAVoWljYEr1XwFc+fnFe2dOtmdUULjaYivcsDXTDx3sn9aSJX1BPxv8A99Sr1+bhDsswDdD4jWpmOuLHSPsay6C2gqTW1vfukga8w827qa3Y8nPzkyYMz3ttJ8QCKl646a9+2fFNMMPmIjUfZ1rN6pXSfb3l9oJMSGQDcvpOb7Sv9lcv/PK9X/v2n4Ojw1UgTEyr3OoIFT/zVuf7KfpHl8YCb4jEk9E3W/Oue319nfT7+l/KCLGzo2Ks0qeI7feK5XSz29OvbrfVJlx50a3incX662qWNzYG0/IFCpyJAw+P9lZXKWNclo7PPI5+LH+2rIZCzbIz53JY/wAtyTUAMsEkpLA7V6gVKqtcHftBv2rDUXPH4axoDIASeviK3hLV1iwxhh6ZsetbkYHR5j7Sok1HQ3sfwoIZsnIQEpKbEG9yTRTYeZzkQBZSqr2B7mgSb3Ayn055Va/iiv8AjamQ/B5vhRMsuSQYY/NIoXUgH9ItbrUyuBX/AFNiZTloeOMcTE2Yt2+WtMpgTBm8UYMtMkmNpUX0lDeYG/wFFwAX/IApUIbt33f20MJfS9u6lulrAbh1t8KqYQSY/AWskxT4UzBAcfhXCgyFVACnaDc/Eg1PC4KuDxAKhXNvG9XA6bA4plB/casbbWBphEK4fHCyxy2PfS32a1MBGg4gPefLPqAWjUa6/G3QU8KXIh9vRPrN6x6koDa/hrTwNt9NOW9v4cGe2RjF43ZDGSoIO0G/X51x7PLpo1+P9Q/aMeVuTFlcpfyRxqbkdBe9hrXPDeYz3N/UXInzJp8XjY8YysSRIxY9LahdopxOSPi8nneQheOSb08aZg8kUKLEDbpcqN1vtphLXpft/wDeR46KJGAFgSQG+/cDUVr8DMEdllHlOt/CphcrtcdmiM0ZMkf964/jTBlVTZqySvjwyb2A1A6VcGRuOuPjQ+rkOgci9r9DSRMvD/8A6ieWY4GHFChaHIdh6wHlBXXaT4mt6xjavFIAPTBvoNARX2emY1j43dc7VJcAEm1q65cnAQ23aXOl6z4Ln0VlOmlwe4rVSUltbjp0tRcnlLWIFMM5KFk3XFttuhp5Mw1wQfAml8LDkj0O7vVwzajeMq100v49Kzdcem5tn2cp8t38tu1ayl/w9FjycdCok2xxgWBYi4IPevmvrAsz3Vx6TEYsX7iU2UORZa5/lvBvH5PPKrShFUNIC7EghUOvludKvFMh8zl82TKkhWSOQkESWsSOw+2rrq49u+MOBw8OERQgtlbR6rLdiWPUWHao7SOnzpCYwiOsT3DEWvcdrdb1bUiDCyJMnIQxkmNDtUNc3v40hV6A+yTqCSL6aa6AVuOe2QfMzxxBBYiR12gd/wDWq4zXPs7OGuapdiBj22dDXbGI+XN+W1tPjICXTU9zXTWZjlvtx28GFWYi9reNTg38wgBljWxHibdqsjO+yQyqZY5F0KnUePxphZtPabL2vPeJSYnI1NNPC9+NrMekD+q8hjckhBYFiT9grLpJx8ZcvlYAfIiusjy7WypziKygA2b+73rOXSaZgiffihgGF3ULbxqazlXXt2vXPAWLcWuP1djXfi+bN7lPtUSMynoPxrG08PV02cs5dLDvMZDnda5+yuGvl7uyzX35yGlj3eYraxsTXq1nh8ns2zTFC2I+ytcWZvg1o71LqzNjGiBuGNh1rn2S48PT9e68v5B3gEnn829e4NulcbpnHl7dezEskzDibjvur0Pn2YpANeutIFsR1pZ+1m1no113L5gD4Vj45+nWfY3/AGgbFhY3KKTfwFYvVr+nSfa7P2X9nEBZUAHfabVz+HWvTPudkn7BzcVE7BgWUjr0INZv1o3P9jf0a/HxMhUuAbWBtWL9eu+v39b7iqPBPHOsx2uiG/pqbEnt1rlejZ3n3NL+RywSyKCyel4jQ/iKs69l/wDTp+0v9dAPTQMQOu6xpevYn2tP2aIMhm3MbdyO331m610m8pGxcg2LGw8F1Jpxq8ojFrlDGwHYt5ai5gTIVlYAAm/wvWasJBivLKsduvUVJDInMlljQQRALs76CraQJjs8rFQxLj+bx+RqLRaQN/MDfuWq4TJ8giH6Te33VcIaHINtiW/u21++osTJ6JQlofMOu0mqEjkiH/sWsRcC9APPmiZWhgX0t2rNoT8hfoKmVVuSkxkC7ma3dulSqSFn9TYdq27gWNAb+zlleOKIXeRgPmSaUb7G4JMfBEEKtZRY/E/99cctrPMwIMLjlZQFkIAFqmVwE4rh2yGDyp6hJvr2q0egcBxCsqbV+GlZVu8DjIooxfysO9BY/t0UWceU96ypvqFoJMaCd1jf9Ud/KbVpC42Vgcbit6q3yXvYAAkDtTAocnJ5HkZy3mgxE/Stxva2gue1XCZeVfXp5RxnGwjyxiZzt6kts6/ZXXrma59lxHjUcbrYoSCOoGte2Znp4bZfYhUlZTdDdu500rp/Kz05Z0l9ozHJuAsVANcbyjtJrRWOxsY2PyNenp7M+Hm7+vjcxOUZbW6fjXfGHnzk8KS1+1quGcnlAPlarhMmBNxt41MZW3DgjLre96SVc5KULCrjKZwb6JVRbzKeoPas8cLyy1kPBZbAScrkJGzG4QkO3262r5c1t9vs5Nn4ngcJlZ8xpi51QbbfZY6U44XyAzopTkGIP/yxP9MIwGh6BrVMFuIfDHiQySmKMh9osrm4uOtdNdcSvJv2S7QxOTxI9khu8y3WWNfKDfod3wrk9mA7Zi5CyXLDcxOh+4VSx2BmSrkqqOVjQhmQWt4WFTJhqsrkcTHhWeVWspBW+pYn4fCurnYosuWXLyWyWBVXttB12jwr0dev5fG+33crieoYYJHW40Gu4X61d4x0+yRQSBbBevUjpW9JiOXdeW3iHBFVwrG5t26VuxjW4PiUN0FrdTUXUu2ziw0v3px/Kze+p6XDPG0UWNJZQ6fqvqD2Nq8+3t9brxdZkHPiNFJtLXYfp+PxrppfDx92n8vCGUG4b9J7/Oukjzb39lgTIMt0PmHcdLVrw56TbP8AERlzvM4aRdVXbuHQmmmkjX2O27e/wG3mPQHr0rpnDzf5SKN5tbrYffVz4ZntzDaQCDcaXBrnxy9PPjhGxZR+rynxrUc9/NzhEZNvYm/c1qbYY45KJWA7DwpkwiZmuSdfyrNrUhFc7SAdBc1i+HbW23GcI90Ts2x7nuRU02l9NdvXtrfJALG1Vj2cut71pm+CMrlSV1YdBU2uG9JlGhO27DaRe9Y1uY1tpiopJGuQP0+NLGpfDr7hp99GfRhFzqLCjZDGwN2rLRNsWxgbhj+i3j3pWtfQSaYRuQLnb1t/GsW16deqWeXQs0pL3uttLjvTWZZ7LNb4EwoNwDORbVfnU3mInVvbtJR9sSFklmNwCQVa5B0615bX05pAhjFyq2lU329LWrWklY7LdQoV8eVTbaD1CgV04R572bS+aTLXHlnYxpuQGyMwsT8wKTrn5Xbv29z0G9NIyWVQh8BT4tSfZ3SnMLrZ41dR9hrF63SfZrmfH2gCPXsb0+JqfZhu6DfqpLD+7axrPxtXv/OEyZoC2QMnY6A6fI0nVaX7URIENm3Fr/C1qTqtL9nWBv2KvJ/xdhBuPA1n4a1PtapXhRomSy+p/fY6Uulka17tbcRFFxborb3SaTqm0ggViauvJsPZHCy5mcMvJQRRYoPph+juelu2lZ2lXWx6CMNtoBCqOwUXvXPDpkHnxq7IJEuqWAULf76YUdwuJPk2ggTYztqToAKg9H4bjMPj4grMrOF8zeFZU/O57h8Rf62VGijXzMv9tXhTlFFyX1T9kYdlk5RC1tAm57/AWBrV69p7jM7Nb6rPZ/1z9sYkZGHHLlsQbERlQD21a1anRsxfsaTxllpfre0rSFcOV3kYXlJAFh/KBdrCuuv17XLf7Oupj/WjlFiZcfAiU9A0jF/wAWu+v0v3Xn2+/PxGK92e6uQ9w5MM/IRpugQqix322Jv0Nb06p11z37r2T9KtLWvs2362r1z/AIeO/wDJk0LM25SbD7Kx2aW+m+vskmKZtYMGtqOorlZcuudeOHWXerLoCe/alkm0sWbW62UUiMV169a9UmXjtLtJ1OnamDJY7/zDTxqxKUKLm1xVTJt13BSNfGplrHjLjGQDrbWpg5OUMy99etPJR+1klKkPK2i3bpr1FfIxX3JtKkcY3qOzkPKCNoUeUAaWJqqHMsrTIttwGqr2q6+2OzGPIpFdnDSH4j4fdXq1lur4vftJ2ePBj5ca+oghURggIxH8w1vXkr7et8GCDc7Xuu/XpYD5V0+N5dPtW2zCThsOM8kGdgdhvbx8K5yeXrt8NJnCGYnGkO5gA4t+lfCus9uPZfCmnilgkCOCAdV+Ir163L4XdpdaSSWy6qLkWJ6aUsZ07fGCmSQqBe6kWA7Wrd9M67ec0wIz3a2idakq76/pLCTtBHWt4y487MwRilDOpkQlQfNbr9lTf06/XxmZTZOwzs638Fb5Vy0mXs+xvxvipcQQzIwkJEguQ3a9N5Yn17N/P5QvAzljazeBrWtc+3S7WnJaOMDQPbzCr7ZmNNUBN7hCbddtddY8e1/RGIKhSoAGu7vrUx5W3+OMOS4+Ksa1GUjEEEHpawNR2yGki2sCpII79jWbE5cYbkKjKHuB22Cn+KtxjMQsth3pYxKUlLAAWI6m9JVcFBiZgLqvU+FXMWabe4jAVVGwD7KzJJ6W7W3yaSDYk2pSEEqhtvS/ftXL5pnD1f8Aj3uuT2BS394a11eb1UIA3E21bU1JI1drTNd2n6aflXbPMSNLdqn5XJLgi9/nSk8EbzG1r/GophS7DX4UaybLjDewYdDZtdNKYam9OKBQAosKuPDEuUauEk1F7djWNr4dtLi5P9R31fVWI0PQfZXn+J7v/X+kciFJPJ0OoPxremsjl377U54y6Bielbx5c7tLqjiNm6+U9TarY5ylnjO4uuqN3FZldN5+YBEfkLKe5uO96xJ+XS7eoUBztuPmKvlnMlENDHGTuW7dRXLjbXqu0118uQKdx6C326V2teTXX9m+WwW1j3PjVlYtN22bTWlXPg1SJZVhI6nzH4V5+zfzh7vr9fjIiHEiUtZNpZrH41NNM2R0324y39LWJnCCx2gCwC3r7HX1zWYfC7e7bbbKDIysuOZSk8i6EGzsLfKxrwfa0nLw+n9PtvHyanI8mkiquXOXJubOx/EmvNxnrD287PNo6LnObxz5eQyBLoNHJA+d66fBJM1wn2rbZE2Z7h5yeMxnNnndz1eQjX7KaaS3Ehv2bSeaqDDPK5abIZjbQGvZ/wCbP5eD/wBdn48q18aRJiu29ySGOotXHbqxtjDvO/Ouc+R8YjjgRZCLnSvVrJJh4ts25hFhUISAPharNfCXbyjaIqbgCx7VnFbm2SNEhYEqCfGnGWrNrg4EK25l+FqvpMZLa4va1aQoRXBYjUdDUxKZwiRV9Q7RceJrjJOTrtteOKkeRQupAPhXW7eHKamqQ5IAJ737UllWzB+w/K3StYZyeANQaIa63IsdBUs8rrXEA7Sw1PagVdDb+9VzhMZW7ZKzAq9ombqVFhc+Ir4+2+X29OmS5/IGfGeIXOg3fqGoNvCsO5mLBNNudBtUAjefhrWoxt7SQyBcYk3DXIB+Pzr0TbGj5u/Xz+x/iGRlpZliK2RfMQO9cuvXNev7XZw0zBqEbyGNgBex8K9W2MV8rrtu0o7jZMZ1eBh6MmpDL+o6V5Na+1tr4RDfHLIxbdewUE9hXo6tfy+Z9vtxOM/ArccmyySBvBiPzrrjDhN/kmLVdkqblSCe1/Gt/h5dpjbBVQKSLXJ0rWHObWVMsKk2vYdTUvt100lnn2lVFDEKNxOgtWpGNrJcSOs6uF6N4Cm3perxsfK1wkdybagE6VNV7sW+KWMsH2E2VhrU2mZleu3XbH4SscmOznXbbT8r1y8PZ/KTNDv6rn1bWU6XrrpY8fbrtt5cdCp6W71vLlZJh0gI/WAwPRhTWp2a2GxMVYi11I0+da/Ka+J5SEzEXt07ULbUUrEi7f7tRbmh3ZSSRoNLA1EwYWJbU300qKjdT9grFjUqsy1nEgaNm9RtAo/TYeIrx92cyvrfSut1utH47M+OkjCz21Fevrtuua+f3azXfE8xKmP6li36RWtvTPV7R5McSPZdQCNK83xfl79vu2fxhvrM1yxs3au8rw7eackZb/CO7GtRJCNH1Nr270Jk3QdaqGsQNV0v3rNakIpB71YU7aCOlWRMom0PTrWa3CNYLcm9SrEPp3fc1Zw3y8H6A/EdCatwS2JTPAyAOCGBJuBeuPG5ev5ddtcUjOrwWQ/6wP51r8ud2k18IpU9IgGx0B0NxY1vLjio5WuLAW+FZvh11nL0iZAVt4eHWmPCS+XW3kaDQa+NJFtTnazpv0U23MOtqXX9Gu/Kzkc0YjV/LbcfJr2rGmfy7d3GTwhdVAAFmbvW3nyU4zWUhbMdbHxrF3kd9OnawVxsXpLNKUvP+lQQDa/euO+Mvb9fWyeTmXZNrYvGoa57k1z5Yd7JfFQyzSK3qA9bbgPCumndvPVcuzo029xz2fUMbnQN8KbZt/yzrZJ/iHR4+61y3qL+kdrfGvRp9e3/AJeXs+7rr68wTBh6WlYbWYBj8a9k6ZrP28G32Lvt+kq40Zctim/pC+82AFutr0mutnmHLabeLkxo7QNNIdtzdSdNw72rpLIxdbfKNdssTWFwNddL09xjzKj/AGXrYpCIHBNinQgnpauO2MYenSXOZSxY7wY4hJBVCRf41069cRy7ds7IpI3LjqB4UucrrtMGyWA2gi4qVdTAGIXW+tRopQnvbwphJXRuNxTqvjSbLtPy6RJQQEGn941jjc+Fm8sxSjHjBLDqeprXCe2fkuMJbaWHWt4YyYFPz7W7VJFyeqDab961jwlpCoHQE271LDJCmpJphcl2hjfpal1yuu3Ed+3YH+qbaXVvG9fLnRfL6G3+wks8Ij68NxfdG3VDqCPGuW2l19vV1fZ13mYM47IxVSTHckIddrW0brpVjrfPkLOYWgZDCV3m62/lPXStb/1jy9GL2bWGY8KEMQSrHt8q309efLj937HG4OlkcaW/Uu0EVrutjl9LTXfz+Y7FEiS71Zi3Z/zrz6zy+p2XE8DiA7XP6jX0ddfD833b8ts7TB8Ue7QtscXNz3rVjlrfP6QzmV9Sh2g6sPGjdttydGrbwy321Nl67m+j2W8h1+QNXJt15F4iqSQCPUtpU2rp1aT/AOSbgWKsvn6A1jz7dbwvj8o3DbwnQdm+NdZs8u+nkyWZ7gjqNL0jO235/IvFmEg2SsSykE/L41x3n6e7o2zMbez870wAsJF/5gPCmkrX2dpJ4A2AU30I7V3j520yUl1QXNwe1akZztIZe2o79qrEKZWIIJqLy/aG3Qsb2qLk17EkgWqLlFtJOnSs1rJ5hfQnQEXHxpgzg0EAgDr0JqXWLLUmyE2IY2B8wtr86uVxIjdzbbGSBSkuEbRjb11NTCyu9NdqnvrupNVtNN7i2o71bEiTcdAST2HwrUOVQzben4VNqupqopIP3g1zkatpWj6EaVvCSmsWQ26g96XwsmTWkHU6kVjKzUgUPqelVbcOePYT3B6E1nLdhhU6eFElcYx16Wq4Mp8WEF7t+mxNq4717enSGeQsykXCiwPSkyW63IOQMJD5bjxrXtw9flx3aHT51cGfGDgr9hr1J+FXJYULemWY591l8DUyv4PjgeUDaNFOrdqm1ka6+u7XwMb0I0Rf1S9OmgHjXm2819PScZJUixIsQAY7ydTbSxrLpkskS6Gw06VmtygJImL2Vbjua1pJny49223/AFSxxxxvE0qlkB8wXvXo68cnj7eU0Wkaxem00bAgNsEdrm3jevq67S+nx9+uyeVXyU2RZwke1T0t1tXHv22xZHp+vrrmWosCRjiIsimwcg37g+Nceja4xXo+zrrdv4rPOmx2lhRdzogAJFrfZXfW4nlw7cW4iBlWVtqShBqQSOtumlXbbw59ev8ALAX18qwj3WYEkAaDQdzXLXfMy77acbhJF6jIxY7lXUHrXaXw4WefDhqb31I69q0iCWEhvEdzXLbR113DvMyrtiBkfxA7Vzu+J48uuuktzfEOIdkUOfTPU26k+Fa/H6ZzJfHkx8nHhjuw8wPTqazezWRude21EY+QsyXGljqPlXTr3m0cezrutwkVVBNj9lWRm070yO5q4TkUJcEdK1xylrtoAOpNTGIZcq9fCkha61rk6jtVDSHtp0PWp5XMWz39KO972H6uv22rx9fpPuf3TYf/AMQbWv6b/l3vpas9rr9D2pMi37luna97/jXhvt9zr9LLM/4MV7fpFvHp8K69n4cPr/lCv6D/AOl1r09P9Xy/v/8A+hk//CP2dKz9n06f63+9W3HW9WC2z9H+z9l68sfZoNdt3tbqel7fZftXu+v6fB/2P9oJjt6h/T/tXrtXi09kn/Qetrj9P6azs79f5OT9C28f5en41Njq9Gr/AMR+lSNflJjfqHz7df8AupV6/f8A/SSX/inp9nWmvo7P7kP/AAjb/tp8al9t/wDVAnX+3pW76eT8nR31+3pa/wBtZrp1e/yWO/pt/HrW4z+0cltrfp6/G9Vi+ir+k/LvVY19fhG3aqwRrW/sopG6Copnb7aimp3otPb9I60qIk69u/6unSsX26wwX3n9Vra2t+NT8ta+r6SDoOn8a6VxRt+mpW4RbbT0pqtOj+Fuh+XT41T8mrfTr1qfg/KGTv06HrWNm9Ucf6R16/bTVrZN279e9dGEU3Q/9hWNm9THtvW1rWH6b/xrFbS9x8q1+HOGP+n+2sxv8mjpVRw6n596KLg/4Tdf0n/sK47e3u6/6AV6t16dulbefU0/qqsGt+k9KtWHR/p+ystz8m/zVawkPSoifG/+GHz7fxrz9nt9Tp/qdHf9wb36fz2/hT8L/wBvyIj/AFt4bf8AZ+zvWPw6o8q11+Xa9/srnG9g38n83Xt1rtp/8PN25/ymk7denetT257+v/7TY99g69/022/b8a+h9X1+Xzfue4IFvL+m+t+v49q9TyK3krfuBa36R+np+PevL2e3t6vRZ/8A2d79Ps6fCucdOz8eiY9/T03f7Nr/AI02/qdX9kUn6I/DebeH2961GaMS/pG34Wt363rp2+mOj+1D436Dfx7/AMLVrr9MdntJJ0HT7en210vpjVCv2f7HSucdKbPfd26d7XrO66K2X9Z+2vHv7e/r9Qbg22t0+PX8a9HR6eXv9jB3/TXojzU5+n/a9WsxGeo+feo3Cj+b+NEILbe340/C326bovT7aU1P/lPyrX4Zf//Z" width="255" /> </div><div style="color: #073763;"></div><div style="color: #073763;"></div><div style="color: #073763;"></div><div style="color: #073763;"><!--[if !mso]> <style>
v\:* {behavior:url(#default#VML);}
o\:* {behavior:url(#default#VML);}
w\:* {behavior:url(#default#VML);}
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</style> <![endif]--><!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:UseFELayout/> </w:Compatibility> <w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel> </w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" LatentStyleCount="156"> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style>
/* Style Definitions */
table.MsoNormalTable
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mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin:0in;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
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font-family:"Times New Roman";
mso-fareast-font-family:"Times New Roman";
mso-ansi-language:#0400;
mso-fareast-language:#0400;
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table.MsoTableGrid
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mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-border-insideh:.5pt solid windowtext;
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mso-para-margin-top:3.0pt;
mso-para-margin-right:0in;
mso-para-margin-bottom:3.0pt;
mso-para-margin-left:0in;
mso-pagination:widow-orphan;
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font-family:"Times New Roman";
mso-ansi-language:#0400;
mso-fareast-language:#0400;
mso-bidi-language:#0400;}
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</span></span><b style="mso-bidi-font-weight: normal;"><span style="font-size: 15.0pt;"></span></b></div><div align="center" class="MsoNormal" style="color: #073763; margin-bottom: 0.0001pt; text-align: center;"><br />
</div><div class="MsoNormal" style="color: #073763; margin-bottom: 0.0001pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 15.0pt;">PERGUT<sup>®</sup> B20</span></b></div><div class="MsoNormal" style="color: #073763; margin-bottom: 0.0001pt;"><br />
</div><table border="0" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; color: #073763;"><tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;"> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 128.1pt;" valign="top" width="171"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10.0pt;">Loại</span></div></td> <td colspan="3" style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 362.95pt;" valign="top" width="484"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10.0pt;">Cao su chlor hóa</span></div></td> </tr>
<tr style="mso-yfti-irow: 1;"> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 128.1pt;" valign="top" width="171"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10.0pt;">Thành phần</span></div></td> <td colspan="3" style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 362.95pt;" valign="top" width="484"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10.0pt;">Bột</span></div></td> </tr>
<tr style="mso-yfti-irow: 2;"> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 128.1pt;" valign="top" width="171"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10.0pt;">Ứng dụng</span></div></td> <td colspan="3" style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 362.95pt;" valign="top" width="484"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10.0pt;">Sơn chống ăn mòn, sơn sàn bê tông, sơn kẻ đường</span></div></td> </tr>
<tr style="mso-yfti-irow: 3;"> <td colspan="4" style="border: none; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 491.05pt;" valign="top" width="655"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><br />
</div></td> </tr>
<tr style="mso-yfti-irow: 4;"> <td colspan="4" style="padding: 0in 5.4pt 0in 5.4pt; width: 491.05pt;" valign="top" width="655"> <div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt;">THÔNG SỐ KỸ THUẬT</span></b></div><div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div></td> </tr>
<tr style="mso-yfti-irow: 5;"> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 128.1pt;" valign="top" width="171"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt;">Đặc tính test</span></b></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 119.85pt;" valign="top" width="160"> <div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt;">Kết quả</span></b></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 120.6pt;" valign="top" width="161"> <div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt;">Đơn vị đo</span></b></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.5pt;" valign="top" width="163"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt;">Phương pháp</span></b></div></td> </tr>
<tr style="mso-yfti-irow: 6;"> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 128.1pt;" valign="top" width="171"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10.0pt;">Độ nhớt ở 23<sup>o</sup>C</span></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10.0pt;">18.5% trong Toluene</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 119.85pt;" valign="top" width="160"> <div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><span style="font-size: 10.0pt;">20 </span><span style="font-family: Symbol; font-size: 10.0pt; mso-ascii-font-family: "Times New Roman"; mso-char-type: symbol; mso-hansi-font-family: "Times New Roman"; mso-symbol-font-family: Symbol;"><span style="mso-char-type: symbol; mso-symbol-font-family: Symbol;">±</span></span><span style="font-size: 10.0pt;"> 4</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 120.6pt;" valign="top" width="161"> <div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><span style="font-size: 10.0pt;">mPa<sup>.</sup>s</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.5pt;" valign="top" width="163"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10.0pt;">DIN 53 015</span></div></td> </tr>
<tr style="mso-yfti-irow: 7;"> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 128.1pt;" valign="top" width="171"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10.0pt;">Độ màu Iodine</span></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10.0pt;">18.5% trong Tolunen</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 119.85pt;" valign="top" width="160"> <div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><span style="font-family: Symbol; font-size: 10.0pt; mso-ascii-font-family: "Times New Roman"; mso-char-type: symbol; mso-hansi-font-family: "Times New Roman"; mso-symbol-font-family: Symbol;"><span style="mso-char-type: symbol; mso-symbol-font-family: Symbol;">£</span></span><span style="font-size: 10.0pt;"> 7</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 120.6pt;" valign="top" width="161"> <div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><span style="font-size: 10.0pt;">%</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.5pt;" valign="top" width="163"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10.0pt;">DIN EN 1557</span></div></td> </tr>
<tr style="mso-yfti-irow: 8;"> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 128.1pt;" valign="top" width="171"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10.0pt;">Hàm lượng Tetrachloromethane</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 119.85pt;" valign="top" width="160"> <div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><span style="font-family: Symbol; font-size: 10.0pt; mso-ascii-font-family: "Times New Roman"; mso-char-type: symbol; mso-hansi-font-family: "Times New Roman"; mso-symbol-font-family: Symbol;"><span style="mso-char-type: symbol; mso-symbol-font-family: Symbol;">£</span></span><span style="font-size: 10.0pt;"> 0.005</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 120.6pt;" valign="top" width="161"> <div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><span style="font-size: 10.0pt;">% wt</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.5pt;" valign="top" width="163"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10.0pt;">Bayer 2201-02472</span></div></td> </tr>
<tr style="mso-yfti-irow: 9;"> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 128.1pt;" valign="top" width="171"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10.0pt;">Hàm lượng Toluene</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 119.85pt;" valign="top" width="160"> <div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><span style="font-family: Symbol; font-size: 10.0pt; mso-ascii-font-family: "Times New Roman"; mso-char-type: symbol; mso-hansi-font-family: "Times New Roman"; mso-symbol-font-family: Symbol;"><span style="mso-char-type: symbol; mso-symbol-font-family: Symbol;">£</span></span><span style="font-size: 10.0pt;"> 2.5</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 120.6pt;" valign="top" width="161"> <div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><span style="font-size: 10.0pt;">% wt</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.5pt;" valign="top" width="163"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10.0pt;">Bayer 2201-02710</span></div></td> </tr>
<tr style="mso-yfti-irow: 10;"> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 128.1pt;" valign="top" width="171"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><br />
</div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 119.85pt;" valign="top" width="160"> <div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 120.6pt;" valign="top" width="161"> <div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.5pt;" valign="top" width="163"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><br />
</div></td> </tr>
<tr style="mso-yfti-irow: 11;"> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 128.1pt;" valign="top" width="171"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt;">Một số thông số khác</span></b></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 119.85pt;" valign="top" width="160"> <div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 120.6pt;" valign="top" width="161"> <div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.5pt;" valign="top" width="163"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><br />
</div></td> </tr>
<tr style="mso-yfti-irow: 12;"> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 128.1pt;" valign="top" width="171"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><br />
</div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 119.85pt;" valign="top" width="160"> <div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 120.6pt;" valign="top" width="161"> <div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.5pt;" valign="top" width="163"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><br />
</div></td> </tr>
<tr style="mso-yfti-irow: 13;"> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 128.1pt;" valign="top" width="171"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10.0pt;">Độ đục</span></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10.0pt;">18% trong Toluene</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 119.85pt;" valign="top" width="160"> <div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><span style="font-family: Symbol; font-size: 10.0pt; mso-ascii-font-family: "Times New Roman"; mso-char-type: symbol; mso-hansi-font-family: "Times New Roman"; mso-symbol-font-family: Symbol;"><span style="mso-char-type: symbol; mso-symbol-font-family: Symbol;">£</span></span><span style="font-size: 10.0pt;"> 2</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 120.6pt;" valign="top" width="161"> <div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.5pt;" valign="top" width="163"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><br />
</div></td> </tr>
<tr style="mso-yfti-irow: 14;"> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 128.1pt;" valign="top" width="171"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10.0pt;">Tỉ trọng</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 119.85pt;" valign="top" width="160"> <div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><span style="font-size: 10.0pt;">~ 1.5</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 120.6pt;" valign="top" width="161"> <div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><span style="font-size: 10.0pt;">g/ml</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.5pt;" valign="top" width="163"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10.0pt;">DIN 53 479</span></div></td> </tr>
<tr style="mso-yfti-irow: 15;"> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 128.1pt;" valign="top" width="171"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10.0pt;">Hàm lượng tro sau đốt</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 119.85pt;" valign="top" width="160"> <div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><span style="font-size: 10.0pt;">~ 0.3</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 120.6pt;" valign="top" width="161"> <div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><span style="font-size: 10.0pt;">% wt</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.5pt;" valign="top" width="163"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10.0pt;">DIN 53 568</span></div></td> </tr>
<tr style="mso-yfti-irow: 16;"> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 128.1pt;" valign="top" width="171"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10.0pt;">Hàm lượng nước</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 119.85pt;" valign="top" width="160"> <div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><span style="font-size: 10.0pt;">< 0.3</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 120.6pt;" valign="top" width="161"> <div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><span style="font-size: 10.0pt;">% wt</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.5pt;" valign="top" width="163"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10.0pt;">DIN 51 777</span></div></td> </tr>
<tr style="mso-yfti-irow: 17; mso-yfti-lastrow: yes;"> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 128.1pt;" valign="top" width="171"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10.0pt;">Hàm lượng clo</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 119.85pt;" valign="top" width="160"> <div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><span style="font-family: Symbol; font-size: 10.0pt; mso-ascii-font-family: "Times New Roman"; mso-char-type: symbol; mso-hansi-font-family: "Times New Roman"; mso-symbol-font-family: Symbol;"><span style="mso-char-type: symbol; mso-symbol-font-family: Symbol;">³</span></span><span style="font-size: 10.0pt;"> 64.5</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 120.6pt;" valign="top" width="161"> <div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><span style="font-size: 10.0pt;">% wt</span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.5pt;" valign="top" width="163"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-size: 10.0pt;">DIN EN ISO 1158</span></div></td> </tr>
</tbody></table><div class="MsoNormal" style="color: #073763; margin-bottom: 0.0001pt;"><br />
</div><div class="MsoNormal" style="color: #073763; margin-bottom: 0.0001pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt;">Tính tương hợp</span></b></div><div class="MsoNormal" style="color: #073763; margin-bottom: 0.0001pt;"><br />
</div><div class="MsoNormal" style="color: #073763; margin-bottom: 0.0001pt;"><span style="font-size: 10.0pt;">Pergut B20 tương hợp tốt với nhiều loại dung môi, chất hóa dẻo và các loại nhựa. Tuy nhiên cần kiểm tra trước khi sử dụng trong mỗi trường hợp cụ thể</span></div><div class="MsoNormal" style="color: #073763; margin-bottom: 0.0001pt;"><br />
</div><div class="MsoNormal" style="color: #073763; margin-bottom: 0.0001pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt;">Ứng dụng</span></b></div><div class="MsoNormal" style="color: #073763; margin-bottom: 0.0001pt;"><br />
</div><div class="MsoNormal" style="color: #073763; margin-bottom: 0.0001pt;"><span style="font-size: 10.0pt;">Pergut B20 có thể được sử dụng trong sơn chống ăn mòn nhanh khô với độ bền thời tiết, chịu hóa chất và chống thấm nước tốt. Nó cũng được sử dụng trong sơn sàn và sơn kẻ đường.</span></div><div class="MsoNormal" style="color: #073763; margin-bottom: 0.0001pt;"><br />
</div><div class="MsoNormal" style="color: #073763; margin-bottom: 0.0001pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt;">Lưu trữ</span></b></div><div class="MsoNormal" style="color: #073763; margin-bottom: 0.0001pt;"><br />
</div><div class="MsoNormal" style="color: #073763; margin-bottom: 0.0001pt;"><span style="font-size: 10.0pt;">- Bảo quản trong thùng kín</span></div><div class="MsoNormal" style="color: #073763; margin-bottom: 0.0001pt;"><span style="font-size: 10.0pt;">- Nhiệt độ từ 10 – 25<sup>o</sup>C</span></div><div class="MsoNormal" style="color: #073763; margin-bottom: 0.0001pt;"><span style="font-size: 10.0pt;">- Tránh tiếp xúc trực tiếp ánh sáng mặt trời, với khí ẩm, nhiệt và các vật lạ</span></div><div class="MsoNormal" style="color: #073763; margin-bottom: 0.0001pt;"><br />
</div><div class="MsoNormal" style="color: #073763; margin-bottom: 0.0001pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt;">Thời gian lưu trữ</span></b></div><div class="MsoNormal" style="color: #073763; margin-bottom: 0.0001pt;"><br />
</div><div class="MsoNormal" style="color: #073763; margin-bottom: 0.0001pt;"><span style="font-size: 10.0pt;">Ít nhất 6 tháng kể từ ngày sản xuất dươi điều kiện bảo quản đúng cách. Điều đó không có nghĩa sau 6 tháng sản phẩm không còn đáp ứng các thông số kỹ thuật, tuy nhiên cần kiểm tra hàng trước khi sử dụng sau khoảng thời gian trên</span></div>luan tranhttp://www.blogger.com/profile/01988397608967425698noreply@blogger.com0tag:blogger.com,1999:blog-1837305117183115030.post-82825882979363440662011-10-07T02:09:00.000-07:002011-10-07T02:09:39.756-07:00PHỤ GIA PU RC201 VÀ CÁC ỨNG DỤNG<b><span style="color: #741b47;">A. SẢN PHẨM HIỆN CÓ</span></b><br />
<br />
<span style="color: #741b47;">Tên sản phẩm: Castalys RC201</span><br />
<span style="color: #741b47;">Quy cách: 50kg/thùng</span><br />
<span style="color: #741b47;">Xuất xứ: Đức</span><br />
<span style="color: #741b47;"><br />
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" width="241" /><span style="color: #741b47;"></span>luan tranhttp://www.blogger.com/profile/01988397608967425698noreply@blogger.com0tag:blogger.com,1999:blog-1837305117183115030.post-18186542383013044922011-10-07T02:07:00.001-07:002011-10-07T02:07:56.075-07:00PHÂN TÁN MK0369 VÀ CÁC ỨNG DỤNG<b><span style="color: #741b47;">A. SẢN PHẨM HIỆN CÓ</span></b><br />
<br />
<span style="color: #741b47;">Tên sản phẩm: MK0369</span><br />
<span style="color: #741b47;">Quy cách: </span><br />
<span style="color: #741b47;">Xuất xứ: </span><br />
<span style="color: #741b47;"><br />
</span><br />
<span style="color: #741b47;">--------Hết hàng---------</span>luan tranhttp://www.blogger.com/profile/01988397608967425698noreply@blogger.com0tag:blogger.com,1999:blog-1837305117183115030.post-18661016740457497912011-10-07T02:06:00.000-07:002011-10-07T02:06:23.828-07:00CHẤT CHỐNG TẠO MÀNG METHYL ETHYL KETOXIME (M.E.K.O) VÀ CÁC ỨNG DỤNG<b><span style="color: #741b47;">A. SẢN PHẨM HIỆN CÓ</span></b><br />
<br />
<span style="color: #741b47;">Tên sản phẩm: Antiskin M.E.K.O</span><br />
<span style="color: #741b47;">Quy cách: 20kg/can</span><br />
<span style="color: #741b47;">Xuất xứ: Ả rập</span>luan tranhttp://www.blogger.com/profile/01988397608967425698noreply@blogger.com0tag:blogger.com,1999:blog-1837305117183115030.post-55205736755335689002011-10-07T02:03:00.001-07:002011-12-19T00:52:08.905-08:00PHÁ BỌT DEARATOR MK1010 VÀ CÁC ỨNG DỤNG<b><span style="color: #741b47;">A. SẢN PHẨM HIỆN CÓ</span></b><br />
<br />
<span style="color: #741b47;">Tên sản phẩm: Deaerator MK1010</span><br />
<span style="color: #741b47;">Quy cách: 15 kg/thùng</span>luan tranhttp://www.blogger.com/profile/01988397608967425698noreply@blogger.com0tag:blogger.com,1999:blog-1837305117183115030.post-35023388923234928872011-10-07T02:02:00.000-07:002011-11-07T01:22:33.998-08:00PHÁ BỌT DEAERATOR MK007 VÀ CÁC ỨNG DỤNG<b><span style="color: #741b47;">A. SẢN PHẨM HIỆN CÓ</span></b><br />
<br />
<span style="color: #741b47;">Tên sản phẩm: Deaerator MK007</span><br />
<span style="color: #741b47;">Quy cách: 25 kg/thùng</span><br />
<span style="color: #741b47;">Xuất xứ: </span><br />
<div style="color: blue;"><br />
</div><span style="color: #741b47;"><span style="color: blue;">-----Hết hàng-------------</span> </span><br />
<br />
<span style="color: #741b47;">B. THÔNG TIN SẢN PHẨM </span><br />
<br />
<br />
<div align="center"><table border="0" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse;"><tbody>
<tr> <td style="color: #741b47; padding: 0in 5.4pt; width: 145.25pt;" valign="top" width="194"><div class="MsoNormal" style="text-indent: 0in;"><span style="font-size: medium;">Loại sản phẩm</span></div></td> <td style="color: #741b47; padding: 0in 5.4pt; width: 280.15pt;" valign="top" width="374"><div align="center" class="MsoNormal" style="text-align: center; text-indent: 0in;"><span style="font-size: medium;">Phá bọt</span></div></td> </tr>
<tr> <td style="color: #741b47; padding: 0in 5.4pt; width: 145.25pt;" valign="top" width="194"><div class="MsoNormal" style="text-indent: 0in;"><span style="font-size: medium;">Lượng dùng</span></div></td> <td style="color: #741b47; padding: 0in 5.4pt; width: 280.15pt;" valign="top" width="374"><div align="center" class="MsoNormal" style="text-align: center; text-indent: 0in;"><span style="font-size: medium;">0.1 – 0.8%</span></div></td> </tr>
<tr> <td style="color: #741b47; padding: 0in 5.4pt; width: 145.25pt;" valign="top" width="194"><div class="MsoNormal" style="text-indent: 0in;"><span style="font-size: medium;">Thành phần hóa học</span></div></td> <td style="color: #741b47; padding: 0in 5.4pt; width: 280.15pt;" valign="top" width="374"><div align="center" class="MsoNormal" style="text-align: center; text-indent: 0in;"><span style="font-size: medium;">Dung dịch Fluro silicone</span></div></td> </tr>
<tr> <td style="color: #741b47; padding: 0in 5.4pt; width: 145.25pt;" valign="top" width="194"><div class="MsoNormal" style="text-indent: 0in;"><span style="font-size: medium;">Dung môi</span></div></td> <td style="color: #741b47; padding: 0in 5.4pt; width: 280.15pt;" valign="top" width="374"><div align="center" class="MsoNormal" style="text-align: center; text-indent: 0in;"><span style="font-size: medium;">Butyl Acetate</span></div></td> </tr>
<tr> <td style="color: #741b47; padding: 0in 5.4pt; width: 145.25pt;" valign="top" width="194"><div class="MsoNormal" style="text-indent: 0in;"><span style="font-size: medium;">Lượng dùng</span></div></td> <td style="color: #741b47; padding: 0in 5.4pt; width: 280.15pt;" valign="top" width="374"><div align="center" class="MsoNormal" style="text-align: center; text-indent: 0in;"><span style="font-size: medium;">0.1 – 0.8%</span></div></td> </tr>
<tr> <td style="color: #741b47; padding: 0in 5.4pt; width: 145.25pt;" valign="top" width="194"><div class="MsoNormal" style="text-indent: 0in;"><span style="font-size: medium;">Lưu trữ</span></div></td> <td style="color: #741b47; padding: 0in 5.4pt; width: 280.15pt;" valign="top" width="374"><div align="center" class="MsoNormal" style="text-align: center; text-indent: 0in;"><span style="font-size: medium;">12 tháng</span></div></td> </tr>
<tr> <td style="color: #741b47; padding: 0in 5.4pt; width: 145.25pt;" valign="top" width="194"><div class="MsoNormal" style="text-indent: 0in;"><span style="font-size: medium;">Quy cách</span></div></td> <td style="color: #741b47; padding: 0in 5.4pt; width: 280.15pt;" valign="top" width="374"><div align="center" class="MsoNormal" style="text-align: center; text-indent: 0in;"><span style="font-size: medium;">25 kg/phuy</span></div></td> </tr>
<tr> <td style="color: #741b47; padding: 0in 5.4pt; width: 145.25pt;" valign="top" width="194"><div class="MsoNormal" style="text-indent: 0in;"><span style="font-size: medium;">Tính năng</span></div></td> <td style="color: #741b47; padding: 0in 5.4pt; width: 280.15pt;" valign="top" width="374"><div align="left" class="MsoNormal" style="text-align: left; text-indent: 0in;"><span style="font-size: medium;">Chống các loại bọt xuất hiện trong quá trình khuấy trộn .</span></div><div align="left" class="MsoNormal" style="text-align: left; text-indent: 0in;"><span style="font-size: medium;">Tác nhân tách loại không khí giúp cho các bọt khí ( hình thành do không khí bị đánh bẫy khi phun sơn hoặc do độ ẩm, hơi nước trong súng khi phun) thoát khỏi màng sơn trước khi màng sơn khô.</span></div><div align="left" class="MsoNormal" style="text-align: left; text-indent: 0in;"><span style="font-size: medium;">Khắc phục nhược điểm lỗ châm kim, da cam.</span></div></td> </tr>
<tr style="color: #741b47;"> <td colspan="2" style="padding: 0in 5.4pt; width: 425.4pt;" valign="top" width="567"><div></div><div class="MsoNormal" style="text-align: justify; text-indent: 0in;"><span style="font-size: medium;">ỨNG DỤNG</span></div></td> </tr>
<tr style="color: #741b47;"> <td colspan="2" style="padding: 0in 5.4pt; width: 425.4pt;" valign="top" width="567"><div class="MsoNormal" style="margin-left: 0.5in; text-indent: -0.25in;"><span style="font-size: medium;">-<span style="font: 7pt "Times New Roman";"> </span>Sử dụng trong các công thức sơn bóng: sơn đồ gỗ, các dụng cụ trang trí nội thất trong gia định: sơn 2 thành phần trên cơ sở acrylic/isocyanate và alkyd/isocyanate: sơn PU 2 thành phần.</span></div></td> </tr>
</tbody> </table></div><span style="color: #741b47;"></span>luan tranhttp://www.blogger.com/profile/01988397608967425698noreply@blogger.com0tag:blogger.com,1999:blog-1837305117183115030.post-13879262057056463092011-10-07T01:58:00.001-07:002011-10-07T01:58:43.282-07:00LÁNG MẶT LEVELING MK415 VÀ CÁC ỨNG DỤNG<b><span style="color: #741b47;">A. SẢN PHẨM HIỆN CÓ</span></b><br />
<br />
<span style="color: #741b47;">Tên sản phẩm: Barium Sulfate</span><br />
<span style="color: #741b47;">Quy cách: 25kg/bao</span><br />
<span style="color: #741b47;">Xuất xứ: Thai Lan</span><br />
<br />
<span style="color: #741b47;">---Hết hàng--- </span><br />
<span style="color: #741b47;"> </span>luan tranhttp://www.blogger.com/profile/01988397608967425698noreply@blogger.com0tag:blogger.com,1999:blog-1837305117183115030.post-43114261310130891042011-10-07T01:57:00.000-07:002011-10-07T01:57:28.792-07:00LÁNG MẶT BAYSILONE OL17 VÀ CÁC ỨNG DỤNG<b><span style="color: #741b47;">A. SẢN PHẨM HIỆN CÓ</span></b><br />
<br />
<span style="color: #741b47;">Tên sản phẩm: Baysilone OL17 </span><br />
<span style="color: #741b47;">Quy cách: 50kg/thùng</span><br />
<span style="color: #741b47;">Xuất xứ: Bayer</span><br />
<br />
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/><span style="color: #741b47;"> </span><br />
<span style="color: #741b47;"> </span>luan tranhttp://www.blogger.com/profile/01988397608967425698noreply@blogger.com0tag:blogger.com,1999:blog-1837305117183115030.post-13649325157298120902011-10-07T01:53:00.000-07:002011-10-07T01:53:16.190-07:00BỘT ĐÁ CALCIUM CARBONATE SS80 VÀ CÁC ỨNG DỤNG<b><span style="color: #741b47;">A. SẢN PHẨM HIỆN CÓ</span></b><br />
<br />
<span style="color: #741b47;">Tên sản phẩm: Calcium Carbonate SS80</span><br />
<span style="color: #741b47;">Quy cách: 25kg/bao</span><br />
<span style="color: #741b47;">Xuất xứ: Đài Loan </span>luan tranhttp://www.blogger.com/profile/01988397608967425698noreply@blogger.com0tag:blogger.com,1999:blog-1837305117183115030.post-10648822118189830932011-10-07T01:51:00.001-07:002011-10-07T01:51:46.568-07:00BỘT TALC KS850 VÀ CÁC ỨNG DỤNG<b><span style="color: #741b47;">A. SẢN PHẨM HIỆN CÓ</span></b><br />
<br />
<span style="color: #741b47;">Tên sản phẩm: Bột Talc KS850</span><br />
<span style="color: #741b47;">Quy cách: 25kg/bao</span><br />
<span style="color: #741b47;">Xuất xứ: Đài Loan</span><br />
<span style="color: #741b47;"> </span>luan tranhttp://www.blogger.com/profile/01988397608967425698noreply@blogger.com0tag:blogger.com,1999:blog-1837305117183115030.post-72766494820861044012011-10-07T01:50:00.000-07:002011-10-07T01:50:40.075-07:00BỘT TALC 325 VÀ CÁC ỨNG DỤNG<b><span style="color: #741b47;">A. SẢN PHẨM HIỆN CÓ</span></b><br />
<br />
<span style="color: #741b47;">Tên sản phẩm: Bột Talc 325</span><br />
<span style="color: #741b47;">Quy cách: 25kg/bao</span><br />
<span style="color: #741b47;">Xuất xứ: Trung Quốc </span>luan tranhttp://www.blogger.com/profile/01988397608967425698noreply@blogger.com0tag:blogger.com,1999:blog-1837305117183115030.post-72889501458332798162011-10-07T01:26:00.001-07:002011-10-07T01:48:26.812-07:00BỘT ĐÁ CALCIUM CARBONATE 3009 VÀ CÁC ỨNG DỤNGHết hàngluan tranhttp://www.blogger.com/profile/01988397608967425698noreply@blogger.com0tag:blogger.com,1999:blog-1837305117183115030.post-89392490801046894392011-10-07T01:23:00.000-07:002011-10-07T01:23:06.259-07:00BARIUM SULFATE VÀ CÁC ỨNG DỤNG<b><span style="color: #741b47;">A. SẢN PHẨM HIỆN CÓ</span></b><br />
<br />
<span style="color: #741b47;">Tên sản phẩm: Barium Sulfate</span><br />
<span style="color: #741b47;">Quy cách: 25kg/bao</span><br />
<span style="color: #741b47;">Xuất xứ: Thai Land </span>luan tranhttp://www.blogger.com/profile/01988397608967425698noreply@blogger.com0