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--
-- Cơ sở dữ liệu: `kt318814u`
--

-- --------------------------------------------------------

--
-- Cấu trúc bảng cho bảng `counter`
--

CREATE TABLE `counter` (
  `id` int(11) NOT NULL,
  `tm` int(11) NOT NULL,
  `ip` varchar(16) NOT NULL DEFAULT '0.0.0.0'
) ENGINE=MyISAM DEFAULT CHARSET=utf8;

--
-- Đang đổ dữ liệu cho bảng `counter`
--

INSERT INTO `counter` (`id`, `tm`, `ip`) VALUES
(1, 1630239017, '::1'),
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-- --------------------------------------------------------

--
-- Cấu trúc bảng cho bảng `table_about`
--

CREATE TABLE `table_about` (
  `id` int(10) UNSIGNED NOT NULL,
  `id_list` int(11) NOT NULL,
  `noibat` int(12) NOT NULL,
  `ten_vi` varchar(225) NOT NULL,
  `ten_en` varchar(255) NOT NULL,
  `ten_cam` varchar(255) NOT NULL,
  `tenkhongdau` varchar(255) NOT NULL,
  `mota_vi` text NOT NULL,
  `mota_en` text NOT NULL,
  `mota_cam` text NOT NULL,
  `noidung_vi` longtext NOT NULL,
  `noidung_en` longtext NOT NULL,
  `noidung_cam` longtext NOT NULL,
  `meta_title` varchar(255) NOT NULL,
  `meta_description` text NOT NULL,
  `meta_keyword` text NOT NULL,
  `loaitin` varchar(50) NOT NULL,
  `photo` varchar(100) NOT NULL,
  `thumb` varchar(255) NOT NULL,
  `stt` int(10) UNSIGNED NOT NULL DEFAULT '1',
  `hienthi` tinyint(1) NOT NULL DEFAULT '1',
  `ngaytao` int(10) UNSIGNED NOT NULL DEFAULT '0',
  `ngaysua` int(10) UNSIGNED NOT NULL DEFAULT '0',
  `luotxem` int(11) NOT NULL
) ENGINE=MyISAM DEFAULT CHARSET=utf8;

--
-- Đang đổ dữ liệu cho bảng `table_about`
--

INSERT INTO `table_about` (`id`, `id_list`, `noibat`, `ten_vi`, `ten_en`, `ten_cam`, `tenkhongdau`, `mota_vi`, `mota_en`, `mota_cam`, `noidung_vi`, `noidung_en`, `noidung_cam`, `meta_title`, `meta_description`, `meta_keyword`, `loaitin`, `photo`, `thumb`, `stt`, `hienthi`, `ngaytao`, `ngaysua`, `luotxem`) VALUES
(9, 0, 0, 'Chào mừng Quý khách đến với Khởi Toàn!', 'Welcome To Khoi Toan Company', '', 'who-we-are', 'Chúng tôi là nhà cung ứng thiết bị và vật tư thử nghiệm chuyên nghiệp trong ngành dệt may, giày dép, da thuộc, nhựa và cao su. Thiết bị thử nghiệm của chúng tôi đáp ứng các tiêu chuẩn quốc tế như ISO, ASTM, AATCC, JIS, DIN, BS, ADIDAS, NIKE, SATRA....', 'We are specialized in supplying test equipments & consumables in textile, footwear, plastic, rubber, leather industries.We are specialized in supplying test equipments & consumables in textile, footwear, plastic, rubber, leather industries. We are specialized in supplying test equipments & consumables in textile, footwear, plastic, rubber, leather industries.We are specialized in supplying test equipments & consumables in textile, footwear, plastic, rubber, leather industries. We are specialized in supplying test equipments & consumables in textile, footwear, plastic, rubber, leather industries.We are specialized in supplying test equipments & consumables in textile, footwear, plastic, rubber, leather industries. We are specialized in supplying test equipments & consumables in textile, footwear, plastic, rubber, leather industries.We are specialized in supplying test equipments & consumables in textile, footwear, plastic, rubber, leather industries.', '', '<ul>\r\n<li>\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Bạn chuy&ecirc;n sản xuất c&aacute;c sản phẩm ng&agrave;nh da, gi&agrave;y d&eacute;p, t&uacute;i x&aacute;ch, dệt may, cao su v&agrave; nhựa?</span></p>\r\n</li>\r\n<li>\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Bạn c&oacute; ph&ograve;ng thử nghiệm vật tư v&agrave; phụ kiện kh&ocirc;ng?</span></p>\r\n</li>\r\n<li>\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Bạn đang t&igrave;m kiếm thiết bị thử nghiệm theo y&ecirc;u cầu kh&aacute;ch h&agrave;ng?</span></p>\r\n</li>\r\n<li>\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Bạn đang t&igrave;m kiếm đội dịch vụ hiệu chuẩn - bảo tr&igrave; mới?</span></p>\r\n</li>\r\n</ul>\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Nếu c&acirc;u trả lời l&agrave; \"C&oacute;\", bạn h&atilde;y trải nghiệm sản phẩm v&agrave; dịch vụ của ch&uacute;ng t&ocirc;i.</span></p>\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">&nbsp;</span></p>\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Ch&uacute;ng t&ocirc;i l&agrave; nh&agrave; cung ứng thiết bị v&agrave; vật tư thử nghiệm chuy&ecirc;n nghiệp trong ng&agrave;nh dệt may, gi&agrave;y d&eacute;p, da thuộc, nhựa v&agrave; cao su. Thiết bị thử nghiệm của ch&uacute;ng t&ocirc;i đ&aacute;p ứng c&aacute;c ti&ecirc;u chuẩn quốc tế như <span style=\"font-family: terminal,monaco; font-size: medium;\">ISO, ASTM, AATCC, JIS, DIN, BS, ADIDAS, NIKE, SATRA</span>....<br /></span></p>\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">&nbsp;</span></p>\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Từ năm 2010, ch&uacute;ng t&ocirc;i vinh dự được l&agrave; Th&agrave;nh vi&ecirc;n v&agrave; Đại l&yacute; của SATRA tại Việt Nam. SATRA l&agrave; tổ chức c&oacute; uy t&iacute;n tr&ecirc;n thế giới trong gi&agrave;y da, dệt may... L&agrave; Th&agrave;nh vi&ecirc;n, ch&uacute;ng t&ocirc;i được h&atilde;ng hỗ trợ cả về kinh doanh lẫn kỹ thuật v&agrave; c&oacute; cơ hội tiếp cận c&ocirc;ng nghệ ti&ecirc;n tiến.</span><br style=\"font-family: terminal,monaco; font-size: medium;\" /><span style=\"font-family: terminal,monaco; font-size: medium;\">&nbsp;</span></p>\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Trong thời gian qua, khủng hoảng kinh tế xảy ra tr&ecirc;n khắp thế giới. Tuy nhi&ecirc;n, bằng sự nỗ lực của bản th&acirc;n v&agrave; sự t&iacute;n nhiệm của kh&aacute;ch h&agrave;ng, ch&uacute;ng t&ocirc;i đ&atilde; vượt qua kh&oacute; khăn v&agrave; đạt được một số th&agrave;nh tựu nhất định. Ch&uacute;ng t&ocirc;i xin ch&acirc;n th&agrave;nh cảm ơn sự t&iacute;n nhiệm của kh&aacute;ch h&agrave;ng đ&atilde; lu&ocirc;n tin tưởng v&agrave; hỗ trợ ch&uacute;ng t&ocirc;i.</span></p>\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\"> <br /></span></p>\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Ch&uacute;ng t&ocirc;i lu&ocirc;n hoạt động với mong muốn gặt h&aacute;i th&agrave;nh c&ocirc;ng. Đội ngũ kỹ thuật được đ&agrave;o tạo v&agrave; c&oacute; tr&aacute;ch nhiệm với c&ocirc;ng việc cũng như kh&aacute;ch h&agrave;ng. Ch&uacute;ng t&ocirc;i tin tưởng sẽ đ&aacute;p ứng y&ecirc;u cầu của kh&aacute;ch h&agrave;ng v&agrave; chứng minh rằng ch&uacute;ng t&ocirc;i l&agrave; nh&agrave; cung cấp dịch vụ chuy&ecirc;n nghiệp trong lĩnh vực n&agrave;y. Ch&uacute;ng t&ocirc;i mong muốn cạnh tranh với đối thủ một c&aacute;ch c&ocirc;ng bằng v&agrave; ch&agrave;o đ&oacute;n sự hợp t&aacute;c từ đối t&aacute;c. Ch&uacute;ng t&ocirc;i lu&ocirc;n l&agrave;m việc bằng phương ch&acirc;m: \"<strong>Lu&ocirc;n đ&aacute;p ứng y&ecirc;u cầu của kh&aacute;ch h&agrave;ng</strong>\".</span></p>', '<ul>\r\n<li>\r\n<p>Are you a manufacturer specializing in shoes, leather, rubber, textile and plastic&nbsp;industry?</p>\r\n</li>\r\n<li>\r\n<p>Do you have a laboratory for test materials and accessories?</p>\r\n</li>\r\n<li>\r\n<p>Are you looking for the test equipments upon your client&rsquo;s request?</p>\r\n</li>\r\n<li>\r\n<p>Are you looking for a new maintenance and calibration service team?</p>\r\n</li>\r\n</ul>\r\n<p>If the answer is &ldquo;Yes&rdquo;, let us be your choice!</p>\r\n<p>&nbsp;</p>\r\n<p>We are the professional supplier of test equipments &amp; test consumables&nbsp;for customers in textile, footwear,&nbsp;plastic, rubber, leather industries&nbsp;. Our equipments can meet and exceed international standards such as ISO, ASTM, AATCC, JIS, DIN, BS, ADIDAS, NIKE, SATRA, etc.</p>\r\n<p>&nbsp;</p>\r\n<p>From the beginning of 2010, we have been honored to be one of Member and Distributor of SATRA in Vietnam. SATRA is a prestigious organization in the textile, footwear, leather industries, etc&hellip; in the world. As a member, we receive their support in both business and technique and have a chance to approach advanced techniques.</p>\r\n<p>&nbsp;</p>\r\n<p>During the past year, economy crisis happened all over the world. However, due to our effort and our customers&rsquo; patronage, we overcame the difficulties and still got certain benefits. We would like to express our greatest appreciation to all clients who believe and support to us, at this opportunity.</p>\r\n<p>&nbsp;</p>\r\n<p>We always work with the objective to achieve success in our jobs. Our technicians are well&ndash;trained and accountable for work, and of course our customers. We strongly believe that we can meet our clients&rsquo; requirement and prove that we are a professional service supplier in this field. We always aim tocompete fairly&nbsp;and honestly with all opponents and welcome the good cooperation from other companies. We work with the objective: &ldquo;<strong>Always meet your requirement</strong>&rdquo;.</p>', '', 'Công ty Khởi Toàn', 'Công ty Khởi Toàn', 'Công ty Khởi Toàn', '', '81139.png', '81139_150x150.png', 1, 1, 1388690713, 1388697930, 10878);

-- --------------------------------------------------------

--
-- Cấu trúc bảng cho bảng `table_addnews`
--

CREATE TABLE `table_addnews` (
  `id` int(10) UNSIGNED NOT NULL,
  `id_list` int(11) NOT NULL,
  `noibat` int(12) NOT NULL,
  `ten_vi` varchar(225) NOT NULL,
  `ten_en` varchar(255) NOT NULL,
  `ten_cam` varchar(255) NOT NULL,
  `tenkhongdau` varchar(255) NOT NULL,
  `model` varchar(255) NOT NULL,
  `mota_vi` text NOT NULL,
  `mota_en` text NOT NULL,
  `mota_cam` text NOT NULL,
  `noidung_vi` longtext NOT NULL,
  `noidung_en` longtext NOT NULL,
  `noidung_cam` longtext NOT NULL,
  `link` varchar(255) NOT NULL,
  `meta_title` varchar(255) NOT NULL,
  `meta_description` text NOT NULL,
  `meta_keyword` text NOT NULL,
  `loaitin` varchar(50) NOT NULL,
  `photo` varchar(100) NOT NULL,
  `thumb` varchar(255) NOT NULL,
  `stt` int(10) UNSIGNED NOT NULL DEFAULT '1',
  `hienthi` tinyint(1) NOT NULL DEFAULT '1',
  `ngaytao` int(10) UNSIGNED NOT NULL DEFAULT '0',
  `ngaysua` int(10) UNSIGNED NOT NULL DEFAULT '0',
  `luotxem` int(11) NOT NULL
) ENGINE=MyISAM DEFAULT CHARSET=utf8;

--
-- Đang đổ dữ liệu cho bảng `table_addnews`
--

INSERT INTO `table_addnews` (`id`, `id_list`, `noibat`, `ten_vi`, `ten_en`, `ten_cam`, `tenkhongdau`, `model`, `mota_vi`, `mota_en`, `mota_cam`, `noidung_vi`, `noidung_en`, `noidung_cam`, `link`, `meta_title`, `meta_description`, `meta_keyword`, `loaitin`, `photo`, `thumb`, `stt`, `hienthi`, `ngaytao`, `ngaysua`, `luotxem`) VALUES
(1, 0, 0, 'MÁY THỬ CHỐNG CẮT', 'CIRCULAR BLADE CUT RESISTANCE TESTER', '', '', 'Model: STM 611', 'Máy thử chống cắt kiểm tra khả năng chống cắt của vật liệu theo tiêu chuẩn EN 388 (Mục 6.2). Mẫu thử được gắn vào gá mẫu dễ tháo rời. Sau đó, gá mẫu được gắn vào máy.', 'The circular blade cut tester measures the cut resistance of a material in accordance with EN 388 (Clause 6.2). A test sample is clamped in an easily removed holder. The holder is then placed onto the machine. ', '', '<p><span style=\"font-family: terminal,monaco; font-size: medium;\"><img 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\" alt=\"\" width=\"383\" height=\"289\" /></span></p>\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">&nbsp;</span></p>\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">M&aacute;y thử chống cắt kiểm tra khả năng chống cắt của vật liệu theo ti&ecirc;u chuẩn EN 388 (Mục 6.2).</span></p>\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">&nbsp;</span></p>\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Mẫu thử được gắn v&agrave;o g&aacute; mẫu dễ th&aacute;o rời. Sau đ&oacute;, g&aacute; mẫu được gắn v&agrave;o m&aacute;y. Lưỡi dao tr&ograve;n sẽ từ từ hạ xuống cho đến khi chạm v&agrave;o mẫu thử. Bộ đếm sẽ được c&agrave;i đặt về kh&ocirc;ng v&agrave; nhấn n&uacute;t \"Start Test\" để bắt đầu thử mẫu. Khi lưỡi dao tr&ograve;n xuy&ecirc;n qua mẫu thử, m&aacute;y sẽ tự động dừng. Số v&ograve;ng thử hiển thị tr&ecirc;n m&agrave;n h&igrave;nh bộ đếm được d&ugrave;ng để x&aacute;c định chỉ số cắt, n&oacute;i l&ecirc;n khả năng chống cắt của vật liệu.</span></p>', '<p><span style=\"font-family: terminal,monaco; font-size: medium;\"><img 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\" alt=\"\" width=\"370\" height=\"279\" /></span></p>\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">&nbsp;</span></p>\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">&nbsp;</span></p>\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">The circular blade cut tester&nbsp;measures the cut resistance of a material in accordance with EN 388 (Clause 6.2).</span></p>\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">&nbsp;</span></p>\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">A test sample is clamped in an easily removed holder. The holder is then placed onto the machine. The circular blade is gently lowered so that it touches the test sample. With the counter set to zero the ʻStart Testʼ button is pressed to initialise the test. When the rotating blade penetrates the test sample the machine will automatically stop. The number of cycles displayed on the counter screen is used to produce the cut index which is a measure of the materialʼs cut resistance.</span></p>', '', '', 'CIRCULAR BLADE CUT RESISTANCE TESTER', 'CIRCULAR BLADE CUT RESISTANCE TESTER, MÁY THỬ CHỐNG CẮT', 'CIRCULAR BLADE CUT RESISTANCE TESTER, MÁY THỬ CHỐNG CẮT', '', '86171.png', '86171_150x113.26530612245.png', 1, 1, 0, 0, 0);

-- --------------------------------------------------------

--
-- Cấu trúc bảng cho bảng `table_background`
--

CREATE TABLE `table_background` (
  `id` int(10) UNSIGNED NOT NULL,
  `ten_vi` varchar(225) NOT NULL,
  `ten_en` varchar(255) NOT NULL,
  `tenkhongdau` varchar(255) NOT NULL,
  `mota_vi` text NOT NULL,
  `mota_en` text NOT NULL,
  `noidung_vi` longtext NOT NULL,
  `noidung_en` longtext NOT NULL,
  `photo` varchar(100) NOT NULL,
  `thumb` varchar(255) NOT NULL,
  `stt` int(10) UNSIGNED NOT NULL DEFAULT '1',
  `hienthi` tinyint(1) NOT NULL DEFAULT '1',
  `ngaytao` int(11) NOT NULL DEFAULT '0',
  `ngaysua` int(11) NOT NULL DEFAULT '0',
  `luotxem` int(11) NOT NULL
) ENGINE=MyISAM DEFAULT CHARSET=utf8;

--
-- Đang đổ dữ liệu cho bảng `table_background`
--

INSERT INTO `table_background` (`id`, `ten_vi`, `ten_en`, `tenkhongdau`, `mota_vi`, `mota_en`, `noidung_vi`, `noidung_en`, `photo`, `thumb`, `stt`, `hienthi`, `ngaytao`, `ngaysua`, `luotxem`) VALUES
(1, '', '', '', '', '', '', '', '19844.jpg', '19844_1366x2582.jpg', 1, 1, 0, 0, 0);

-- --------------------------------------------------------

--
-- Cấu trúc bảng cho bảng `table_baiviet`
--

CREATE TABLE `table_baiviet` (
  `id` int(10) UNSIGNED NOT NULL,
  `id_list` int(11) DEFAULT '0',
  `noibat` int(12) NOT NULL DEFAULT '0',
  `ten_vi` varchar(225) DEFAULT NULL,
  `ten_en` varchar(255) DEFAULT NULL,
  `ten_cam` varchar(255) DEFAULT NULL,
  `tenkhongdau` varchar(255) DEFAULT NULL,
  `mota_vi` text,
  `mota_en` text,
  `mota_cam` text,
  `noidung_vi` longtext,
  `noidung_en` longtext,
  `noidung_cam` longtext,
  `meta_title` varchar(255) DEFAULT NULL,
  `meta_description` text,
  `meta_keyword` text,
  `loaitin` varchar(50) DEFAULT NULL,
  `photo` varchar(100) DEFAULT NULL,
  `thumb` varchar(255) DEFAULT NULL,
  `stt` int(10) UNSIGNED NOT NULL DEFAULT '1',
  `hienthi` tinyint(1) NOT NULL DEFAULT '1',
  `ngaytao` int(10) UNSIGNED NOT NULL DEFAULT '0',
  `ngaysua` int(10) UNSIGNED NOT NULL DEFAULT '0',
  `luotxem` int(11) NOT NULL DEFAULT '0'
) ENGINE=MyISAM DEFAULT CHARSET=utf8;

--
-- Đang đổ dữ liệu cho bảng `table_baiviet`
--

INSERT INTO `table_baiviet` (`id`, `id_list`, `noibat`, `ten_vi`, `ten_en`, `ten_cam`, `tenkhongdau`, `mota_vi`, `mota_en`, `mota_cam`, `noidung_vi`, `noidung_en`, `noidung_cam`, `meta_title`, `meta_description`, `meta_keyword`, `loaitin`, `photo`, `thumb`, `stt`, `hienthi`, `ngaytao`, `ngaysua`, `luotxem`) VALUES
(1, 0, 0, 'Chứng chỉ công nhận', 'Certificate of Accreditation', '', 'certificate-of-accreditation', '', '', '', '<p style=\\\"text-align:center\\\"><img alt=\\\"\\\" height=\\\"1200\\\" src=\\\"http://khoitoan.com.vn/upload/images/ISO%20CoA(1).jpg\\\" width=\\\"849\\\" /></p>\r\n\r\n<p> </p>\r\n', '<p style=\\\"text-align:center\\\"><img alt=\\\"\\\" height=\\\"1200\\\" src=\\\"http://khoitoan.com.vn/upload/images/ISO%20CoA.jpg\\\" width=\\\"849\\\" /></p>\r\n', '', 'Certificate of Accreditation, Chứng chỉ công nhận', '', '', NULL, NULL, NULL, 1, 1, 1480061824, 1480498875, 307),
(3, 0, 0, 'Khối lượng', 'Mass', '', 'mass', 'Lĩnh vực hiệu chuẩn: Khối lượng', 'Calibration field: Mass', '', '<p><span style=\\\"font-size:18px;\\\"><span style=\\\"font-family: times new roman,times,serif;\\\"><span style=\\\"color: rgb(255, 0, 0);\\\"><u>Lĩnh vực hiệu chuẩn</u>: <strong>Khối lượng</strong></span></span></span></p>\r\n\r\n<p><span style=\\\"font-size:14px;\\\"><span style=\\\"font-family: times new roman,times,serif;\\\">Chúng tôi có khả năng hiệu chuẩn nhiều loại cân khác nhau, từ cân thông dụng, cân kỹ thuật đến cân phân tích, như:</span></span></p>\r\n\r\n<p> </p>\r\n\r\n<table border=\\\"0\\\" cellpadding=\\\"1\\\" cellspacing=\\\"1\\\" height=\\\"575\\\" width=\\\"351\\\">\r\n	<tbody>\r\n		<tr>\r\n			<td><span style=\\\"color:#0000CD;\\\"><span style=\\\"font-family: times new roman,times,serif;\\\"><strong><span style=\\\"font-size: 12pt;\\\">Cân phân tích</span></strong></span></span></td>\r\n			<td style=\\\"text-align: center;\\\"><img alt=\\\"\\\" height=\\\"191\\\" src=\\\"http://khoitoan.com.vn/upload/images/Density%20scale%20(XS%20125A)%20-%202%20(web)(1).png\\\" width=\\\"127\\\" /></td>\r\n			<td style=\\\"text-align: center;\\\"> </td>\r\n			<td style=\\\"text-align: center;\\\"> </td>\r\n		</tr>\r\n		<tr>\r\n			<td><span style=\\\"color:#0000CD;\\\"><span style=\\\"font-family: times new roman,times,serif;\\\"><strong><span style=\\\"font-size: 12pt;\\\">Cân kỹ thuật</span></strong></span></span></td>\r\n			<td style=\\\"text-align: center;\\\"><img alt=\\\"\\\" height=\\\"124\\\" src=\\\"http://khoitoan.com.vn/upload/images/Electronic%20balance%20(SJ-6200CE)%20-%20web.png\\\" width=\\\"148\\\" /></td>\r\n			<td style=\\\"text-align: center;\\\"> </td>\r\n			<td style=\\\"text-align: center;\\\"> </td>\r\n		</tr>\r\n		<tr>\r\n			<td><span style=\\\"color:#0000CD;\\\"><span style=\\\"font-family: times new roman,times,serif;\\\"><strong><span style=\\\"font-size: 12pt;\\\">Cân thông dụng</span></strong></span></span></td>\r\n			<td style=\\\"text-align: center;\\\"><img alt=\\\"\\\" height=\\\"211\\\" src=\\\"http://khoitoan.com.vn/upload/images/Scale_CAS%20(DB-1H)%20-%20web.png\\\" width=\\\"131\\\" /></td>\r\n			<td style=\\\"text-align: center;\\\"> </td>\r\n			<td style=\\\"text-align: center;\\\"> </td>\r\n		</tr>\r\n	</tbody>\r\n</table>\r\n', '<p><span style=\\\"font-size:18px;\\\"><span style=\\\"font-family: times new roman,times,serif;\\\"><span style=\\\"color: rgb(255, 0, 0);\\\"><u>Calibration field</u>: <strong>Mass</strong></span></span></span></p>\r\n\r\n<p><span style=\\\"font-size:14px;\\\"><span style=\\\"font-family: times new roman,times,serif;\\\">We have ability to calibrate different types of balance, from electronic balance, technical balance to analytical balance, such as:</span></span></p>\r\n\r\n<p> </p>\r\n\r\n<table border=\\\"0\\\" cellpadding=\\\"1\\\" cellspacing=\\\"1\\\" height=\\\"575\\\" width=\\\"370\\\">\r\n	<tbody>\r\n		<tr>\r\n			<td><span style=\\\"color:#0000CD;\\\"><span style=\\\"font-family: times new roman,times,serif;\\\"><strong><span style=\\\"font-size: 12pt;\\\">Analytical scale</span></strong></span></span></td>\r\n			<td style=\\\"text-align: center;\\\"><img alt=\\\"\\\" height=\\\"191\\\" src=\\\"http://khoitoan.com.vn/upload/images/Density%20scale%20(XS%20125A)%20-%202%20(web)(1).png\\\" width=\\\"127\\\" /></td>\r\n			<td style=\\\"text-align: center;\\\"> </td>\r\n			<td style=\\\"text-align: center;\\\"> </td>\r\n		</tr>\r\n		<tr>\r\n			<td><span style=\\\"color:#0000CD;\\\"><span style=\\\"font-family: times new roman,times,serif;\\\"><strong><span style=\\\"font-size: 12pt;\\\">Technical scale</span></strong></span></span></td>\r\n			<td style=\\\"text-align: center;\\\"><img alt=\\\"\\\" height=\\\"124\\\" src=\\\"http://khoitoan.com.vn/upload/images/Electronic%20balance%20(SJ-6200CE)%20-%20web.png\\\" width=\\\"148\\\" /></td>\r\n			<td style=\\\"text-align: center;\\\"> </td>\r\n			<td style=\\\"text-align: center;\\\"> </td>\r\n		</tr>\r\n		<tr>\r\n			<td><span style=\\\"color:#0000CD;\\\"><span style=\\\"font-family: times new roman,times,serif;\\\"><strong><span style=\\\"font-size: 12pt;\\\">Electronic scale</span></strong></span></span></td>\r\n			<td style=\\\"text-align: center;\\\"><img alt=\\\"\\\" height=\\\"211\\\" src=\\\"http://khoitoan.com.vn/upload/images/Scale_CAS%20(DB-1H)%20-%20web.png\\\" width=\\\"131\\\" /></td>\r\n			<td style=\\\"text-align: center;\\\"> </td>\r\n			<td style=\\\"text-align: center;\\\"> </td>\r\n		</tr>\r\n	</tbody>\r\n</table>\r\n\r\n<p> </p>\r\n', '', 'Mass, Khối lượng', 'Mass, Khối lượng', 'Mass, Khối lượng', NULL, NULL, NULL, 1, 1, 1486024820, 1486031485, 10),
(4, 0, 0, 'test 2222', 'test 2222', '', 'test-2222', '', 'test', '', '<p> </p>\r\n\r\n<p><img alt=\\\"o\\\" data-widget=\\\"image\\\" height=\\\"556\\\" src=\\\"http://khoitoan.com.vn/upload/images/loi.PNG\\\" style=\\\"outline: yellow solid 2px;\\\" width=\\\"1266\\\" /><span style=\\\"height: 15px; left: 0px; transition-duration: initial; transition-delay: initial; transition-property: none; background: url(&quot;http://khoitoan.com.vn/admin/ckeditor/plugins/widget/images/handle.png&quot;) rgba(220, 220, 220, 0.498039); top: -15px;\\\"><img draggable=\\\"true\\\" height=\\\"15\\\" src=\\\"data:image/gif;base64,R0lGODlhAQABAPABAP///wAAACH5BAEKAAAALAAAAAABAAEAAAICRAEAOw%3D%3D\\\" title=\\\"Click and drag to move\\\" width=\\\"15\\\" /></span><span style=\\\"display: block;\\\" title=\\\"Click and drag to resize\\\">​</span></p>\r\n\r\n<div> </div>\r\n', '<p><img alt=\\\"o\\\" height=\\\"556\\\" src=\\\"http://khoitoan.com.vn/upload/images/loi.PNG\\\" width=\\\"1266\\\" /></p>\r\n', '', '', '', '', NULL, NULL, NULL, 1, 1, 1486090840, 1486105537, 46);

-- --------------------------------------------------------

--
-- Cấu trúc bảng cho bảng `table_baiviet_list`
--

CREATE TABLE `table_baiviet_list` (
  `id` int(11) NOT NULL,
  `ten_vi` varchar(255) DEFAULT NULL,
  `ten_en` varchar(255) DEFAULT NULL,
  `ten_cam` varchar(255) DEFAULT NULL,
  `tenkhongdau` varchar(255) DEFAULT NULL,
  `photo` varchar(255) DEFAULT NULL,
  `thumb` varchar(255) DEFAULT NULL,
  `stt` int(11) NOT NULL DEFAULT '0',
  `hienthi` int(11) NOT NULL DEFAULT '0',
  `hientrangchu` int(11) NOT NULL DEFAULT '0',
  `hienmenu` int(11) NOT NULL DEFAULT '0',
  `meta_title` varchar(255) DEFAULT NULL,
  `meta_description` text,
  `meta_keyword` text,
  `ngaytao` int(11) NOT NULL DEFAULT '0',
  `ngaysua` int(11) NOT NULL DEFAULT '0'
) ENGINE=MyISAM DEFAULT CHARSET=utf8;

--
-- Đang đổ dữ liệu cho bảng `table_baiviet_list`
--

INSERT INTO `table_baiviet_list` (`id`, `ten_vi`, `ten_en`, `ten_cam`, `tenkhongdau`, `photo`, `thumb`, `stt`, `hienthi`, `hientrangchu`, `hienmenu`, `meta_title`, `meta_description`, `meta_keyword`, `ngaytao`, `ngaysua`) VALUES
(1, 'Hoạt động công ty', 'Company Activities', '', 'company-activities', '', '', 1, 1, 0, 0, 'Company Activities, Hoạt động công ty', 'Updating...', 'Updating...', 1393562749, 1478772269),
(2, 'Tin tức - Sự kiện', 'News - Event', '', 'news-event', '', '', 2, 1, 0, 0, 'News - Event, Tin tức - Sự kiện', 'Updating...', 'Updating...', 1393562781, 1478772319),
(4, 'Kiến thức', 'Knowledge', '', 'knowledge', NULL, NULL, 3, 1, 0, 0, 'Knowledge, Kiến thức', 'Knowledge, Kiến thức', 'Knowledge, Kiến thức', 1478773275, 0),
(5, 'Tuyển dụng', 'Recruitment', '', 'recruitment', NULL, NULL, 4, 1, 0, 0, 'Tuyển dụng, Recruitment', 'Tuyển dụng, Recruitment', 'Tuyển dụng, Recruitment', 1478773350, 1478773381);

-- --------------------------------------------------------

--
-- Cấu trúc bảng cho bảng `table_comments`
--

CREATE TABLE `table_comments` (
  `id` int(10) UNSIGNED NOT NULL,
  `id_sp` int(11) NOT NULL,
  `ten` varchar(225) NOT NULL,
  `tieude` varchar(255) NOT NULL,
  `email` varchar(100) NOT NULL,
  `dienthoai` varchar(255) NOT NULL,
  `diachi` varchar(255) NOT NULL,
  `noidung` longtext NOT NULL,
  `stt` int(10) UNSIGNED NOT NULL DEFAULT '1',
  `hienthi` tinyint(1) NOT NULL DEFAULT '1',
  `ngaytao` int(10) UNSIGNED NOT NULL DEFAULT '0',
  `ngaysua` int(10) UNSIGNED NOT NULL DEFAULT '0',
  `luotxem` int(11) NOT NULL
) ENGINE=MyISAM DEFAULT CHARSET=utf8;

--
-- Đang đổ dữ liệu cho bảng `table_comments`
--

INSERT INTO `table_comments` (`id`, `id_sp`, `ten`, `tieude`, `email`, `dienthoai`, `diachi`, `noidung`, `stt`, `hienthi`, `ngaytao`, `ngaysua`, `luotxem`) VALUES
(1, 584, 'asdas', 'asdsa', 'cristiro7@gmail.com', '', '', 'asdsad', 1, 1, 1383134453, 0, 0);

-- --------------------------------------------------------

--
-- Cấu trúc bảng cho bảng `table_consumable`
--

CREATE TABLE `table_consumable` (
  `id` int(10) UNSIGNED NOT NULL,
  `id_list` int(11) NOT NULL,
  `noibat` int(12) NOT NULL,
  `ten_vi` varchar(225) NOT NULL,
  `ten_en` varchar(255) NOT NULL,
  `ten_cam` varchar(255) NOT NULL,
  `tenkhongdau` varchar(255) NOT NULL,
  `model` varchar(255) NOT NULL,
  `mota_vi` text NOT NULL,
  `mota_en` text NOT NULL,
  `mota_cam` text NOT NULL,
  `noidung_vi` longtext NOT NULL,
  `noidung_en` longtext NOT NULL,
  `noidung_cam` longtext NOT NULL,
  `link` varchar(255) NOT NULL,
  `meta_title` varchar(255) NOT NULL,
  `meta_description` text NOT NULL,
  `meta_keyword` text NOT NULL,
  `loaitin` varchar(50) NOT NULL,
  `photo` varchar(100) NOT NULL,
  `thumb` varchar(255) NOT NULL,
  `stt` int(10) UNSIGNED NOT NULL DEFAULT '1',
  `hienthi` tinyint(1) NOT NULL DEFAULT '1',
  `ngaytao` int(10) UNSIGNED NOT NULL DEFAULT '0',
  `ngaysua` int(10) UNSIGNED NOT NULL DEFAULT '0',
  `luotxem` int(11) NOT NULL
) ENGINE=MyISAM DEFAULT CHARSET=utf8;

--
-- Đang đổ dữ liệu cho bảng `table_consumable`
--

INSERT INTO `table_consumable` (`id`, `id_list`, `noibat`, `ten_vi`, `ten_en`, `ten_cam`, `tenkhongdau`, `model`, `mota_vi`, `mota_en`, `mota_cam`, `noidung_vi`, `noidung_en`, `noidung_cam`, `link`, `meta_title`, `meta_description`, `meta_keyword`, `loaitin`, `photo`, `thumb`, `stt`, `hienthi`, `ngaytao`, `ngaysua`, `luotxem`) VALUES
(1, 0, 0, 'BẢNG SO MÀU 9 BẬC AATCC', 'AATCC 9-STEP CHROMATIC SCALE', '', '', 'KT/MG-09', 'Bảng so màu 9 bậc AATCC được dùng để đánh giá độ chuyển màu hay phai màu của vật liệu bằng mắt. Năm sắc màu chuẩn: đỏ, vàng, xanh lá, xanh dương và tím được chọn lựa từ tập sách màu Munsell.', 'The 9-Step Chromatic Scale is used to visually evaluate color transfer or staining. The scale has five hues which are red, yellow, green, blue and purple which were all selected from the Munsell Book of Color.', '', '<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small;\">Bảng so m&agrave;u 9 bậc AATCC được d&ugrave;ng để đ&aacute;nh gi&aacute; độ chuyển m&agrave;u hay phai m&agrave;u của vật liệu bằng mắt. Năm sắc m&agrave;u chuẩn: đỏ, v&agrave;ng, xanh l&aacute;, xanh dương v&agrave; t&iacute;m được chọn lựa từ tập s&aacute;ch m&agrave;u Munsell. Dải c&aacute;c &ocirc; m&agrave;u x&aacute;m trung t&iacute;nh tương ứng với c&aacute;c thang x&aacute;m tr&ecirc;n thước x&aacute;m d&ugrave;ng kiểm tra phai m&agrave;u. Bảng so m&agrave;u 9 bậc mang đến sự thuận tiện khi đ&aacute;nh gi&aacute; độ phai m&agrave;u, đặc biệt khi được sử dụng bởi kỹ thuật vi&ecirc;n chưa c&oacute; nhiều kinh nghiệm.</span></p>', '<p>&nbsp;</p>\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><img 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\" alt=\"\" width=\"200\" /></span></p>\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">&nbsp;</span></p>\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small;\">This scale is used to visually evaluate color transfer or staining. The five hues, red, yellow, green, blue and purple, were selected from the Munsell Book of color. The neutral gray chips were selected to correspond to the gray chips on the Gray Scale for Staining. The Chromatic Transference Scale may facilitate evaluations of staining, especially when used by a less experienced technician.</span></p>', '', 'http://ninavietnam.com/khoitoan/product/consumables-74.html', 'AATCC 9-STEP CHROMATIC SCALE', 'AATCC 9-STEP CHROMATIC SCALE', 'AATCC 9-STEP CHROMATIC SCALE', '', '90757.png', '90757_127.986348123x150.png', 1, 1, 0, 0, 7253);

-- --------------------------------------------------------

--
-- Cấu trúc bảng cho bảng `table_content`
--

CREATE TABLE `table_content` (
  `id` int(10) UNSIGNED NOT NULL,
  `id_list` int(11) NOT NULL,
  `noibat` int(12) NOT NULL,
  `ten_vi` varchar(225) NOT NULL,
  `ten_en` varchar(255) NOT NULL,
  `ten_cam` varchar(255) NOT NULL,
  `tenkhongdau` varchar(255) NOT NULL,
  `mota_vi` text NOT NULL,
  `mota_en` text NOT NULL,
  `mota_cam` text NOT NULL,
  `noidung_vi` longtext NOT NULL,
  `noidung_en` longtext NOT NULL,
  `noidung_cam` longtext NOT NULL,
  `meta_title` varchar(255) NOT NULL,
  `meta_description` text NOT NULL,
  `meta_keyword` text NOT NULL,
  `loaitin` varchar(50) NOT NULL,
  `photo` varchar(100) NOT NULL,
  `thumb` varchar(255) NOT NULL,
  `stt` int(10) UNSIGNED NOT NULL DEFAULT '1',
  `hienthi` tinyint(1) NOT NULL DEFAULT '1',
  `ngaytao` int(10) UNSIGNED NOT NULL DEFAULT '0',
  `ngaysua` int(10) UNSIGNED NOT NULL DEFAULT '0',
  `luotxem` int(11) NOT NULL
) ENGINE=MyISAM DEFAULT CHARSET=utf8;

--
-- Đang đổ dữ liệu cho bảng `table_content`
--

INSERT INTO `table_content` (`id`, `id_list`, `noibat`, `ten_vi`, `ten_en`, `ten_cam`, `tenkhongdau`, `mota_vi`, `mota_en`, `mota_cam`, `noidung_vi`, `noidung_en`, `noidung_cam`, `meta_title`, `meta_description`, `meta_keyword`, `loaitin`, `photo`, `thumb`, `stt`, `hienthi`, `ngaytao`, `ngaysua`, `luotxem`) VALUES
(1, 0, 0, 'TRUNG TÂM HIỆU CHUẨN KIỂM ĐỊNH KHỞI TOÀN – CAVEC', 'KHOI TOAN CALIBRATION AND VERIFICATION CENTER - CAVEC', '', '', '', '', '', '<p style=\"text-align: justify;\"><span style=\"font-size:14px;\"><span style=\"font-family:times new roman,times,serif;\">Trung tâm Hiệu chuẩn Kiểm định Khởi Toàn hoạt động trong lĩnh vực đo lường – hiệu chuẩn. Chúng tôi chuyên cung cấp các giải pháp về thử nghiệm và dịch vụ bảo trì - hiệu </span></span><span style=\"font-size:14px;\"><span style=\"font-family:times new roman,times,serif;\">chuẩn thiết bị trong ngành giày, da, túi xách, dệt may và cao su. Để đảm bảo và nâng cao chất lượng dịch vụ, chúng tôi xây dựng hệ thống quản lý chất lượng nội bộ và được </span></span><span style=\"font-size:14px;\"><span style=\"font-family:times new roman,times,serif;\">công nhận phù hợp chuẩn quốc tế ISO/IEC 17025:2005 về đo lường – hiệu chuẩn.</span></span></p>\r\n\r\n<div style=\"text-align: justify;\"> </div>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:14px;\"><span style=\"font-family:times new roman,times,serif;\">Mục tiêu: \"<span style=\"color: #0000ff;\"><strong>Mang đến cho khách hàng kết quả thử nghiệm chính xác, ổn định và đồng nhất</strong></span>\"</span></span></p>\r\n', '<p style=\"text-align: justify;\"><span style=\"font-size:14px;\"><span style=\"font-family:times new roman,times,serif;\">Khoi Toan Calibration and Verification Center operates in fields of measurement – calibration. We supply the testing solutions on test equipment and calibration – maintenance – </span></span><span style=\"font-size:14px;\"><span style=\"font-family:times new roman,times,serif;\">repair services in footwear, leather, textile and rubber industries. In order to ensure and enhance our service quality, we built up internal quality management system and were </span></span><span style=\"font-size:14px;\"><span style=\"font-family:times new roman,times,serif;\">accredited to conform ISO/IEC 17025:2005 international standard on measurement – calibration.</span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:14px;\"><span style=\"font-family:times new roman,times,serif;\"> </span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:14px;\"><span style=\"font-family:times new roman,times,serif;\">Objective: \"<strong><span style=\"color: #0000ff;\">Bring the exact, stable and consistent test results to our customers</span>\"</strong></span></span></p>\r\n', '', 'KHOI TOAN CALIBRATION AND VERIFICATION CENTER', 'KHOI TOAN CALIBRATION AND VERIFICATION CENTER, TRUNG TÂM HIỆU CHUẨN KIỂM ĐỊNH KHỞI TOÀN', 'KHOI TOAN CALIBRATION AND VERIFICATION CENTER, TRUNG TÂM HIỆU CHUẨN KIỂM ĐỊNH KHỞI TOÀN', '', '51661.png', '51661_180x119.533980583.png', 1, 1, 0, 0, 0);

-- --------------------------------------------------------

--
-- Cấu trúc bảng cho bảng `table_dichvu`
--

CREATE TABLE `table_dichvu` (
  `id` int(10) UNSIGNED NOT NULL,
  `id_list` int(11) DEFAULT '0',
  `id_cat` int(11) NOT NULL,
  `noibat` int(12) NOT NULL DEFAULT '0',
  `ten_vi` varchar(225) DEFAULT NULL,
  `ten_en` varchar(255) DEFAULT NULL,
  `ten_cam` varchar(255) DEFAULT NULL,
  `tenkhongdau` varchar(255) DEFAULT NULL,
  `mota_vi` text,
  `mota_en` text,
  `mota_cam` text,
  `noidung_vi` longtext,
  `noidung_en` longtext,
  `noidung_cam` longtext,
  `meta_title` varchar(255) DEFAULT NULL,
  `meta_description` text,
  `meta_keyword` text,
  `loaitin` varchar(50) DEFAULT NULL,
  `photo` varchar(100) DEFAULT NULL,
  `thumb` varchar(255) DEFAULT NULL,
  `stt` int(10) UNSIGNED NOT NULL DEFAULT '1',
  `hienthi` tinyint(1) NOT NULL DEFAULT '1',
  `ngaytao` int(10) UNSIGNED NOT NULL DEFAULT '0',
  `ngaysua` int(10) UNSIGNED NOT NULL DEFAULT '0',
  `luotxem` int(11) NOT NULL DEFAULT '0'
) ENGINE=MyISAM DEFAULT CHARSET=utf8;

--
-- Đang đổ dữ liệu cho bảng `table_dichvu`
--

INSERT INTO `table_dichvu` (`id`, `id_list`, `id_cat`, `noibat`, `ten_vi`, `ten_en`, `ten_cam`, `tenkhongdau`, `mota_vi`, `mota_en`, `mota_cam`, `noidung_vi`, `noidung_en`, `noidung_cam`, `meta_title`, `meta_description`, `meta_keyword`, `loaitin`, `photo`, `thumb`, `stt`, `hienthi`, `ngaytao`, `ngaysua`, `luotxem`) VALUES
(1, 1, 0, 0, 'DỊCH VỤ BẢO TRÌ - SỬA CHỮA', 'MAINTENANCE - REPAIR SERVICE', '', 'maintenance-repair-service', 'Khởi Toàn bảo trì và sữa chữa các thiết bị thử nghiệm theo yêu cầu chuyên biệt của khách hàng. Các gói dịch vụ bảo trì rất linh hoạt, theo định kỳ hàng tháng, hàng quý, hàng năm và theo yêu cầu cụ thể của khách hàng.', 'Khoi Toan maintains and repairs test equipment according to customers’ specific requirements. Maintenance packages are flexible in terms of monthly, quarterly and annual packages, and customers’ specific requests.', '', '<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium;\"> </span></p>\r\n\r\n<p style=\"line-height: 18pt; text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\">Khởi Toàn bảo trì và sữa chữa các thiết bị thử nghiệm theo yêu cầu chuyên biệt của khách hàng. Các gói dịch vụ bảo trì rất linh hoạt, theo định kỳ hàng tháng, hàng quý, hàng năm và theo yêu cầu cụ thể của khách hàng.</span></span></p>\r\n\r\n<p style=\"line-height: 18pt; text-align: justify;\"> </p>\r\n\r\n<p style=\"line-height: 18pt; text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\">Việc bảo trì / bảo dưỡng định kỳ giúp các thiết bị thử nghiệm hoạt động ổn định và an toàn, mang lại nhiều lợi ích:</span></span></p>\r\n\r\n<p style=\"line-height: 18pt; text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\">    +  Thiết bị được vệ sinh sạch sẽ, cả ngoại vi và nội vi</span></span></p>\r\n\r\n<p style=\"line-height: 18pt; text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\">    + Bôi trơn các bộ phận truyền động định kỳ, tăng vòng đời hoạt động của thiết bị</span></span></p>\r\n\r\n<p style=\"line-height: 18pt; text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\">    + Phát hiện và xử lý kịp thời các hư hỏng, đồng thời phòng ngừa các sự cố tiềm ẩn</span></span></p>\r\n\r\n<p style=\"line-height: 18pt; text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\">    + Đưa ra khuyến nghị cần thiết, giúp chủ động trong công tác quản lý và vận hành máy</span></span></p>\r\n\r\n<p style=\"line-height: 18pt; text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\">    + Duy trì tình trạng hoạt động ổn định của máy thí nghiệm, giúp tiết kiệm chi phí sản xuất</span></span></p>\r\n\r\n<p style=\"line-height: 18pt; text-align: justify;\"> </p>\r\n\r\n<p style=\"line-height: 18pt; text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\">Để bảo đảm các thiết bị thử nghiệm chuyên dụng hoạt động tốt chức năng vốn có, Khởi Toàn giúp sữa chữa, xử lý chuyên nghiệp các rủi ro hư hỏng của nhiều loại máy thí nghiệm trong ngành giày da, dệt may, cao su, nhựa, túi xách như: các loại máy thử uốn gấp, máy thử nghiệm mài mòn, tủ môi trường, máy thử lực kéo – nén, máy thử nghiệm giặt.....</span></span></p>\r\n\r\n<p style=\"line-height: 18pt; text-align: justify;\"> </p>\r\n\r\n<p style=\"line-height: 18pt; text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\">Là Đại lý chính thức của SATRA, Electrolux, Exergen..., Khởi Toàn luôn được hỗ trợ kỹ thuật kịp thời từ các hãng lớn. Nhờ vậy, Khởi Toàn có thể xác định và giải quyết sự cố máy móc của khách hàng một cách chính xác, nhanh chóng và hiệu quả.</span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"> </span></p>\r\n\r\n<p style=\"text-align:center\"><img alt=\"\" height=\"369\" src=\"http://khoitoan.com.vn/upload/images/Sua%20may.JPG\" width=\"492\" /></p>\r\n\r\n<p> </p>\r\n\r\n<p> </p>\r\n', '<p> </p>\r\n\r\n<p style=\"line-height: 18pt; text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\">Khoi Toan maintains and repairs test equipment according to customers’ specific requirements. Maintenance packages are flexible in terms of monthly, quarterly and annual packages, and customers’ specific requests.</span></span></p>\r\n\r\n<p style=\"line-height: 18pt; text-align: justify;\"> </p>\r\n\r\n<p style=\"line-height: 18pt; text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\">The regular maintenance helps test equipment operate stably and safely, offering many benefits as below:</span></span></p>\r\n\r\n<p style=\"line-height: 18pt; text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\">    +  Equipment is sanitized from inside to outside.</span></span></p>\r\n\r\n<p style=\"line-height: 18pt; text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\">    +  Lubricate transmission parts periodically, extend lifetime of equipment</span></span></p>\r\n\r\n<p style=\"line-height: 18pt; text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\">    +  Detect and timely fix problems as well as prevent potential errors</span></span></p>\r\n\r\n<p style=\"line-height: 18pt; text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\">    +  Offer necessary recommendations which helps management and operation of the machine</span></span></p>\r\n\r\n<p style=\"line-height: 18pt; text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\">    +  Keep the equipment in stable operating conditions for saving production cost</span></span></p>\r\n\r\n<p style=\"line-height: 18pt; text-align: justify;\"> </p>\r\n\r\n<p style=\"line-height: 18pt; text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\">In order to ensure that specialized testers perform their functions well, Khoi Toan offers professional repair services for many types of testers in the fields of leather shoes, textile, rubber, plastic and bags such as flexing testers, abrasion test machine, environmental cabinet, tension – compression tester, washing test machine, etc.</span></span></p>\r\n\r\n<p style=\"line-height: 18pt; text-align: justify;\"> </p>\r\n\r\n<p style=\"line-height: 18pt; text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\">As an Official Agent of SATRA, Electrolux, Exergen, etc., Khoi Toan is always timely supported in technical issues from them. Therefore, Khoi Toan can identify and solve customers’ problems correctly, quickly and efficiently.</span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p style=\"text-align:center\"><img alt=\"\" height=\"357\" src=\"http://khoitoan.com.vn/upload/images/Sua%20may.JPG\" width=\"476\" /></p>\r\n\r\n<p> </p>\r\n', '', 'Dịch vụ bảo trì, MAINTENANCE SERVICE', 'Dịch vụ bảo trì, MAINTENANCE SERVICE', 'Dịch vụ bảo trì, MAINTENANCE SERVICE', '', '405362168704.jpg', '405362168704_150x150.jpg', 2, 1, 1383204824, 1538364063, 5239),
(2, 2, 0, 0, 'DỊCH VỤ HIỆU CHUẨN', 'CALIBRATION SERVICE', '', 'calibration-service', 'Trung tâm Hiệu chuẩn Kiểm định Khởi Toàn hoạt động trong lĩnh vực đo lường - hiệu chuẩn. Chúng tôi chuyên cung cấp các giải pháp về đo lường, thử nghiệm và dịch vụ hiệu chuẩn thiết bị trong lĩnh vực giày, da, túi xách, dệt may và cao su.', 'Khoi Toan Calibration And Verification Center operates in field of measurement - calibration. We supply solutions of measurement, testing and calibration in footwear, leather, handbag, textile and rubber industries.', '', '<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\"><strong><font><font><font><font>Dịch vụ hiệu chuẩn</font></font></font></font></strong><font><font><font><font> là dịch vụ hiệu chuẩn, kiểm định đánh giá hoặc tái đánh giá độ chính xác / sai số các loại máy móc / thiết bị đo lường và thử nghiệm định kỳ hoặc theo nhu cầu của khách hàng. </font></font></font><font><font><font>Theo Luật Đo Lường - 04/2011 / QH13 thì: \"Hiệu chuẩn là hoạt động xác định, thiết lập mối quan hệ làm trung tâm giá trị đo của chuẩn đo lường, phương tiện đo cho giá trị của đo đại lượng cần đo\".</font></font></font></font></span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\"><font><font><font><font>Trung tâm Hiệu chuẩn Kiểm định Khởi Toàn hoạt động trong lĩnh vực đo lường - hiệu chuẩn. </font></font></font><font><font><font>Chúng tôi chuyên cung cấp các giải pháp về đo lường, thử nghiệm và dịch vụ hiệu chuẩn thiết bị trong lĩnh vực <strong>giày, da, túi xách, dệt may và cao su</strong>.</font></font></font></font></span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p align=\"center\" style=\"text-align:center;\"><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\"><em><font><font><font><font><img alt=\"\" height=\"430\" src=\"http://khoitoan.com.vn/upload/images/Hinh%20hieu%20chuan%20(trang%20chu).jpg\" width=\"295\" /></font></font></font></font></em></span></span></p>\r\n\r\n<p align=\"center\" style=\"text-align:center;\"><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\"><em><font><font><font><font>Khởi Toàn cung cấp dịch vụ hiệu chuẩn hiệu chuẩn dịch vụ uy tín </font></font></font></font></em></span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-family:times new roman,serif;\"><span style=\"font-size:12.0pt;\">Khởi Toàn cam kết cung cấp dịch vụ hiệu chuẩn uy tín và chất lượng: chính xác, ổn định và đồng nhất, nhờ:</span></span></p>\r\n\r\n<p><span style=\"font-family:times new roman,serif;\"><span style=\"font-size:12.0pt;\">     +  Hệ thống quản lý chất lượng nội bộ được công nhận phù hợp tiêu chuẩn quốc tế ISO/ IEC 17025: 2005 về đo lường, hiệu chuẩn</span></span></p>\r\n\r\n<p><span style=\"font-family:times new roman,serif;\"><span style=\"font-size:12.0pt;\">     +  Trang bị đầy đủ phương tiện chuẩn đo lường với độ chính xác cao, liên kết với chuẩn quốc tế</span></span></p>\r\n\r\n<p><span style=\"font-family:times new roman,serif;\"><span style=\"font-size:12.0pt;\">     +  Áp dụng các phương pháp hiệu chuẩn hiện đại, phù hợp với chuẩn mực quốc tế về đo lường</span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p><strong><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\"><font><font><font><font>Các lĩnh vực hiệu chuẩn của Khởi Toàn:</font></font></font></font></span></span></strong></p>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\"><font><font><font><font> + </font></font></font></font><span style=\"color:#000000;\"><font><font><font><font>Khối lượng: cân phân tích, cân kỹ thuật, cân thông dụng</font></font></font></font></span></span></span></p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\"><font><font><font><font> + Độ dài: thước cặp, đồng hồ đo độ dày</font></font></font></font></span></span></p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\"><font><font><font><font> + Lực: máy thử lực kéo - nén, đồng hồ đo độ cứng</font></font></font></font></span></span></p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\"><font><font><font><font> + Nhiệt độ: </font></font></font></font></span></span><span style=\"font-family:times new roman,serif;\"><span style=\"font-size:12.0pt;\">tủ nhiệt độ, nhiệt kế hồng ngoại, nhiệt kế tương tự và hiển thị số, nhiệt kế thủy tinh chất lỏng</span></span></p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\"><font><font><font><font> + Góc: các thiết bị thử nghiệm góc uốn</font></font></font></font></span></span></p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\"><font><font><font><font> + Tốc độ: thiết bị thử nghiệm tốc độ vòng quay, thiết bị thử nghiệm tốc độ hành trình</font></font></font></font></span></span></p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\"><font><font><font><font> + Áp suất: áp kế kiểu lò xo và số hiện</font></font></font></font></span></span></p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\"><font><font><font><font> + Độ ẩm: thiết bị đo độ ẩm không khí</font></font></font></font></span></span></p>\r\n\r\n<p><span style=\"font-family:times new roman,serif;\"><span style=\"font-size:12.0pt;\">Ngoài ra, Khởi Toàn còn cung cấp dịch vụ hiệu chuẩn nhiều thiết bị khác như: máy đo độ pH, máy kiểm vải, cân sấy ẩm, máy phun sương muối, máy thử túi xách, máy thử phun nước, tủ ấm, lò nung, máy tách màu, máy nhuộm thí nghiệm, máy ép nhiệt… </span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\"><strong><em><font><font><font><font>Phương châm hoạt động của chúng tôi: \"<span style=\"color:#0000FF;\">Mang đến cho khách hàng kết quả thử nghiệm chính xác, ổn định và đồng nhất</span>\"</font></font></font></font></em></strong></span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p align=\"center\" style=\"text-align:center;\"><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\"><img alt=\"\" height=\"392\" src=\"http://khoitoan.com.vn/upload/images/Hieu%20chuan%20can.JPG\" width=\"271\" /></span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\"><font><font><font><font>Mọi chi tiết xin liên hệ:</font></font></font></font></span></span></p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\"><strong><font><font><font><font>TRUNG TÂM HIỆU CHUẨN KIỂM ĐỊNH KHỞI TOÀN</font></font></font></font></strong></span></span></p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\"><strong><font><font><font><font>Địa chỉ</font></font></font></font></strong><font><font><font><font> : 89 Đường số 6, Ấp Tiền Lân, Xã Bà Điểm, Huyện Hóc Môn, TP. </font></font></font><font><font><font>HCM</font></font></font></font></span></span></p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\"><strong><font><font><font><font>Hotline</font></font></font></font></strong><font><font><font><font> : </font></font></font></font><span style=\"color:#FF0000;\"><strong><font><font><font><font>0938 729 490</font></font></font></font></strong></span></span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p> </p>\r\n\r\n<p> </p>\r\n', '<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\"><strong>Calibration </strong>is a service of testing, evaluating or re-evaluating the accuracy/error of all types of measuring and testing machines/equipment periodically or according to customer\'s request.</span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\">Khoi Toan Calibration And Verification Center operates in field of measurement - calibration. We supply solutions of measurement, testing and calibration in <strong>footwear, leather, handbag, textile and rubber</strong> industries.</span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p align=\"center\" style=\"text-align:center;\"><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\"><em><font><font><font><font><img alt=\"\" height=\"430\" src=\"http://khoitoan.com.vn/upload/images/Hinh%20hieu%20chuan%20(trang%20chu).jpg\" width=\"295\" /></font></font></font></font></em></span></span></p>\r\n\r\n<p align=\"center\" style=\"text-align:center;\"><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\"><em><font><font><font><font>Khoi Toan supplies prestious calibration </font></font></font></font></em></span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\">Khoi Toan commits to supply prestigious and quality calibration services with the accuracy, stability and consistency thanks to:</span></span></p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\">     +  The internal quality management system accredited in accordance with the international standard ISO/IEC 17025: 2005 on measurement and calibration</span></span></p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\">     +  Being well-equipped with highly accurate calibration and measurement equipment, traceable to international standards</span></span></p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\">     +  Applying modern calibration procedures in compliance with international measurement standards</span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\"><strong>Khoi Toan supplies calibration services in the fields of:</strong></span></span></p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\"> + Mass: analytical scale, technical scale, common scale</span></span></p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\"> + Length: caliper, thickness gauge</span></span></p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\"> + Force: tension – compression tester, durometer</span></span></p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\"> + Temperature: temperature chamber/oven, infrared thermometer, analog and digital thermometer, liquid-in-glass thermometer</span></span></p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\"> + Angle: flexing tester</span></span></p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\"> + Speed: rotational speed test equipment, moving speed test equipment</span></span></p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\"> + Pressure: dial and digital pressure gage</span></span></p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\"> + Humidity: thermo-hygrometer</span></span></p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\">In addition, Khoi Toan also provides calibration for many other instruments such as pH meter, fabric inspection machine<s>,</s> moisture analyzer, salt spray tester, bag handle tester, spray tester, incubator, electric furnace, color separation machine, color dyeing tester, fast press tester, etc. </span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\"><strong><em>Our slogan is: \"<span style=\"color:#0000FF;\">Bring customers accurate, stable and consistent test results</span>\"</em></strong></span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p align=\"center\" style=\"text-align:center;\"><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\"><img alt=\"\" height=\"392\" src=\"http://khoitoan.com.vn/upload/images/Hieu%20chuan%20can.JPG\" width=\"271\" /></span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\"><font><font><font><font>Please kindly contact us at:</font></font></font></font></span></span></p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\"><strong><font><font><font><font>KHOI TOAN CALIBRATION AND VERIFICATION CENTER</font></font></font></font></strong></span></span></p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\"><strong><font><font><font><font>Address</font></font></font></font></strong><font><font><font><font>: 89 Street 6, Tien Lan Hamlet, Ba Diem Village, Hoc Mon Village, Ho Chi Minh City</font></font></font></font></span></span></p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\"><strong><font><font><font><font>Hotline</font></font></font></font></strong><font><font><font><font> : </font></font></font></font><span style=\"color:#FF0000;\"><strong><font><font><font><font>0938 729 490</font></font></font></font></strong></span></span></span></p>\r\n\r\n<p> </p>\r\n', '', 'Dịch vụ hiệu chuẩn, calibration service', 'Trung tâm Hiệu chuẩn Kiểm định Khởi Toàn hoạt động trong lĩnh vực đo lường - hiệu chuẩn. Chúng tôi chuyên cung cấp các giải pháp về đo lường, thử nghiệm và dịch vụ hiệu chuẩn thiết bị trong lĩnh vực giày, da, túi xách, dệt may và cao su.', '', '', '195181935900.jpg', '195181935900_150x150.jpg', 1, 1, 1383204843, 1609999566, 6322),
(4, 4, 0, 0, 'Tư vấn Phòng thí nghiệm', 'Lab Consulting Service', NULL, 'lab-consulting-service', 'Dịch vư tư vấn', 'Service of consulting', NULL, '<p style=\"line-height:18.0pt;layout-grid-mode:char;\"> </p>\r\n\r\n<p style=\"line-height:18.0pt;layout-grid-mode:char;\"><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\">Với kiến thức chuyên môn và kinh nghiệm thực tế, Khởi Toàn mang đến dịch vụ tư vấn:</span></span></p>\r\n\r\n<p style=\"line-height:18.0pt;layout-grid-mode:char;\"><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\">    +  Xây dựng phòng thí nghiệm cơ bản</span></span></p>\r\n\r\n<p style=\"line-height:18.0pt;layout-grid-mode:char;\"><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\">    +  Xây dựng và quản lý phòng thí nghiệm đạt chuẩn</span></span></p>\r\n\r\n<p style=\"line-height:18.0pt;layout-grid-mode:char;\"> </p>\r\n\r\n<p style=\"line-height: 18pt; text-align: center;\"><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\"><img alt=\"\" height=\"312\" src=\"http://khoitoan.com.vn/upload/images/Dich%20vu%20tu%20van.JPG\" width=\"416\" /></span></span></p>\r\n', '<p style=\"line-height:18.0pt;layout-grid-mode:char;\"> </p>\r\n\r\n<p style=\"line-height:18.0pt;layout-grid-mode:char;\"><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\">With professional knowledges and practical experiences, Khoi Toan offers consulting service as below:</span></span></p>\r\n\r\n<p style=\"line-height:18.0pt;layout-grid-mode:char;\"><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\">    +  Set up basic laboratories</span></span></p>\r\n\r\n<p style=\"line-height:18.0pt;layout-grid-mode:char;\"><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\">    +  Set up and manage standardized laboratories</span></span></p>\r\n\r\n<p style=\"line-height:18.0pt;layout-grid-mode:char;\"> </p>\r\n\r\n<p style=\"line-height: 18pt; text-align: center;\"><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\"><img alt=\"\" height=\"309\" src=\"http://khoitoan.com.vn/upload/images/Dich%20vu%20tu%20van.JPG\" width=\"412\" /></span></span></p>\r\n', NULL, 'Lab Consulting Service, Tư vấn Phòng thí nghiệm', 'Lab Consulting Service, Tư vấn Phòng thí nghiệm', 'Lab Consulting Service, Tư vấn Phòng thí nghiệm', NULL, NULL, NULL, 3, 1, 1478772555, 1538303568, 1741),
(5, 0, 0, 0, 'Dịch vụ Đào tạo', 'Training Service', NULL, 'training-service', 'Dịch vụ đào tạo sử dụng và hiệu chuẩn nội bộ thiết bị thử nghiệm', 'Service of training on operation and internal calibration of lab test equipment', NULL, '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Dịch vụ đ&agrave;o tạo sử dụng v&agrave; hiệu chuẩn nội bộ thiết bị thử nghiệm</span></p>', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Service of training on operation and internal calibration of lab test equipment</span></p>', NULL, '', '', '', NULL, NULL, NULL, 5, 1, 1478772635, 1478795749, 1320),
(8, 2, 1, 0, 'Lĩnh vực hiệu chuẩn: Khối lượng', 'Calibration field: Mass', NULL, 'calibration-field-mass', 'Lĩnh vực hiệu chuẩn: Khối lượng', 'Calibration field: Mass', NULL, '<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Chúng tôi có khả năng hiệu chuẩn nhiều loại cân khác nhau, từ cân phân tích, cân kỹ thuật đến cân thông dụng, với khả năng tải từ 1mg đến 2 tấn.</span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p><strong><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"background: yellow none repeat scroll 0% 0%;\"><span style=\"background-color: rgb(255, 255, 255);\"><font><font>Tiêu chuẩn tham khảo: ĐLVN 16: 2008, OIML R111-1: 2004</font></font></span></span></span></span></strong></p>\r\n\r\n<p> </p>\r\n\r\n<p> </p>\r\n\r\n<table border=\"0\" cellpadding=\"0\" cellspacing=\"1\" style=\"width: 620px;\">\r\n	<tbody>\r\n		<tr>\r\n			<td><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 205);\"><strong><font><font>Cân phân tích</font></font></strong></span></span></span></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"145\" src=\"http://khoitoan.com.vn/upload/images/Density%20scale%20(EX%20124-AD).png\" width=\"104\" /></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"137\" src=\"http://khoitoan.com.vn/upload/images/Density%20scale%20(XS%20125A)%20-%202%20(web)(1).png\" width=\"91\" /></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"156\" src=\"http://khoitoan.com.vn/upload/images/Shimadzu%20AUY-220%20(2).png\" width=\"105\" /></td>\r\n		</tr>\r\n		<tr>\r\n			<td><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 205);\"><strong><font><font>Cân kỹ thuật</font></font></strong></span></span></span></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"76\" src=\"http://khoitoan.com.vn/upload/images/Shinko%20GS-2001.png\" width=\"100\" /></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"84\" src=\"http://khoitoan.com.vn/upload/images/Shimadzu%20BL%203200%20-%20web.png\" width=\"81\" /></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"87\" src=\"http://khoitoan.com.vn/upload/images/Electronic%20balance%20(SJ-6200CE)%20-%20web.png\" width=\"104\" /></td>\r\n		</tr>\r\n		<tr>\r\n			<td><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 205);\"><strong><font><font>Cân thông dụng</font></font></strong></span></span></span></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"150\" src=\"http://khoitoan.com.vn/upload/images/Scale_CAS%20(DB-1H)%20-%20web.png\" width=\"93\" /></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"148\" src=\"http://khoitoan.com.vn/upload/images/Ohaus%20T31P.png\" width=\"79\" /></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"127\" src=\"http://khoitoan.com.vn/upload/images/Spring%20balance.jpg\" width=\"125\" /></td>\r\n		</tr>\r\n	</tbody>\r\n</table>\r\n\r\n<p> </p>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Vui lòng gọi <span style=\"color: rgb(255, 0, 0);\"><strong>0938 729 490</strong></span> hoặc email đến <a href=\"mailto:cavec@khoitoan.com.vn\">cavec@khoitoan.com.vn</a> để được hỗ trợ. </span></span></p>\r\n\r\n<p> </p>\r\n', '<p> </p>\r\n\r\n<p><span style=\"display: none;\"> </span><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">We have ability to calibrate different type of scale, from analytical scale, technical balance to electronic balance, with capacity from 1mg up to 2 ton.</span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><strong>Reference standard: <span style=\"background: lime none repeat scroll 0% 0%;\"><span style=\"background-color: rgb(255, 255, 255);\">ĐLVN 16: 2008, OIML R111-1: 2004</span></span></strong></span></span><span style=\"display: none;\"> </span></p>\r\n\r\n<p> </p>\r\n\r\n<p> </p>\r\n\r\n<table border=\"0\" cellpadding=\"0\" cellspacing=\"1\" style=\"width: 620px;\">\r\n	<tbody>\r\n		<tr>\r\n			<td><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 205);\"><strong><font><font>Analytical balance</font></font></strong></span></span></span></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"145\" src=\"http://khoitoan.com.vn/upload/images/Density%20scale%20(EX%20124-AD).png\" width=\"104\" /></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"137\" src=\"http://khoitoan.com.vn/upload/images/Density%20scale%20(XS%20125A)%20-%202%20(web)(1).png\" width=\"91\" /></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"156\" src=\"http://khoitoan.com.vn/upload/images/Shimadzu%20AUY-220%20(2).png\" width=\"105\" /></td>\r\n		</tr>\r\n		<tr>\r\n			<td><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 205);\"><strong><font><font>Technical balance</font></font></strong></span></span></span></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"76\" src=\"http://khoitoan.com.vn/upload/images/Shinko%20GS-2001.png\" width=\"100\" /></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"93\" src=\"http://khoitoan.com.vn/upload/images/Shimadzu%20BL%203200%20-%20web.png\" width=\"89\" /></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"87\" src=\"http://khoitoan.com.vn/upload/images/Electronic%20balance%20(SJ-6200CE)%20-%20web.png\" width=\"104\" /></td>\r\n		</tr>\r\n		<tr>\r\n			<td><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 205);\"><strong><font><font>Electronic balance</font></font></strong></span></span></span></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"150\" src=\"http://khoitoan.com.vn/upload/images/Scale_CAS%20(DB-1H)%20-%20web.png\" width=\"93\" /></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"148\" src=\"http://khoitoan.com.vn/upload/images/Ohaus%20T31P.png\" width=\"79\" /></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"127\" src=\"http://khoitoan.com.vn/upload/images/Spring%20balance.jpg\" width=\"125\" /></td>\r\n		</tr>\r\n	</tbody>\r\n</table>\r\n\r\n<p> </p>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Please call <span style=\"color:#FF0000;\"><strong>0938 729 490</strong></span> or email <a href=\"mailto:cavec@khoitoan.com.vn\">cavec@khoitoan.com.vn</a> for further assistance.</span></span></p>\r\n\r\n<p> </p>\r\n', NULL, 'Mass, Khối lượng', 'Mass, Khối lượng', 'Mass, Khối lượng', NULL, NULL, NULL, 11, 1, 1486107972, 1488360608, 1514),
(9, 2, 2, 0, 'Lĩnh vực hiệu chuẩn: Độ dài', 'Calibration field: Length', NULL, 'calibration-field-length', '', '', NULL, '<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><font><font>Chúng tôi hiệu chuẩn nhiều loại phương tiện đo thuộc lĩnh vực độ dài như: các loại thước cặp, thước đo độ dày, panme, đồng hồ so ... đáp ứng yêu cầu nhiều thương hiệu nổi tiếng like Nike, Adidas, New Balance</font></font></span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><strong><font><font>Tiêu chuẩn tham khảo: ASTM D1813, ASTM D 1777, SATRA TM 1, SATRA TM 36 ...</font></font></strong></span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p> </p>\r\n\r\n<table border=\"0\" cellpadding=\"0\" cellspacing=\"1\" height=\"316\" width=\"655\">\r\n	<tbody>\r\n		<tr>\r\n			<td><span style=\"color:#0000CD;\"><span style=\"font-size: 16px;\"><span style=\"font-family: times new roman,times,serif;\"><strong><font><font>Dụng cụ đo độ dày</font></font></strong></span></span></span></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"120\" src=\"http://khoitoan.com.vn/upload/images/Thickness%20gauge%20(STD%20484).png\" width=\"106\" />     <img alt=\"\" height=\"103\" src=\"http://khoitoan.com.vn/upload/images/Thickness%20gauge%20(J-100).png\" width=\"126\" />     <img alt=\"\" height=\"102\" src=\"http://khoitoan.com.vn/upload/images/Dial%20Thickness%20SM-112.png\" width=\"99\" /></td>\r\n		</tr>\r\n		<tr>\r\n			<td><span style=\"color:#0000CD;\"><span style=\"font-size: 16px;\"><span style=\"font-family: times new roman,times,serif;\"><strong><font><font>Thước cặp</font></font></strong></span></span></span></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"70\" src=\"http://khoitoan.com.vn/upload/images/Digimatic%20Caliper%20500-196.png\" width=\"211\" />       <img alt=\"\" height=\"67\" src=\"http://khoitoan.com.vn/upload/images/Vernier%20Caliper%20530.png\" width=\"203\" /></td>\r\n		</tr>\r\n		<tr>\r\n			<td><span style=\"color:#0000CD;\"><span style=\"font-size: 16px;\"><span style=\"font-family: times new roman,times,serif;\"><strong><font><font>Panme</font></font></strong></span></span></span></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"79\" src=\"http://khoitoan.com.vn/upload/images/Micrometer%20(293-185).png\" width=\"200\" />        <img alt=\"\" height=\"86\" src=\"http://khoitoan.com.vn/upload/images/Panme%20co%20khi.jpg\" width=\"174\" /></td>\r\n		</tr>\r\n	</tbody>\r\n</table>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Vui lòng gọi <span style=\"color:#FF0000;\"><strong>0938 729 490</strong></span> hoặc email đến <a href=\"mailto:cavec@khoitoan.com.vn\">cavec@khoitoan.com.vn</a> để được hỗ trợ.</span></span></p>\r\n\r\n<p> </p>\r\n', '<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">We have standard devices to calibrate many kinds of measuring equipment in this field including calipers, thickness gauges, panme, dial gauge.... which meet demands of worldwide brands such as NIKE, Adidas, New Balance</span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p><strong><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Reference standard: ASTM D1813, ASTM D 1777, SATRA TM 1, SATRA TM 36…</span></span></strong></p>\r\n\r\n<p> </p>\r\n\r\n<p> </p>\r\n\r\n<table border=\"0\" cellpadding=\"0\" cellspacing=\"1\" height=\"394\" width=\"585\">\r\n	<tbody>\r\n		<tr>\r\n			<td><span style=\"color:#0000CD;\"><strong><span style=\"font-size: 16px;\"><span style=\"font-family: times new roman,times,serif;\"><font><font>Thickness gauge</font></font></span></span></strong></span></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"120\" src=\"http://khoitoan.com.vn/upload/images/Thickness%20gauge%20(STD%20484).png\" width=\"106\" />     <img alt=\"\" height=\"103\" src=\"http://khoitoan.com.vn/upload/images/Thickness%20gauge%20(J-100).png\" width=\"126\" />     <img alt=\"\" height=\"102\" src=\"http://khoitoan.com.vn/upload/images/Dial%20Thickness%20SM-112.png\" width=\"99\" /></td>\r\n		</tr>\r\n		<tr>\r\n			<td><span style=\"color:#0000CD;\"><strong><span style=\"font-size: 16px;\"><span style=\"font-family: times new roman,times,serif;\"><font><font>Caliper</font></font></span></span></strong></span></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"70\" src=\"http://khoitoan.com.vn/upload/images/Digimatic%20Caliper%20500-196.png\" width=\"211\" />       <img alt=\"\" height=\"67\" src=\"http://khoitoan.com.vn/upload/images/Vernier%20Caliper%20530.png\" width=\"203\" /></td>\r\n		</tr>\r\n		<tr>\r\n			<td><span style=\"color:#0000CD;\"><strong><span style=\"font-size: 16px;\"><span style=\"font-family: times new roman,times,serif;\"><font><font>Micrometer</font></font></span></span></strong></span></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"79\" src=\"http://khoitoan.com.vn/upload/images/Micrometer%20(293-185).png\" width=\"200\" />        <img alt=\"\" height=\"86\" src=\"http://khoitoan.com.vn/upload/images/Panme%20co%20khi.jpg\" width=\"174\" /></td>\r\n		</tr>\r\n	</tbody>\r\n</table>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-family:times new roman,serif;\"><span style=\"font-size:12.0pt;\">Please call <span style=\"color:#FF0000;\"><strong>0938 729 490</strong></span> or email <a href=\"mailto:cavec@khoitoan.com.vn\">cavec@khoitoan.com.vn</a> for further assistance.</span></span></p>\r\n\r\n<p> </p>\r\n', NULL, 'Length, Độ dài', 'Length, Độ dài', 'Length, Độ dài', NULL, NULL, NULL, 12, 1, 1486113002, 1494227487, 1386),
(10, 2, 14, 0, 'Lĩnh vực hiệu chuẩn: Góc thử nghiệm', 'Calibration field: Testing Angle', NULL, 'calibration-field-testing-angle', '', '', NULL, '<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Thông số hiệu chuẩn chính của lĩnh chỉ tiêu này là góc thử nghiệm của các loại máy thử gập vật liệu, máy thử gập giày thành phẩm, máy thử gập chống thấm hay thước đo góc.</span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p><strong><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Tiêu chuẩn tham khảo: SATRA TM55, SATRA TM92, SATRA TM77, ASTM D1593, ASTM D1790</span></span></strong></p>\r\n\r\n<p> </p>\r\n\r\n<table border=\"0\" cellpadding=\"0\" cellspacing=\"1\" height=\"202\" width=\"976\">\r\n	<tbody>\r\n		<tr>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"123\" src=\"http://khoitoan.com.vn/upload/images/Angle%20gauge%20(LM-90).png\" width=\"97\" /></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"127\" src=\"http://khoitoan.com.vn/upload/images/Bally%20flexometer%20(STM%20701)%20(2).png\" width=\"149\" /></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"120\" src=\"http://khoitoan.com.vn/upload/images/Ross%20flexer%20(STM%20141).png\" width=\"187\" /></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"137\" src=\"http://khoitoan.com.vn/upload/images/Shoe%20flexing%20(PT-3071).png\" width=\"182\" /></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"144\" src=\"http://khoitoan.com.vn/upload/images/Whole%20sole%20flexing%20(STM%20465).png\" width=\"182\" /></td>\r\n		</tr>\r\n		<tr>\r\n			<td style=\"text-align: center;\"><span style=\"color:#0000CD;\"><strong><span style=\"font-size: 16px;\"><span style=\"font-family: times new roman,times,serif;\">Thước đo góc</span></span></strong></span></td>\r\n			<td style=\"text-align: center;\"><span style=\"color:#0000CD;\"><strong><span style=\"font-size: 16px;\"><span style=\"font-family: times new roman,times,serif;\">Máy thử uốn gấp Bally</span></span></strong></span></td>\r\n			<td style=\"text-align: center;\"><span style=\"color:#0000CD;\"><strong><span style=\"font-size: 16px;\"><span style=\"font-family: times new roman,times,serif;\">Máy thử uốn gấp Ross</span></span></strong></span></td>\r\n			<td style=\"text-align: center;\"><span style=\"color:#0000CD;\"><strong><span style=\"font-size: 16px;\"><span style=\"font-family: times new roman,times,serif;\">Máy thử uốn gấp giày</span></span></strong></span></td>\r\n			<td style=\"text-align: center;\"><span style=\"color:#0000CD;\"><strong><span style=\"font-size: 16px;\"><span style=\"font-family: times new roman,times,serif;\">Máy thử uốn gấp đế giày</span></span></strong></span></td>\r\n		</tr>\r\n	</tbody>\r\n</table>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Vui lòng gọi <span style=\"color:#FF0000;\"><strong>0938 729 490</strong></span> hoặc email đến <a href=\"mailto:cavec@khoitoan.com.vn\">cavec@khoitoan.com.vn</a> để được hỗ trợ.</span></span></p>\r\n\r\n<p> </p>\r\n', '<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">The calibrated parameter of this field is testing angle of materials flexing machine, whole shoe flexing machine, waterproofness testing machine or angle gauge</span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p><strong><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Reference standard: SATRA TM55, SATRA TM92, SATRA TM77, ASTM D1593, ASTM D1790</span></span></strong></p>\r\n\r\n<p> </p>\r\n\r\n<table border=\"0\" cellpadding=\"0\" cellspacing=\"1\" height=\"203\" width=\"934\">\r\n	<tbody>\r\n		<tr>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"123\" src=\"http://khoitoan.com.vn/upload/images/Angle%20gauge%20(LM-90).png\" width=\"97\" /></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"127\" src=\"http://khoitoan.com.vn/upload/images/Bally%20flexometer%20(STM%20701)%20(2).png\" width=\"149\" /></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"120\" src=\"http://khoitoan.com.vn/upload/images/Ross%20flexer%20(STM%20141).png\" width=\"187\" /></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"137\" src=\"http://khoitoan.com.vn/upload/images/Shoe%20flexing%20(PT-3071).png\" width=\"182\" /></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"144\" src=\"http://khoitoan.com.vn/upload/images/Whole%20sole%20flexing%20(STM%20465).png\" width=\"182\" /></td>\r\n		</tr>\r\n		<tr>\r\n			<td style=\"text-align: center;\"><span style=\"color:#0000CD;\"><strong><span style=\"font-size: 16px;\"><span style=\"font-family: times new roman,times,serif;\">Angle gauge</span></span></strong></span></td>\r\n			<td style=\"text-align: center;\"><span style=\"color:#0000CD;\"><strong><span style=\"font-size: 16px;\"><span style=\"font-family: times new roman,times,serif;\">Bally flexometer</span></span></strong></span></td>\r\n			<td style=\"text-align: center;\"><span style=\"color:#0000CD;\"><strong><span style=\"font-size: 16px;\"><span style=\"font-family: times new roman,times,serif;\">Ross flexing machine</span></span></strong></span></td>\r\n			<td style=\"text-align: center;\"><span style=\"color:#0000CD;\"><strong><span style=\"font-size: 16px;\"><span style=\"font-family: times new roman,times,serif;\">Whole shoe flexing machine</span></span></strong></span></td>\r\n			<td style=\"text-align: center;\"><span style=\"color:#0000CD;\"><strong><span style=\"font-size: 16px;\"><span style=\"font-family: times new roman,times,serif;\">Whole sole flexing machine</span></span></strong></span></td>\r\n		</tr>\r\n	</tbody>\r\n</table>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"color:#000000;\"><span style=\"font-size: 16px;\"><span style=\"font-family: times new roman,times,serif;\">Please call </span></span></span><span style=\"color:#FF0000;\"><span style=\"font-size: 16px;\"><span style=\"font-family: times new roman,times,serif;\"><strong>0938 729 490</strong></span></span></span><span style=\"color:#000000;\"><span style=\"font-size: 16px;\"><span style=\"font-family: times new roman,times,serif;\"> or email </span></span></span><a href=\"mailto:cavec@khoitoan.com.vn\"><span style=\"color:#0000CD;\"><span style=\"font-size: 16px;\"><span style=\"font-family: times new roman,times,serif;\">cavec@khoitoan.com.vn</span></span></span></a><span style=\"color:#000000;\"><span style=\"font-size: 16px;\"><span style=\"font-family: times new roman,times,serif;\"> for further assistance.</span></span></span></p>\r\n\r\n<p> </p>\r\n', NULL, 'Angle, Góc thử nghiệm', 'Angle, Góc thử nghiệm', 'Angle, Góc thử nghiệm', NULL, NULL, NULL, 3, 1, 1486114158, 1487693489, 1404),
(11, 2, 6, 0, 'Lĩnh vực hiệu chuẩn: Lực Kéo – Nén', 'Calibration field: Tension – Compression Force', NULL, 'calibration-field-tension-compression-force', '', '', NULL, '<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Máy thử lực kéo – nén là một trong những thiết bị thử nghiệm được ứng dụng rộng rãi nhất trong ngành giày, da, cao su, nhựa, túi xách, dệt may... Chúng tôi có khả năng hiệu chuẩn máy thử lực kéo nén với khả năng tải đến 1000 kgf.</span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p><strong><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Tiêu chuẩn tham khảo: NIKE, ADIDAS, SATRA, ASTM E74, ISO 7500, BS EN 10002-1</span></span></strong></p>\r\n\r\n<p> </p>\r\n\r\n<table border=\"0\" cellpadding=\"0\" cellspacing=\"1\" height=\"257\" width=\"481\">\r\n	<tbody>\r\n		<tr>\r\n			<td><span style=\"color:#0000CD;\"><strong><span style=\"font-size: 16px;\"><span style=\"font-family: times new roman,times,serif;\">Máy thử lực kéo - nén</span></span></strong></span></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"245\" src=\"http://khoitoan.com.vn/upload/images/Tensile%20(STM%20466).png\" width=\"124\" /></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"224\" src=\"http://khoitoan.com.vn/upload/images/Tensile%20machine%20(QC-506B1)%20web.png\" width=\"161\" /></td>\r\n		</tr>\r\n	</tbody>\r\n</table>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Vui lòng gọi <span style=\"color:#FF0000;\"><strong>0938 729 490</strong></span> hoặc email đến <a href=\"mailto:cavec@khoitoan.com.vn\">cavec@khoitoan.com.vn</a> để được hỗ trợ.</span></span></p>\r\n\r\n<p> </p>\r\n', '<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Tensile – compression testing machine is one of the wide-used test machines in footwear, leather, rubber, plastic, bag, textile industries... We have ability to calibrate this machine with capacity up to 1000 kgf.</span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p><strong><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Reference standard: NIKE, ADIDAS, SATRA, ASTM E74, ISO 7500, BS EN 10002-1</span></span></strong></p>\r\n\r\n<p> </p>\r\n\r\n<table border=\"0\" cellpadding=\"0\" cellspacing=\"1\" height=\"257\" width=\"523\">\r\n	<tbody>\r\n		<tr>\r\n			<td><span style=\"color:#0000CD;\"><strong><span style=\"font-size: 16px;\"><span style=\"font-family: times new roman,times,serif;\">Tensile testing machine</span></span></strong></span></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"245\" src=\"http://khoitoan.com.vn/upload/images/Tensile%20(STM%20466).png\" width=\"124\" /></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"215\" src=\"http://khoitoan.com.vn/upload/images/Tensile%20machine%20(QC-506B1)%20web.png\" width=\"154\" /></td>\r\n		</tr>\r\n	</tbody>\r\n</table>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Please call <span style=\"color:#FF0000;\"><strong>0938 729 490</strong></span> or email <a href=\"mailto:cavec@khoitoan.com.vn\">cavec@khoitoan.com.vn</a> for further assistance.</span></span></p>\r\n\r\n<p> </p>\r\n', NULL, 'Tension – Compression Force, Lực Kéo – Nén', 'Tension – Compression Force, Lực Kéo – Nén', 'Tension – Compression Force, Lực Kéo – Nén', NULL, NULL, NULL, 4, 1, 1486114309, 1487695723, 1502);
INSERT INTO `table_dichvu` (`id`, `id_list`, `id_cat`, `noibat`, `ten_vi`, `ten_en`, `ten_cam`, `tenkhongdau`, `mota_vi`, `mota_en`, `mota_cam`, `noidung_vi`, `noidung_en`, `noidung_cam`, `meta_title`, `meta_description`, `meta_keyword`, `loaitin`, `photo`, `thumb`, `stt`, `hienthi`, `ngaytao`, `ngaysua`, `luotxem`) VALUES
(12, 2, 15, 0, 'Lĩnh vực hiệu chuẩn: Lực Độ Cứng', 'Calibration field: Hardness', NULL, 'calibration-field-hardness', '', '', NULL, '<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Bên cạnh máy thử lực kéo – nén, chúng tôi cũng có khả năng hiệu chuẩn lực của các loại đồng hồ đo độ cứng cao su chất dẻo – thiết bị được sử dụng rộng rãi trong ngành giày, cao su, nhựa.</span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><strong>Tiêu chuẩn tham khảo: ASTM D2240, ISO 868, ISO 7619, DIN 53505, ASKER F, SRIS 0101, JIS S 6050, JIS K 6253, JIS K7312</strong></span></span></p>\r\n\r\n<p> </p>\r\n\r\n<table border=\"0\" cellpadding=\"0\" cellspacing=\"1\" height=\"171\" width=\"651\">\r\n	<tbody>\r\n		<tr>\r\n			<td>\r\n			<p><span style=\"color:#0000CD;\"><strong><span style=\"font-size: 16px;\"><span style=\"font-family: times new roman,times,serif;\">Đồng hồ đo độ cứng</span></span></strong></span><br />\r\n			<span style=\"color:#0000CD;\"><strong><span style=\"font-size: 16px;\"><span style=\"font-family: times new roman,times,serif;\">cao su, chất dẻo</span></span></strong></span></p>\r\n			</td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"137\" src=\"http://khoitoan.com.vn/upload/images/Asker%20A.png\" width=\"116\" /></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"159\" src=\"http://khoitoan.com.vn/upload/images/Durometer%20(JAL).jpg\" width=\"131\" /></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"152\" src=\"http://khoitoan.com.vn/upload/images/Digital%20durometer%20(type%20C)%20(CheckLine).png\" width=\"95\" /></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"138\" src=\"http://khoitoan.com.vn/upload/images/Durometer%20(analog)%202.png\" width=\"117\" /></td>\r\n		</tr>\r\n	</tbody>\r\n</table>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-family:times new roman,times,serif;\"><span style=\"font-size: 12pt;\">Vui lòng gọi <span style=\"color:#FF0000;\"><strong>0938 729 490</strong></span> hoặc email đến <a href=\"mailto:cavec@khoitoan.com.vn\">cavec@khoitoan.com.vn</a> để được hỗ trợ.</span></span></p>\r\n\r\n<p> </p>\r\n', '<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Besides tensile – compression testing machine, we also can calibrate force of durometer hardness – the widely used equipment in footwear, rubber, plastic industries.</span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><strong>Reference standard: ASTM D2240, ISO 868, ISO 7619, DIN 53505, ASKER F, SRIS 0101, JIS S 6050, JIS K 6253, JIS K7312</strong></span></span></p>\r\n\r\n<p> </p>\r\n\r\n<table border=\"0\" cellpadding=\"0\" cellspacing=\"1\" height=\"171\" width=\"651\">\r\n	<tbody>\r\n		<tr>\r\n			<td><span style=\"color:#0000CD;\"><strong><span style=\"font-size: 16px;\"><span style=\"font-family: times new roman,times,serif;\">Durometer</span></span></strong></span></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"137\" src=\"http://khoitoan.com.vn/upload/images/Asker%20A.png\" width=\"116\" /></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"159\" src=\"http://khoitoan.com.vn/upload/images/Durometer%20(JAL).jpg\" width=\"131\" /></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"152\" src=\"http://khoitoan.com.vn/upload/images/Digital%20durometer%20(type%20C)%20(CheckLine).png\" width=\"95\" /></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"138\" src=\"http://khoitoan.com.vn/upload/images/Durometer%20(analog)%202.png\" width=\"117\" /></td>\r\n		</tr>\r\n	</tbody>\r\n</table>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Please call <span style=\"color:#FF0000;\"><strong>0938 729 490</strong></span> or email <a href=\"mailto:cavec@khoitoan.com.vn\">cavec@khoitoan.com.vn</a> for further assistance.</span></span></p>\r\n\r\n<p> </p>\r\n', NULL, 'Hardness, Lực Độ Cứng', 'Hardness, Lực Độ Cứng', 'Hardness, Lực Độ Cứng', NULL, NULL, NULL, 5, 1, 1486114517, 1487695806, 1387),
(13, 2, 7, 0, 'Lĩnh vực hiệu chuẩn: Nhiệt độ', 'Calibration field: Temperature', NULL, 'calibration-field-temperature', '', '', NULL, '<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Nhằm đáp ứng yêu cầu của khách hàng, chúng tôi đã mở rộng chỉ tiêu hiệu chuẩn nhiều loại thiết bị đo nhiệt độ, từ các loại tủ sấy, tủ lão hoá, đồng hồ đo nhiệt độ hiện số, nhiệt kế hồng ngoại, máy đo chỉ số lưu hóa cao su, nhiệt kế thuỷ tinh chất lỏng…</span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><strong>Tiêu chuẩn tham khảo: ISO 6330, ISO 2440, ASTM D5374, ASTM D5423, ĐLVN 127, ĐLVN 159, ĐLVN 124</strong></span></span></p>\r\n\r\n<p> </p>\r\n\r\n<table border=\"0\" cellpadding=\"0\" cellspacing=\"1\" height=\"216\" width=\"784\">\r\n	<tbody>\r\n		<tr>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"148\" src=\"http://khoitoan.com.vn/upload/images/Binder%20oven%20(BD53).png\" width=\"156\" /></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"146\" src=\"http://khoitoan.com.vn/upload/images/Hydrolysis%20chamber%20(PT-2091).png\" width=\"124\" /></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"134\" src=\"http://khoitoan.com.vn/upload/images/Infrared%20thermometer%20(Fluke%2062%20MAX)%20-%201.png\" width=\"63\" /></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"141\" src=\"http://khoitoan.com.vn/upload/images/Digital%20thermometer%20(DE-3003).png\" width=\"142\" /></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"180\" src=\"http://khoitoan.com.vn/upload/images/Mecury%20thermometer%20(France).png\" width=\"45\" /></td>\r\n		</tr>\r\n		<tr>\r\n			<td style=\"text-align: center;\"><span style=\"color:#0000CD;\"><strong><span style=\"font-size: 16px;\"><span style=\"font-family: times new roman,times,serif;\">Tủ sấy</span></span></strong></span></td>\r\n			<td style=\"text-align: center;\"><span style=\"color:#0000CD;\"><strong><span style=\"font-size: 16px;\"><span style=\"font-family: times new roman,times,serif;\">Tủ thuỷ phân</span></span></strong></span></td>\r\n			<td style=\"text-align: center;\"><span style=\"color:#0000CD;\"><strong><span style=\"font-size: 16px;\"><span style=\"font-family: times new roman,times,serif;\">Nhiệt kế hồng ngoại</span></span></strong></span></td>\r\n			<td style=\"text-align: center;\"><span style=\"color:#0000CD;\"><strong><span style=\"font-size: 16px;\"><span style=\"font-family: times new roman,times,serif;\">Đồng hồ nhiệt độ</span></span></strong></span></td>\r\n			<td style=\"text-align: center;\"><span style=\"color:#0000CD;\"><strong><span style=\"font-size: 16px;\"><span style=\"font-family: times new roman,times,serif;\">Nhiệt kế thuỷ tinh</span></span></strong></span></td>\r\n		</tr>\r\n	</tbody>\r\n</table>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Vui lòng gọi <span style=\"color: rgb(255, 0, 0);\"><strong>0938 729 490</strong></span> hoặc email đến <a href=\"mailto:cavec@khoitoan.com.vn\">cavec@khoitoan.com.vn</a> để được hỗ trợ.</span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p> </p>\r\n', '<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">In order to meet customer’s inquiries, we extend our calibration field of temperature from aging oven, drying oven, digital thermometer, infrared thermometer, moving die rheometer, liquid-in-glass thermometer…</span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><strong>Reference standard: ISO 6330, ISO 2440, ASTM D5374, ASTM D5423, ĐLVN 127, ĐLVN 159, ĐLVN 124</strong></span></span></p>\r\n\r\n<p> </p>\r\n\r\n<table border=\"0\" cellpadding=\"0\" cellspacing=\"1\" height=\"216\" width=\"784\">\r\n	<tbody>\r\n		<tr>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"148\" src=\"http://khoitoan.com.vn/upload/images/Binder%20oven%20(BD53).png\" width=\"156\" /></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"146\" src=\"http://khoitoan.com.vn/upload/images/Hydrolysis%20chamber%20(PT-2091).png\" width=\"124\" /></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"134\" src=\"http://khoitoan.com.vn/upload/images/Infrared%20thermometer%20(Fluke%2062%20MAX)%20-%201.png\" width=\"63\" /></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"141\" src=\"http://khoitoan.com.vn/upload/images/Digital%20thermometer%20(DE-3003).png\" width=\"142\" /></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"180\" src=\"http://khoitoan.com.vn/upload/images/Mecury%20thermometer%20(France).png\" width=\"45\" /></td>\r\n		</tr>\r\n		<tr>\r\n			<td style=\"text-align: center;\"><span style=\"color:#0000CD;\"><strong><span style=\"font-size: 16px;\"><span style=\"font-family: times new roman,times,serif;\">Drying oven</span></span></strong></span></td>\r\n			<td style=\"text-align: center;\"><span style=\"color:#0000CD;\"><strong><span style=\"font-size: 16px;\"><span style=\"font-family: times new roman,times,serif;\">Hydrolysis oven</span></span></strong></span></td>\r\n			<td style=\"text-align: center;\"><span style=\"color:#0000CD;\"><strong><span style=\"font-size: 16px;\"><span style=\"font-family: times new roman,times,serif;\">IR thermometer</span></span></strong></span></td>\r\n			<td style=\"text-align: center;\"><span style=\"color:#0000CD;\"><strong><span style=\"font-size: 16px;\"><span style=\"font-family: times new roman,times,serif;\">Digital thermometer</span></span></strong></span></td>\r\n			<td style=\"text-align: center;\"><span style=\"color:#0000CD;\"><strong><span style=\"font-size: 16px;\"><span style=\"font-family: times new roman,times,serif;\">Glass thermometer</span></span></strong></span></td>\r\n		</tr>\r\n	</tbody>\r\n</table>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Please call <span style=\"color: rgb(255, 0, 0);\"><strong>0938 729 490</strong></span> or email <a href=\"mailto:cavec@khoitoan.com.vn\">cavec@khoitoan.com.vn</a> for further assistance.</span></span></p>\r\n\r\n<p> </p>\r\n', NULL, 'Temperature, Nhiệt độ', 'Temperature, Nhiệt độ', 'Temperature, Nhiệt độ', NULL, NULL, NULL, 6, 1, 1486114623, 1487695876, 2549),
(14, 2, 16, 0, 'Lĩnh vực hiệu chuẩn: Tốc Độ', 'Calibration field: Speed', NULL, 'calibration-field-speed', '', '', NULL, '<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Chúng tôi có khả năng hiệu chuẩn tốc độ của nhiều loại thiết bị thử nghiệm khác nhau, từ tốc độ vòng quay đến tốc độ hành trình như máy thử nghiệm mài mòn DIN, máy thử uốn gấp Bally, máy thử lực kéo nén, máy giặt thử nghiệm, máy li tâm, động cơ AC/DC…</span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><strong>Tiêu chuẩn tham khảo: SATRA TM 31, SATRA TM 25, SATRA TM55, ISO 5423, ISO 4643</strong></span></span></p>\r\n\r\n<p> </p>\r\n\r\n<table border=\"0\" cellpadding=\"0\" cellspacing=\"1\" height=\"222\" width=\"762\">\r\n	<tbody>\r\n		<tr>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"124\" src=\"http://khoitoan.com.vn/upload/images/Martindale%20tester%20(STM%20633).png\" width=\"181\" /></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"144\" src=\"http://khoitoan.com.vn/upload/images/Soling%20machine%20(STM%20602)%20-%201.png\" width=\"191\" /></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"208\" src=\"http://khoitoan.com.vn/upload/images/Tensile%20(STM%20466).png\" width=\"106\" /></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"156\" src=\"http://khoitoan.com.vn/upload/images/Wascator%20FOM71CLS.jpg\" width=\"106\" /></td>\r\n		</tr>\r\n		<tr>\r\n			<td style=\"text-align: center;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 205);\"><strong>Máy thử mài mòn Martindale</strong></span></span></span></td>\r\n			<td style=\"text-align: center;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 205);\"><strong>Máy thử mài mòn DIN </strong></span></span></span></td>\r\n			<td style=\"text-align: center;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 205);\"><strong>Máy thử lực kéo</strong></span></span></span></td>\r\n			<td style=\"text-align: center;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 205);\"><strong>Máy giặt thử nghiệm</strong></span></span></span></td>\r\n		</tr>\r\n	</tbody>\r\n</table>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Vui lòng gọi <span style=\"color:#FF0000;\"><strong>0938 729 490</strong></span> hoặc email đến <a href=\"mailto:cavec@khoitoan.com.vn\">cavec@khoitoan.com.vn</a> để được hỗ trợ.</span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p> </p>\r\n', '<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">We have ability to calibrate many types of testing equipment, from rotation speed to moving speed such as DIN abrasion tester, Bally flexing machine, tensile testing machine, C (washing machine), AC/DC motor...</span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><strong>Reference standard: SATRA TM 31, SATRA TM 25, SATRA TM55, ISO 5423, ISO 4643</strong></span></span></p>\r\n\r\n<p> </p>\r\n\r\n<table border=\"0\" cellpadding=\"0\" cellspacing=\"1\" height=\"222\" width=\"762\">\r\n	<tbody>\r\n		<tr>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"124\" src=\"http://khoitoan.com.vn/upload/images/Martindale%20tester%20(STM%20633).png\" width=\"181\" /></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"144\" src=\"http://khoitoan.com.vn/upload/images/Soling%20machine%20(STM%20602)%20-%201.png\" width=\"191\" /></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"208\" src=\"http://khoitoan.com.vn/upload/images/Tensile%20(STM%20466).png\" width=\"106\" /></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"156\" src=\"http://khoitoan.com.vn/upload/images/Wascator%20FOM71CLS.jpg\" width=\"106\" /></td>\r\n		</tr>\r\n		<tr>\r\n			<td style=\"text-align: center;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 205);\"><strong>Martindale abrasion tester</strong></span></span></span></td>\r\n			<td style=\"text-align: center;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 205);\"><strong>DIN abrasion tester</strong></span></span></span></td>\r\n			<td style=\"text-align: center;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 205);\"><strong>Tensile testing machine</strong></span></span></span></td>\r\n			<td style=\"text-align: center;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 205);\"><strong>Wascator</strong></span></span></span></td>\r\n		</tr>\r\n	</tbody>\r\n</table>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Please call <span style=\"color:#FF0000;\"><strong>0938 729 490</strong></span> or email <a href=\"mailto:cavec@khoitoan.com.vn\">cavec@khoitoan.com.vn</a> for further assistance.</span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p> </p>\r\n', NULL, 'Speed, Tốc Độ', 'Speed, Tốc Độ', 'Speed, Tốc Độ', NULL, NULL, NULL, 7, 1, 1486114783, 1521450563, 1443),
(15, 2, 8, 0, 'Lĩnh vực hiệu chuẩn: Áp Suất', 'Calibration field: Pressure', NULL, 'calibration-field-pressure', '', '', NULL, '<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Phương tiện đo của chỉ tiêu áp suất bao gồm các loại máy đo độ bục, máy thử mài mòn đa năng (Stoll), áp kế kiểu lò xo và hiện số</span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><strong>Tiêu chuẩn tham khảo: ASTM D3786, ASTM D2210, ISO 2759, JIS L1018, TAPPI T403, GB/T 6545, ĐLVN 76</strong></span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p> </p>\r\n\r\n<table border=\"0\" cellpadding=\"0\" cellspacing=\"1\" height=\"214\" width=\"591\">\r\n	<tbody>\r\n		<tr>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"113\" src=\"http://khoitoan.com.vn/upload/images/Pressure%20gauge.png\" width=\"113\" /></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"158\" src=\"http://khoitoan.com.vn/upload/images/Bursting%20(304-305).jpg\" width=\"103\" />  <img alt=\"\" height=\"157\" src=\"http://khoitoan.com.vn/upload/images/Bursting%20(304-305-YPO).jpg\" width=\"129\" /></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"151\" src=\"http://khoitoan.com.vn/upload/images/Stoll%20machine%20(UWT).jpg\" width=\"151\" /></td>\r\n		</tr>\r\n		<tr>\r\n			<td style=\"text-align: center;\"><span style=\"color:#0000CD;\"><span style=\"font-size: 16px;\"><strong><span style=\"font-family: times new roman,times,serif;\">Áp kế</span></strong></span></span></td>\r\n			<td style=\"text-align: center;\"><span style=\"color:#0000CD;\"><span style=\"font-size: 16px;\"><strong><span style=\"font-family: times new roman,times,serif;\">Máy đo độ bục</span></strong></span></span></td>\r\n			<td style=\"text-align: center;\"><span style=\"color:#0000CD;\"><span style=\"font-size: 16px;\"><strong><span style=\"font-family: times new roman,times,serif;\">Máy thử mài mòn Stoll</span></strong></span></span></td>\r\n		</tr>\r\n	</tbody>\r\n</table>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Vui lòng gọi <span style=\"color: rgb(255, 0, 0);\"><strong>0938 729 490</strong></span> hoặc email đến <a href=\"mailto:cavec@khoitoan.com.vn\">cavec@khoitoan.com.vn</a> để được hỗ trợ.</span></span></p>\r\n\r\n<p> </p>\r\n', '<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Calibrated equipment of this field is bursting machine, Stoll abrasion machine, pressure gauge and digital pressure meter.</span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><strong>Reference standard: ASTM D3786, ASTM D2210, ISO 2759, JIS L1018, TAPPI T403, GB/T 6545, ĐLVN 76</strong></span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p> </p>\r\n\r\n<table border=\"0\" cellpadding=\"0\" cellspacing=\"1\" height=\"214\" width=\"591\">\r\n	<tbody>\r\n		<tr>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"113\" src=\"http://khoitoan.com.vn/upload/images/Pressure%20gauge.png\" width=\"113\" /></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"158\" src=\"http://khoitoan.com.vn/upload/images/Bursting%20(304-305).jpg\" width=\"103\" />  <img alt=\"\" height=\"157\" src=\"http://khoitoan.com.vn/upload/images/Bursting%20(304-305-YPO).jpg\" width=\"129\" /></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"151\" src=\"http://khoitoan.com.vn/upload/images/Stoll%20machine%20(UWT).jpg\" width=\"151\" /></td>\r\n		</tr>\r\n		<tr>\r\n			<td style=\"text-align: center;\"><span style=\"color:#0000CD;\"><span style=\"font-size: 16px;\"><strong><span style=\"font-family: times new roman,times,serif;\">Pressure gauge</span></strong></span></span></td>\r\n			<td style=\"text-align: center;\"><span style=\"color:#0000CD;\"><span style=\"font-size: 16px;\"><strong><span style=\"font-family: times new roman,times,serif;\">Bursting strength tester</span></strong></span></span></td>\r\n			<td style=\"text-align: center;\"><span style=\"color:#0000CD;\"><span style=\"font-size: 16px;\"><strong><span style=\"font-family: times new roman,times,serif;\">Stoll abrasion machine</span></strong></span></span></td>\r\n		</tr>\r\n	</tbody>\r\n</table>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Please call <span style=\"color: rgb(255, 0, 0);\"><strong>0938 729 490</strong></span> or email <a href=\"mailto:cavec@khoitoan.com.vn\">cavec@khoitoan.com.vn</a> for further assistance.</span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p> </p>\r\n', NULL, 'Pressure, Áp Suất', 'Pressure, Áp Suất', 'Pressure, Áp Suất', NULL, NULL, NULL, 8, 1, 1486114903, 1487696077, 1455),
(16, 2, 9, 0, 'Lĩnh vực hiệu chuẩn: Độ Ẩm', 'Calibration field: Humidity', NULL, 'calibration-field-humidity', '', '', NULL, '<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Thiết bị chuẩn của chúng tôi có thể hiệu chuẩn được các loại ẩm kế điện tử như bên dưới.</span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><strong>Tiêu chuẩn tham khảo: ISO 2440, ASTM E104-02</strong></span></span></p>\r\n\r\n<p> </p>\r\n\r\n<table border=\"0\" cellpadding=\"0\" cellspacing=\"1\" height=\"292\" width=\"550\">\r\n	<tbody>\r\n		<tr>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"202\" src=\"http://khoitoan.com.vn/upload/images/Temp%20%26%20hum%20meter%20(HM46).png\" width=\"93\" />        <img alt=\"\" height=\"146\" src=\"http://khoitoan.com.vn/upload/images/Lutron%20temp%20%26%20humidity%20meter.jpg\" width=\"94\" /></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"152\" src=\"http://khoitoan.com.vn/upload/images/Thermo%20Hydrometer%20(TH-05).jpg\" width=\"143\" /></td>\r\n		</tr>\r\n		<tr>\r\n			<td style=\"text-align: center;\">\r\n			<p><span style=\"color:#0000CD;\"><strong><span style=\"font-size: 16px;\"><span style=\"font-family: times new roman,times,serif;\">Đồng hồ đo nhiệt độ, độ ẩm</span></span></strong></span></p>\r\n			</td>\r\n			<td style=\"text-align: center;\">\r\n			<p><span style=\"color:#0000CD;\"><strong><span style=\"font-size: 16px;\"><span style=\"font-family: times new roman,times,serif;\">Nhiệt ẩm kế điện tử</span></span></strong></span></p>\r\n			</td>\r\n		</tr>\r\n	</tbody>\r\n</table>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Vui lòng gọi <span style=\"color: rgb(255, 0, 0);\"><strong>0938 729 490</strong></span> hoặc email đến <a href=\"mailto:cavec@khoitoan.com.vn\">cavec@khoitoan.com.vn</a> để được hỗ trợ.</span></span></p>\r\n\r\n<p> </p>\r\n', '<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Our standard device can calibrate some types of humidity meter as below.</span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><strong><span style=\"color: black;\">Reference standard: ISO 2440, ASTM E104-02</span></strong></span></span></p>\r\n\r\n<p> </p>\r\n\r\n<table border=\"0\" cellpadding=\"0\" cellspacing=\"1\" height=\"328\" style=\"height: 100px;\" width=\"550\">\r\n	<tbody>\r\n		<tr>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"202\" src=\"http://khoitoan.com.vn/upload/images/Temp%20%26%20hum%20meter%20(HM46).png\" width=\"93\" />        <img alt=\"\" height=\"146\" src=\"http://khoitoan.com.vn/upload/images/Lutron%20temp%20%26%20humidity%20meter.jpg\" width=\"94\" /></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"152\" src=\"http://khoitoan.com.vn/upload/images/Thermo%20Hydrometer%20(TH-05).jpg\" width=\"143\" /></td>\r\n		</tr>\r\n		<tr>\r\n			<td style=\"text-align: center;\">\r\n			<p><span style=\"color:#0000CD;\"><strong><span style=\"font-size: 16px;\"><span style=\"font-family: times new roman,times,serif;\">Temperature & humidity meter</span></span></strong></span></p>\r\n			</td>\r\n			<td style=\"text-align: center;\">\r\n			<p><span style=\"color:#0000CD;\"><strong><span style=\"font-size: 16px;\"><span style=\"font-family: times new roman,times,serif;\">Digital thermo hygrometer</span></span></strong></span></p>\r\n			</td>\r\n		</tr>\r\n	</tbody>\r\n</table>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Please call <span style=\"color:#FF0000;\"><strong>0938 729 490</strong></span> or email <a href=\"mailto:cavec@khoitoan.com.vn\">cavec@khoitoan.com.vn</a> for further assistance.</span></span></p>\r\n\r\n<p> </p>\r\n', NULL, 'Humidity, Độ Ẩm', 'Humidity, Độ Ẩm', 'Humidity, Độ Ẩm', NULL, NULL, NULL, 9, 1, 1486114999, 1487696138, 1642),
(17, 2, 17, 0, 'Lĩnh vực hiệu chuẩn khác', 'Other Calibrations', NULL, 'other-calibrations', '', '', NULL, '<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Chúng tôi có khả năng hiệu chuẩn nhiều thiết bị khác như: máy đo độ pH, máy kiểm vải, cân sấy ẩm, máy phun sương muối, máy thử túi xách, máy thử phun nước, tủ ấm, lò nung, máy tách màu, máy nhuộm thí nghiệm, máy ép nhiệt…</span></span></p>\r\n\r\n<p> </p>\r\n\r\n<table border=\"0\" cellpadding=\"0\" cellspacing=\"1\" height=\"166\" width=\"859\">\r\n	<tbody>\r\n		<tr>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"106\" src=\"http://khoitoan.com.vn/upload/images/pH%20Meter%20(HI%203220).png\" width=\"163\" /></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"99\" src=\"http://khoitoan.com.vn/upload/images/Moisture%20balance%20(FD%20660)%20web.png\" width=\"121\" /></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"126\" src=\"http://khoitoan.com.vn/upload/images/Drying%20oven%20(SH-DO149FG).png\" width=\"112\" /></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"114\" src=\"http://khoitoan.com.vn/upload/images/Mileage%20tester%20(PT-9022).jpg\" width=\"134\" /></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"124\" src=\"http://khoitoan.com.vn/upload/images/Salt%20Spray%20Tester%20(PT-2070A).png\" width=\"116\" /></td>\r\n		</tr>\r\n		<tr>\r\n			<td style=\"text-align: center;\"><span style=\"color:#0000CD;\"><strong><span style=\"font-size: 16px;\"><span style=\"font-family: times new roman,times,serif;\">Máy đo độ pH</span></span></strong></span></td>\r\n			<td style=\"text-align: center;\"><span style=\"color:#0000CD;\"><strong><span style=\"font-size: 16px;\"><span style=\"font-family: times new roman,times,serif;\">Cân sấy ẩm</span></span></strong></span></td>\r\n			<td style=\"text-align: center;\"><span style=\"color:#0000CD;\"><strong><span style=\"font-size: 16px;\"><span style=\"font-family: times new roman,times,serif;\">Tủ ấm</span></span></strong></span></td>\r\n			<td style=\"text-align: center;\"><span style=\"color:#0000CD;\"><strong><span style=\"font-size: 16px;\"><span style=\"font-family: times new roman,times,serif;\">Máy thử túi xách</span></span></strong></span></td>\r\n			<td style=\"text-align: center;\"><span style=\"color:#0000CD;\"><strong><span style=\"font-size: 16px;\"><span style=\"font-family: times new roman,times,serif;\">Máy phun sương muối</span></span></strong></span></td>\r\n		</tr>\r\n	</tbody>\r\n</table>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Vui lòng gọi <span style=\"color:#FF0000;\"><strong>0938 729 490</strong></span> hoặc email đến <a href=\"mailto:cavec@khoitoan.com.vn\">cavec@khoitoan.com.vn</a> để được hỗ trợ.</span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p> </p>\r\n\r\n<p> </p>\r\n', '<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">We also calibrate many other equipment, such as: pH meter, fabric measuring machine, moisture balance, salt spray tester, mileage tester, spray tester, incubator, electric furnace, automatic tubeless gravimetric dispenser, lab dying machine, thermo test press....</span></span></p>\r\n\r\n<p> </p>\r\n\r\n<table border=\"0\" cellpadding=\"0\" cellspacing=\"1\" height=\"162\" width=\"808\">\r\n	<tbody>\r\n		<tr>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"106\" src=\"http://khoitoan.com.vn/upload/images/pH%20Meter%20(HI%203220).png\" width=\"163\" /></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"99\" src=\"http://khoitoan.com.vn/upload/images/Moisture%20balance%20(FD%20660)%20web.png\" width=\"121\" /></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"126\" src=\"http://khoitoan.com.vn/upload/images/Drying%20oven%20(SH-DO149FG).png\" width=\"112\" /></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"106\" src=\"http://khoitoan.com.vn/upload/images/Mileage%20tester%20(PT-9022).jpg\" width=\"124\" /></td>\r\n			<td style=\"text-align: center;\"><img alt=\"\" height=\"124\" src=\"http://khoitoan.com.vn/upload/images/Salt%20Spray%20Tester%20(PT-2070A).png\" width=\"116\" /></td>\r\n		</tr>\r\n		<tr>\r\n			<td style=\"text-align: center;\"><span style=\"color:#0000CD;\"><strong><span style=\"font-size: 16px;\"><span style=\"font-family: times new roman,times,serif;\">pH meter</span></span></strong></span></td>\r\n			<td style=\"text-align: center;\"><span style=\"color:#0000CD;\"><strong><span style=\"font-size: 16px;\"><span style=\"font-family: times new roman,times,serif;\">Moisture balance</span></span></strong></span></td>\r\n			<td style=\"text-align: center;\"><span style=\"color:#0000CD;\"><strong><span style=\"font-size: 16px;\"><span style=\"font-family: times new roman,times,serif;\">Incubator</span></span></strong></span></td>\r\n			<td style=\"text-align: center;\"><span style=\"color:#0000CD;\"><strong><span style=\"font-size: 16px;\"><span style=\"font-family: times new roman,times,serif;\">Mileage tester</span></span></strong></span></td>\r\n			<td style=\"text-align: center;\"><span style=\"color:#0000CD;\"><strong><span style=\"font-size: 16px;\"><span style=\"font-family: times new roman,times,serif;\">Salt spray tester</span></span></strong></span></td>\r\n		</tr>\r\n	</tbody>\r\n</table>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Please call <span style=\"color:#FF0000;\"><strong>0938 729 490</strong></span> or email <a href=\"mailto:cavec@khoitoan.com.vn\">cavec@khoitoan.com.vn</a> for further assistance.</span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p> </p>\r\n', NULL, 'Calibration, Hiệu chuẩn', 'Calibration, Hiệu chuẩn', 'Calibration, Hiệu chuẩn', NULL, NULL, NULL, 10, 1, 1486115152, 1487696199, 1522),
(20, 5, 0, 0, 'DỊCH VỤ ĐÀO TẠO', 'TRAINING SERVICE', NULL, 'training-service', 'Dịch vụ đào tạo của Khởi Toàn giúp khách hàng sử dụng và quản lý thiết bị phòng thí nghiệm hiệu quả, mang lại kết quả thử nghiệm chính xác và ổn định.', 'Khoi Toan’s training service helps customers use and manage laboratory equipment effectively, resulting in accurate and stable test results.', NULL, '<p> </p>\r\n\r\n<p style=\"line-height:18.0pt;layout-grid-mode:char;\"><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\">Dịch vụ đào tạo của Khởi Toàn giúp khách hàng sử dụng và quản lý thiết bị phòng thí nghiệm hiệu quả, mang lại kết quả thử nghiệm chính xác và ổn định.  </span></span></p>\r\n\r\n<p style=\"line-height:18.0pt;layout-grid-mode:char;\"> </p>\r\n\r\n<p style=\"line-height:18.0pt;layout-grid-mode:char;\"><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\">Chương trình đào tạo linh hoạt với yêu cầu cụ thể và phù hợp với tiêu chuẩn, phương pháp mà khách hàng đang áp dụng. Nội dung đào tạo thực tế với lý thuyết và thực hành song song, đạt hiệu quả thiết thực. Các khóa đào tạo ngắn hạn theo chuyên đề như:</span></span></p>\r\n\r\n<p style=\"line-height:18.0pt;layout-grid-mode:char;\"><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\">    +  Vận hành và bảo dưỡng máy thử nghiệm</span></span></p>\r\n\r\n<p style=\"line-height:18.0pt;layout-grid-mode:char;\"><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\">    +  Hiệu chuẩn nội bộ thiết bị thử nghiệm</span></span></p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\">    +  Hiệu chuẩn các thiết bị đo lường trong lĩnh vực: độ dài, nhiệt độ, khối lượng, lực…</span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p style=\"text-align: center;\"><img alt=\"\" height=\"327\" src=\"http://khoitoan.com.vn/upload/images/Dich%20vu%20dao%20tao%202.jpg\" width=\"436\" /></p>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Hãy gửi email đến <strong><a href=\"mailto:cavec@khoitoan.com.vn\"><span style=\"color: rgb(0, 0, 205);\">cavec@khoitoan.com.vn</span></a></strong> hoặc gọi <span style=\"color: rgb(0, 0, 205);\"><strong>0938729490</strong></span> để được hỗ trợ. Chúng tôi sẽ đến phòng thí nghiệm của Quý khách để tư vấn dịch vụ đào tạo phù hợp với nhu cầu của Quý khách.</span></span></p>\r\n', '<p> </p>\r\n\r\n<p style=\"line-height:18.0pt;layout-grid-mode:char;\"><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\">Khoi Toan’s training service helps customers use and manage laboratory equipment effectively, resulting in accurate and stable test results.</span></span></p>\r\n\r\n<p style=\"line-height:18.0pt;layout-grid-mode:char;\"> </p>\r\n\r\n<p style=\"line-height:18.0pt;layout-grid-mode:char;\"><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\">The training programs are flexible with specific requirements and in accordance with standards and methods that customers are applying. Training content consists of theory in parallel with practice, obtaining practical effects. Short-term specific training courses are as below:</span></span></p>\r\n\r\n<p style=\"line-height:18.0pt;layout-grid-mode:char;\"><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\">    +  Operation and maintenance of test equipment</span></span></p>\r\n\r\n<p style=\"line-height:18.0pt;layout-grid-mode:char;\"><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\">    +  Internal calibration of test equipment</span></span></p>\r\n\r\n<p style=\"line-height:18.0pt;layout-grid-mode:char;\"><span style=\"font-size:16px;\"><span style=\"font-family:times new roman,times,serif;\">    +  Calibration of measuring equipment in the fields of length, temperature, mass, force, etc.</span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p style=\"text-align: center;\"><img alt=\"\" height=\"285\" src=\"http://khoitoan.com.vn/upload/images/Dich%20vu%20dao%20tao%202.jpg\" width=\"379\" /></p>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Please email to <strong><a href=\"mailto:cavec@khoitoan.com.vn\"><span style=\"color:#0000CD;\">cavec@khoitoan.com.vn</span></a></strong> or call <span style=\"color:#0000CD;\"><strong>0938729490</strong></span> for further support. We will visit your laboratory to offer a suitable training course to you.</span></span></p>\r\n', NULL, 'DỊCH VỤ ĐÀO TẠO, TRAINING SERVICE', 'DỊCH VỤ ĐÀO TẠO, TRAINING SERVICE', 'DỊCH VỤ ĐÀO TẠO, TRAINING SERVICE', NULL, NULL, NULL, 1, 1, 1488364196, 1538303293, 2612);

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--
-- Cấu trúc bảng cho bảng `table_dichvu_cat`
--

CREATE TABLE `table_dichvu_cat` (
  `id` int(11) NOT NULL,
  `id_list` int(11) DEFAULT NULL,
  `ten_vi` varchar(255) DEFAULT NULL,
  `ten_en` varchar(255) DEFAULT NULL,
  `ten_cam` varchar(255) DEFAULT NULL,
  `tenkhongdau` varchar(255) DEFAULT NULL,
  `stt` int(11) DEFAULT '1',
  `hienthi` int(11) DEFAULT '1',
  `hientrangchu` int(11) DEFAULT NULL,
  `ngaytao` int(11) DEFAULT NULL,
  `ngaysua` int(11) DEFAULT NULL
) ENGINE=MyISAM DEFAULT CHARSET=utf8;

--
-- Đang đổ dữ liệu cho bảng `table_dichvu_cat`
--

INSERT INTO `table_dichvu_cat` (`id`, `id_list`, `ten_vi`, `ten_en`, `ten_cam`, `tenkhongdau`, `stt`, `hienthi`, `hientrangchu`, `ngaytao`, `ngaysua`) VALUES
(1, 2, 'Khối lượng', 'Mass', '', 'mass', 1, 1, NULL, 1480488637, 1486021258),
(2, 2, 'Độ dài', 'Length', '', 'length', 2, 1, NULL, 1480488647, 1486021270),
(6, 2, 'Lực kéo - nén', 'Force', '', 'force', 4, 1, NULL, 1486021285, 1486191914),
(7, 2, 'Nhiệt độ', 'Temperature', '', 'temperature', 6, 1, NULL, 1486021311, 1486113215),
(8, 2, 'Áp suất', 'Pressure', '', 'pressure', 8, 1, NULL, 1486021332, 1486113244),
(9, 2, 'Độ ẩm', 'Humidity', '', 'humidity', 9, 1, NULL, 1486021358, 1486113256),
(14, 2, 'Góc thử nghiệm', 'Angle', '', 'angle', 3, 1, NULL, 1486113104, NULL),
(15, 2, 'Lực độ cứng', 'Hardness', '', 'hardness', 5, 1, NULL, 1486113174, 1486113194),
(16, 2, 'Tốc độ', 'Speed', '', 'speed', 7, 1, NULL, 1486113232, NULL),
(17, 2, 'Lĩnh vực khác', 'Others', '', 'others', 10, 1, NULL, 1486113290, NULL);

-- --------------------------------------------------------

--
-- Cấu trúc bảng cho bảng `table_dichvu_list`
--

CREATE TABLE `table_dichvu_list` (
  `id` int(11) NOT NULL,
  `ten_vi` varchar(255) DEFAULT NULL,
  `ten_en` varchar(255) DEFAULT NULL,
  `ten_cam` varchar(255) DEFAULT NULL,
  `tenkhongdau` varchar(255) DEFAULT NULL,
  `photo` varchar(255) DEFAULT NULL,
  `thumb` varchar(255) DEFAULT NULL,
  `stt` int(11) NOT NULL DEFAULT '0',
  `hienthi` int(11) NOT NULL DEFAULT '0',
  `hientrangchu` int(11) NOT NULL DEFAULT '0',
  `hienmenu` int(11) NOT NULL DEFAULT '0',
  `meta_title` varchar(255) DEFAULT NULL,
  `meta_description` text,
  `meta_keyword` text,
  `ngaytao` int(11) NOT NULL DEFAULT '0',
  `ngaysua` int(11) NOT NULL DEFAULT '0'
) ENGINE=MyISAM DEFAULT CHARSET=utf8;

--
-- Đang đổ dữ liệu cho bảng `table_dichvu_list`
--

INSERT INTO `table_dichvu_list` (`id`, `ten_vi`, `ten_en`, `ten_cam`, `tenkhongdau`, `photo`, `thumb`, `stt`, `hienthi`, `hientrangchu`, `hienmenu`, `meta_title`, `meta_description`, `meta_keyword`, `ngaytao`, `ngaysua`) VALUES
(1, 'DỊCH VỤ BẢO TRÌ - SỬA CHỮA', 'MAINTENANCE - REPAIR SERVICE', '', 'maintenance-repair-service', NULL, NULL, 2, 1, 0, 0, 'MAINTENANCE SERVICE, DỊCH VỤ BẢO TRÌ', 'MAINTENANCE SERVICE, DỊCH VỤ BẢO TRÌ', 'MAINTENANCE SERVICE, DỊCH VỤ BẢO TRÌ', 1480057289, 1538303753),
(2, 'DỊCH VỤ HIỆU CHUẨN', 'CALIBRATION SERVICE', '', 'calibration-service', NULL, NULL, 1, 1, 0, 0, 'Dịch vụ hiệu chuẩn calibration service', 'Dịch vụ hiệu chuẩn, CALIBRATION SERVICE', 'Dịch vụ hiệu chuẩn, CALIBRATION SERVICE', 1480057300, 1486021393),
(4, 'DỊCH VỤ TƯ VẤN', 'CONSULTING SERVICE', '', 'consulting-service', NULL, NULL, 5, 1, 0, 0, 'CONSULTING SERVICE, DỊCH VỤ TƯ VẤN', 'CONSULTING SERVICE, DỊCH VỤ TƯ VẤN', 'CONSULTING SERVICE, DỊCH VỤ TƯ VẤN', 1486020436, 1488360712),
(5, 'DỊCH VỤ ĐÀO TẠO', 'TRAINING SERVICE', '', 'training-service', NULL, NULL, 4, 1, 0, 0, 'TRAINING SERVICE, DỊCH VỤ ĐÀO TẠO', 'TRAINING SERVICE, DỊCH VỤ ĐÀO TẠO', 'TRAINING SERVICE, DỊCH VỤ ĐÀO TẠO', 1488360746, 0);

-- --------------------------------------------------------

--
-- Cấu trúc bảng cho bảng `table_doitac`
--

CREATE TABLE `table_doitac` (
  `id` int(10) UNSIGNED NOT NULL,
  `noibat` int(12) NOT NULL,
  `ten_vi` varchar(225) NOT NULL,
  `ten_en` varchar(255) NOT NULL,
  `ten_cam` varchar(255) NOT NULL,
  `tenkhongdau` varchar(255) NOT NULL,
  `mota_vi` text NOT NULL,
  `mota_en` text NOT NULL,
  `mota_cam` text NOT NULL,
  `noidung_vi` longtext NOT NULL,
  `noidung_en` longtext NOT NULL,
  `noidung_cam` longtext NOT NULL,
  `link` varchar(255) NOT NULL,
  `photo` varchar(100) NOT NULL,
  `thumb` varchar(255) NOT NULL,
  `stt` int(10) UNSIGNED NOT NULL DEFAULT '1',
  `hienthi` tinyint(1) NOT NULL DEFAULT '1',
  `ngaytao` int(10) UNSIGNED NOT NULL DEFAULT '0',
  `ngaysua` int(10) UNSIGNED NOT NULL DEFAULT '0',
  `luotxem` int(11) NOT NULL
) ENGINE=MyISAM DEFAULT CHARSET=utf8;

--
-- Đang đổ dữ liệu cho bảng `table_doitac`
--

INSERT INTO `table_doitac` (`id`, `noibat`, `ten_vi`, `ten_en`, `ten_cam`, `tenkhongdau`, `mota_vi`, `mota_en`, `mota_cam`, `noidung_vi`, `noidung_en`, `noidung_cam`, `link`, `photo`, `thumb`, `stt`, `hienthi`, `ngaytao`, `ngaysua`, `luotxem`) VALUES
(1, 0, '', 'Title Phohto', '', '', '', '', '', '', '', '', '', '697872740046.png', '697872740046_297x209.png', 1, 1, 1383061133, 1385022662, 0),
(2, 0, '', 'Title photo', '', '', '', '', '', '', '', '', '', '883872678007.png', '883872678007_297x177.png', 2, 1, 1383061153, 1385022667, 0);

-- --------------------------------------------------------

--
-- Cấu trúc bảng cho bảng `table_donhang`
--

CREATE TABLE `table_donhang` (
  `id` int(11) NOT NULL,
  `madonhang` varchar(20) NOT NULL,
  `hoten` varchar(255) NOT NULL,
  `dienthoai` varchar(255) NOT NULL,
  `diachi` varchar(255) NOT NULL,
  `email` varchar(255) NOT NULL,
  `httt` int(11) NOT NULL,
  `tonggia` int(11) NOT NULL,
  `noidung` text NOT NULL,
  `ghichu` text NOT NULL,
  `donhang` text NOT NULL,
  `ngaytao` int(11) NOT NULL,
  `trangthai` int(11) NOT NULL
) ENGINE=MyISAM DEFAULT CHARSET=utf8;

-- --------------------------------------------------------

--
-- Cấu trúc bảng cho bảng `table_facebook`
--

CREATE TABLE `table_facebook` (
  `id` int(10) UNSIGNED NOT NULL,
  `ten` varchar(30) CHARACTER SET utf8 COLLATE utf8_unicode_ci NOT NULL,
  `linhvuc` int(3) NOT NULL,
  `loai` int(11) NOT NULL,
  `facebook` varchar(255) CHARACTER SET utf8 COLLATE utf8_unicode_ci NOT NULL,
  `dienthoai` varchar(30) CHARACTER SET utf8 COLLATE utf8_unicode_ci NOT NULL,
  `stt` int(3) NOT NULL,
  `hienthi` int(2) NOT NULL,
  `ngaytao` int(10) NOT NULL,
  `ngaysua` int(10) NOT NULL
) ENGINE=MyISAM DEFAULT CHARSET=latin1 COLLATE=latin1_general_ci;

--
-- Đang đổ dữ liệu cho bảng `table_facebook`
--

INSERT INTO `table_facebook` (`id`, `ten`, `linhvuc`, `loai`, `facebook`, `dienthoai`, `stt`, `hienthi`, `ngaytao`, `ngaysua`) VALUES
(1, 'Facebook 1', 0, 0, 'https://www.facebook.com/profile.php?id=100000246414062&ref=tn_tnmn', '0987654321', 1, 1, 1369021578, 1369021696);

-- --------------------------------------------------------

--
-- Cấu trúc bảng cho bảng `table_footer`
--

CREATE TABLE `table_footer` (
  `id` int(10) UNSIGNED NOT NULL,
  `ten` varchar(225) NOT NULL,
  `mota` text NOT NULL,
  `noidung_vi` longtext NOT NULL,
  `noidung_en` longtext NOT NULL,
  `noidung_cam` longtext NOT NULL,
  `photo` varchar(100) NOT NULL,
  `stt` int(10) UNSIGNED NOT NULL DEFAULT '1',
  `hienthi` tinyint(1) NOT NULL DEFAULT '1',
  `ngaytao` int(11) NOT NULL DEFAULT '0',
  `ngaysua` int(11) NOT NULL DEFAULT '0'
) ENGINE=MyISAM DEFAULT CHARSET=utf8;

--
-- Đang đổ dữ liệu cho bảng `table_footer`
--

INSERT INTO `table_footer` (`id`, `ten`, `mota`, `noidung_vi`, `noidung_en`, `noidung_cam`, `photo`, `stt`, `hienthi`, `ngaytao`, `ngaysua`) VALUES
(4, 'Welcome Spa Cam Ranh', '', '<p>Chúng ta vẫn biết rằng, làm việc với</p>\r\n\r\n<p>một đoạn văn bản dễ đọc và rõ nghĩa</p>\r\n\r\n<p>dễ gây rối trí và cản trở việc tập</p>\r\n\r\n<p>trung vào yếu tố trình bày văn bản.</p>\r\n', '<h2 class=\"contact-name contentheading\" style=\"text-align: center;\"><span style=\"color: #ffffff; font-size: small;\">Copyright @ 2013 Khoi Toan</span></h2>\r\n', '', '57083.jpg', 1, 1, 1225497589, 1225508616);

-- --------------------------------------------------------

--
-- Cấu trúc bảng cho bảng `table_footwear`
--

CREATE TABLE `table_footwear` (
  `id` int(10) UNSIGNED NOT NULL,
  `id_list` int(11) NOT NULL,
  `noibat` int(12) NOT NULL,
  `ten_vi` varchar(225) NOT NULL,
  `ten_en` varchar(255) NOT NULL,
  `ten_cam` varchar(255) NOT NULL,
  `tenkhongdau` varchar(255) NOT NULL,
  `model` varchar(255) NOT NULL,
  `mota_vi` text NOT NULL,
  `mota_en` text NOT NULL,
  `mota_cam` text NOT NULL,
  `noidung_vi` longtext NOT NULL,
  `noidung_en` longtext NOT NULL,
  `noidung_cam` longtext NOT NULL,
  `link` varchar(255) NOT NULL,
  `meta_title` varchar(255) NOT NULL,
  `meta_description` text NOT NULL,
  `meta_keyword` text NOT NULL,
  `loaitin` varchar(50) NOT NULL,
  `photo` varchar(100) NOT NULL,
  `thumb` varchar(255) NOT NULL,
  `stt` int(10) UNSIGNED NOT NULL DEFAULT '1',
  `hienthi` tinyint(1) NOT NULL DEFAULT '1',
  `ngaytao` int(10) UNSIGNED NOT NULL DEFAULT '0',
  `ngaysua` int(10) UNSIGNED NOT NULL DEFAULT '0',
  `luotxem` int(11) NOT NULL
) ENGINE=MyISAM DEFAULT CHARSET=utf8;

--
-- Đang đổ dữ liệu cho bảng `table_footwear`
--

INSERT INTO `table_footwear` (`id`, `id_list`, `noibat`, `ten_vi`, `ten_en`, `ten_cam`, `tenkhongdau`, `model`, `mota_vi`, `mota_en`, `mota_cam`, `noidung_vi`, `noidung_en`, `noidung_cam`, `link`, `meta_title`, `meta_description`, `meta_keyword`, `loaitin`, `photo`, `thumb`, `stt`, `hienthi`, `ngaytao`, `ngaysua`, `luotxem`) VALUES
(5, 0, 0, 'MÁY THỬ MÀI MÒN MARTINDALE', 'MARTINDALE ABRASION MACHINE', '', '', 'Model: STM 633', 'Máy thử mài mòn Martindale này lý tưởng cho việc xác định khả năng kháng mài mòn của tất cả các loại vật liệu vải sợi và da dùng cho các sản phẩm như giày, bọc nệm, quần áo, găng tay và nhiều sản phẩm khác.', 'This machine is ideal for determining the abrasion resistance of all types of fabrics and leather used for footwear, upholstery, clothing, gloves and many other products.', '', '<p>&nbsp;</p>\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">M&aacute;y thử m&agrave;i m&ograve;n Martindale n&agrave;y l&yacute; tưởng cho việc x&aacute;c định khả năng kh&aacute;ng m&agrave;i m&ograve;n của tất cả c&aacute;c loại vật liệu vải sợi v&agrave; da d&ugrave;ng cho c&aacute;c sản phẩm như gi&agrave;y, bọc nệm, quần &aacute;o, găng tay v&agrave; nhiều sản phẩm kh&aacute;c. M&aacute;y thử m&agrave;i m&ograve;nMartindale đạt ti&ecirc;u chuẩn quốc tế về kiểm tra độ m&agrave;i m&ograve;n của vật liệu vải sợi v&agrave; cũng được d&ugrave;ng để x&aacute;c định độ nhạy cảm của vật liệu vải sợi khi vải bị đổ l&ocirc;ng (pilling).</span></p>\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">M&aacute;y STM 633 c&ograve;n được d&ugrave;ng để kiểm tra khả năng kh&aacute;ng m&agrave;i m&ograve;n của c&aacute;c loại găng tay c&oacute; chất liệu cao su, nhựa v&agrave; vải bọc cao su bằng c&aacute;ch thay thế c&aacute;c loại vật liệu m&agrave;i ti&ecirc;u chuẩn bằng một loại giấy m&agrave;i.</span></p>\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Chiếc m&aacute;y cũng d&ugrave;ng để l&agrave;m c&aacute;c th&iacute; nghiệm về độ b&aacute;m bẩn của c&aacute;c loại vật liệu s&aacute;ng m&agrave;u. Một loại vải sợi được nhuộm m&agrave;u đặc biệt sẽ thay thế c&aacute;c vật liệu m&agrave;i ti&ecirc;u chuẩn trong kiểm tra n&agrave;y.</span></p>\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">M&aacute;y sẽ đi k&egrave;m với một lượng vải d&ugrave;ng để l&agrave;m vật liệu m&agrave;i ti&ecirc;u chuẩn.</span></p>', '<p>&nbsp;</p>\r\n<p><span><span><span>&nbsp;</span></span></span></p>\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">This machine is ideal for determining the abrasion resistance of all types of fabrics and leather used for footwear, upholstery, clothing, gloves and many other products. The Martindale is the internationally-accepted test standard for wear of fabrics and it is also used for determining the susceptibility of fabrics to pilling.</span></p>\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">&nbsp;</span></p>\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">The STM 604 can also be used for testing the abrasion resistance of rubber gloves, plastic and rubber coated fabrics by substituting the standard abradant with a grit paper.</span></p>\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">&nbsp;</span></p>\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">The machine can be used for soiling test for light coloureds materials. A specially inked fabric replaces the standard abradant for this test.</span></p>\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">&nbsp;</span></p>\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">An initial amount of the standard abrasive fabric is supplied with the machine.</span></p>', '', 'http://ninavietnam.com/khoitoan/product/footwear-leather-69.html', 'MÁY THỬ MÀI MÒN MARTINDALE', 'MÁY THỬ MÀI MÒN MARTINDALE', 'MÁY THỬ MÀI MÒN MARTINDALE', '', '53311.png', '53311_150x102.375.png', 1, 1, 0, 0, 6842);

-- --------------------------------------------------------

--
-- Cấu trúc bảng cho bảng `table_hotline`
--

CREATE TABLE `table_hotline` (
  `id` int(10) UNSIGNED NOT NULL,
  `ten` varchar(30) CHARACTER SET utf8 COLLATE utf8_unicode_ci NOT NULL,
  `vitri` varchar(100) CHARACTER SET utf8 NOT NULL,
  `hotline` varchar(100) CHARACTER SET utf8 COLLATE utf8_unicode_ci NOT NULL,
  `dienthoai` varchar(100) CHARACTER SET utf8 NOT NULL,
  `stt` int(3) NOT NULL,
  `hienthi` int(2) NOT NULL,
  `ngaytao` int(10) NOT NULL,
  `ngaysua` int(10) NOT NULL
) ENGINE=MyISAM DEFAULT CHARSET=latin1 COLLATE=latin1_general_ci;

--
-- Đang đổ dữ liệu cho bảng `table_hotline`
--

INSERT INTO `table_hotline` (`id`, `ten`, `vitri`, `hotline`, `dienthoai`, `stt`, `hienthi`, `ngaytao`, `ngaysua`) VALUES
(1, '', 'banner', '0908 013 219', '', 0, 0, 0, 0),
(2, '', 'left', '0902 366 676', 'Mr Thành', 0, 0, 0, 0);

-- --------------------------------------------------------

--
-- Cấu trúc bảng cho bảng `table_khuyenmai`
--

CREATE TABLE `table_khuyenmai` (
  `id` int(10) UNSIGNED NOT NULL,
  `id_photo` int(10) NOT NULL,
  `height` int(10) NOT NULL,
  `photo` varchar(225) NOT NULL,
  `vitri` int(5) NOT NULL,
  `thumb` varchar(225) NOT NULL,
  `ten` varchar(100) CHARACTER SET utf8 COLLATE utf8_unicode_ci NOT NULL,
  `mota` text NOT NULL,
  `id_cat` int(10) UNSIGNED NOT NULL,
  `stt` int(10) UNSIGNED NOT NULL DEFAULT '1',
  `hienthi` tinyint(1) NOT NULL DEFAULT '1',
  `com` varchar(30) NOT NULL
) ENGINE=MyISAM DEFAULT CHARSET=utf8;

-- --------------------------------------------------------

--
-- Cấu trúc bảng cho bảng `table_lienhe`
--

CREATE TABLE `table_lienhe` (
  `id` int(10) UNSIGNED NOT NULL,
  `ten` varchar(225) NOT NULL,
  `mota` text NOT NULL,
  `noidung_vi` longtext NOT NULL,
  `noidung_en` longtext NOT NULL,
  `noidung_cam` longtext NOT NULL,
  `photo` varchar(100) NOT NULL,
  `stt` int(10) UNSIGNED NOT NULL DEFAULT '1',
  `hienthi` tinyint(1) NOT NULL DEFAULT '1',
  `ngaytao` int(11) NOT NULL DEFAULT '0',
  `ngaysua` int(11) NOT NULL DEFAULT '0'
) ENGINE=MyISAM DEFAULT CHARSET=utf8;

--
-- Đang đổ dữ liệu cho bảng `table_lienhe`
--

INSERT INTO `table_lienhe` (`id`, `ten`, `mota`, `noidung_vi`, `noidung_en`, `noidung_cam`, `photo`, `stt`, `hienthi`, `ngaytao`, `ngaysua`) VALUES
(4, 'Welcome Spa Cam Ranh', '', '<h2 class=\"contact-name contentheading\"><span style=\"font-size: x-large; color: #0000ff; font-family: times new roman,times;\">CÔNG TY TNHH KHỞI TOÀN</span></h2>\r\n\r\n<p><span style=\"font-size: medium; color: #000000; font-family: times new roman,times;\">Địa chỉ: Số 89 Đường số 6, Ấp Tiền Lân, Xã Bà Điểm, Huyện Hóc Môn, TP. HCM</span></p>\r\n\r\n<p><span style=\"font-size: medium; color: #000000; font-family: times new roman,times;\"><strong><span style=\"color: #ff0000;\">Hotline: 84-938 729 490</span></strong></span></p>\r\n\r\n<p><span style=\"font-size: medium; color: #000000; font-family: times new roman,times;\"> </span></p>\r\n\r\n<p><span style=\"font-size: medium; color: #000000; font-family: times new roman,times;\"><span style=\"color: #ff0066;\"><strong>♦  Phòng Kinh doanh Thiết bị</strong></span></span></p>\r\n\r\n<p><span style=\"font-size: medium; color: #000000; font-family: times new roman,times;\">    Điện thoại:  (84) 28 7301 6236</span></p>\r\n\r\n<p><span style=\"font-size: medium; color: #000000; font-family: times new roman,times;\"><span style=\"font-size: medium; color: #000000; font-family: times new roman,times;\">    </span>Email:         <a href=\"mailto:info@khoitoan.com.vn\">info@khoitoan.com.vn</a></span></p>\r\n\r\n<p> </p>\r\n\r\n<p> </p>\r\n\r\n<p><strong><span style=\"font-family: times new roman,times; font-size: medium; color: #ff0066;\"><span style=\"font-size: medium; color: #000000; font-family: times new roman,times;\"><span style=\"color: #ff0066;\"><strong>♦  </strong></span></span>Phòng Dịch vụ Hiệu chuẩn</span></strong></p>\r\n\r\n<p><span style=\"font-size: medium; color: #000000; font-family: times new roman,times;\"><span style=\"font-size: medium; color: #000000; font-family: times new roman,times;\">    <span style=\"font-size: medium; color: #000000; font-family: times new roman,times;\">Điện thoại:  </span>(84) 28 3620 5909</span></span></p>\r\n\r\n<p><span style=\"font-size: medium; color: #000000; font-family: times new roman,times;\"><span style=\"font-size: medium; color: #000000; font-family: times new roman,times;\">    </span>Email:<span style=\"font-size: medium; color: #000000; font-family: times new roman,times;\">         </span><a href=\"mailto:cavec@khoitoan.com.vn\">cavec@khoitoan.com.vn</a></span></p>\r\n', '<h2 class=\"contact-name contentheading\"><span style=\"font-size: x-large; color: #0000ff; font-family: times new roman,times;\">KHOI TOAN CO., LTD</span></h2>\r\n\r\n<p><span style=\"font-size: medium; color: #000000; font-family: times new roman,times;\">Address: No. 89, Street 6, Tien Lan Hamlet, Ba Diem Hamlet, Hoc Mon District, Ho Chi Minh City, Vietnam</span></p>\r\n\r\n<p><span style=\"font-size: medium; color: #000000; font-family: times new roman,times;\"><strong><span style=\"color: #ff0000;\">Hotline: 84-938 729 490</span></strong></span></p>\r\n\r\n<p><span style=\"font-size: medium; color: #000000; font-family: times new roman,times;\"> </span></p>\r\n\r\n<p><span style=\"font-size: medium; color: #000000; font-family: times new roman,times;\"><span style=\"color: #ff0066;\"><strong>♦  Equipment Sales Division</strong></span></span></p>\r\n\r\n<p><span style=\"font-size: medium; color: #000000; font-family: times new roman,times;\">   Phone:    (84) 28 7301 6236</span></p>\r\n\r\n<p><span style=\"font-size: medium; color: #000000; font-family: times new roman,times;\"><span style=\"font-size: medium; color: #000000; font-family: times new roman,times;\">   </span>Email:     <a href=\"mailto:info@khoitoan.com.vn\">info@khoitoan.com.vn</a></span></p>\r\n\r\n<p> </p>\r\n\r\n<p> </p>\r\n\r\n<p><strong><span style=\"font-family: times new roman,times; font-size: medium; color: #ff0066;\"><span style=\"font-size: medium; color: #000000; font-family: times new roman,times;\"><span style=\"color: #ff0066;\"><strong>♦  Calibration Service </strong></span></span>Division</span></strong></p>\r\n\r\n<p><span style=\"font-size: medium; color: #000000; font-family: times new roman,times;\"><span style=\"font-size: medium; color: #000000; font-family: times new roman,times;\">   </span>Phone:    <span style=\"font-size: medium; color: #000000; font-family: times new roman,times;\">(84) 28 3620 5909</span></span></p>\r\n\r\n<p><span style=\"font-size: medium; color: #000000; font-family: times new roman,times;\"><span style=\"font-size: medium; color: #000000; font-family: times new roman,times;\">   </span>Email:     <a href=\"mailto:cavec@khoitoan.com.vn\">cavec@khoitoan.com.vn</a></span></p>\r\n', '', '57083.jpg', 1, 1, 1225497589, 1225508616);

-- --------------------------------------------------------

--
-- Cấu trúc bảng cho bảng `table_lkweb`
--

CREATE TABLE `table_lkweb` (
  `id` int(11) NOT NULL,
  `ten_en` varchar(255) DEFAULT NULL,
  `link` varchar(255) DEFAULT NULL,
  `stt` int(11) NOT NULL DEFAULT '0',
  `hienthi` int(11) NOT NULL DEFAULT '0'
) ENGINE=MyISAM DEFAULT CHARSET=utf8;

--
-- Đang đổ dữ liệu cho bảng `table_lkweb`
--

INSERT INTO `table_lkweb` (`id`, `ten_en`, `link`, `stt`, `hienthi`) VALUES
(5, 'Bureau Of Accreditation', 'http://www.boa.gov.vn/', 2, 1),
(7, 'SATRA Technology Centre', 'http://www.satra.co.uk/', 1, 1),
(8, 'Leather and Shoe Research Institute', 'http://www.shoesleathervn.com/', 3, 1),
(9, 'The Shoes & Leather Association of HCMC', 'http://www.sla.org.vn/index.php', 4, 1);

-- --------------------------------------------------------

--
-- Cấu trúc bảng cho bảng `table_news`
--

CREATE TABLE `table_news` (
  `id` int(10) UNSIGNED NOT NULL,
  `type` varchar(100) DEFAULT NULL,
  `id_list` int(11) NOT NULL DEFAULT '0',
  `noibat` int(12) NOT NULL DEFAULT '0',
  `ten_vi` varchar(225) DEFAULT NULL,
  `ten_en` varchar(255) DEFAULT NULL,
  `ten_cam` varchar(255) DEFAULT NULL,
  `tenkhongdau` varchar(255) DEFAULT NULL,
  `mota_vi` text,
  `mota_en` text,
  `mota_cam` text,
  `noidung_vi` blob,
  `noidung_en` blob,
  `noidung_cam` blob,
  `meta_title` varchar(255) DEFAULT NULL,
  `meta_description` text,
  `meta_keyword` text,
  `loaitin` varchar(50) DEFAULT NULL,
  `photo` varchar(100) DEFAULT NULL,
  `thumb` varchar(255) DEFAULT NULL,
  `stt` int(10) UNSIGNED NOT NULL DEFAULT '1',
  `hienthi` tinyint(1) NOT NULL DEFAULT '1',
  `ngaytao` int(10) UNSIGNED NOT NULL DEFAULT '0',
  `ngaysua` int(10) UNSIGNED NOT NULL DEFAULT '0',
  `luotxem` int(11) NOT NULL DEFAULT '0'
) ENGINE=MyISAM DEFAULT CHARSET=utf8;

--
-- Đang đổ dữ liệu cho bảng `table_news`
--

INSERT INTO `table_news` (`id`, `type`, `id_list`, `noibat`, `ten_vi`, `ten_en`, `ten_cam`, `tenkhongdau`, `mota_vi`, `mota_en`, `mota_cam`, `noidung_vi`, `noidung_en`, `noidung_cam`, `meta_title`, `meta_description`, `meta_keyword`, `loaitin`, `photo`, `thumb`, `stt`, `hienthi`, `ngaytao`, `ngaysua`, `luotxem`) VALUES
(1, 'news', 1, 0, 'Tour to Phan Thiet – Mui Ne', 'Tour to Phan Thiet – Mui Ne', '', 'tour-to-phan-thiet-mui-ne', 'After long working days, all employees of Khoi Toan travelled to Phan Thiet – Mui Ne on a two-day trip.', 'After long working days, all employees of Khoi Toan travelled to Phan Thiet – Mui Ne on a two-day trip.\r\n', '', 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'', 'COMPANY ACTIVITIES', 'COMPANY ACTIVITIES', 'COMPANY ACTIVITIES', '', '108034369381.JPG', '108034369381_150x101.644736842.jpg', 1, 1, 1383059674, 1478772404, 2517);
INSERT INTO `table_news` (`id`, `type`, `id_list`, `noibat`, `ten_vi`, `ten_en`, `ten_cam`, `tenkhongdau`, `mota_vi`, `mota_en`, `mota_cam`, `noidung_vi`, `noidung_en`, `noidung_cam`, `meta_title`, `meta_description`, `meta_keyword`, `loaitin`, `photo`, `thumb`, `stt`, `hienthi`, `ngaytao`, `ngaysua`, `luotxem`) VALUES
(2, 'news', 2, 0, '', 'SHOES & LEATHER – VIETNAM EXHIBITION 2013', '', 'shoes-leather-vietnam-exhibition-2013', '', 'Every year, with the support from Vietnam Leather & Footwear Association and Association of Garment, Textile, Embroidery, Knitting of Ho Chi Minh City, Top Repute organises trade show “International Footwear & Leather Products Exhibition – Vietnam” in Ho Chi Minh City. The exhibition 2012 attracted 108 exhibitors from 16 countries & regions (China, Germany, England, Hong Kong, India, Indonesia, Korea, Taiwan, Thailand…) and 6,180 trade visitors were recorded during 3-day show, increased 27% compare with last edition.', '', '', 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'', 'NEWS - EVENT', 'NEWS - EVENT', 'NEWS - EVENT', '', '362215621742.JPG', '362215621742_150x133.568904594.jpg', 4, 1, 1383059702, 1404653757, 2057);
INSERT INTO `table_news` (`id`, `type`, `id_list`, `noibat`, `ten_vi`, `ten_en`, `ten_cam`, `tenkhongdau`, `mota_vi`, `mota_en`, `mota_cam`, `noidung_vi`, `noidung_en`, `noidung_cam`, `meta_title`, `meta_description`, `meta_keyword`, `loaitin`, `photo`, `thumb`, `stt`, `hienthi`, `ngaytao`, `ngaysua`, `luotxem`) VALUES
(5, 'news', 2, 0, 'Full-day training at Vietnam Moc Bai', 'Full-day training at Vietnam Moc Bai', '', 'fullday-training-at-vietnam-moc-bai', 'This May, we organised a free training course on how to operate, maintain and make internal calibration for the laboratory staff in Vietnam Moc Bai factory. This full-day-training focused on the methods and attention during operating the test machines in order to keep them working more durably and accurately.', 'This May, we organised a free training course on how to operate, maintain and make internal calibration for the laboratory staff in Vietnam Moc Bai factory. This full-day-training focused on the methods and attention during operating the test machines in order to keep them working more durably and accurately.', '', 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INSERT INTO `table_news` (`id`, `type`, `id_list`, `noibat`, `ten_vi`, `ten_en`, `ten_cam`, `tenkhongdau`, `mota_vi`, `mota_en`, `mota_cam`, `noidung_vi`, `noidung_en`, `noidung_cam`, `meta_title`, `meta_description`, `meta_keyword`, `loaitin`, `photo`, `thumb`, `stt`, `hienthi`, `ngaytao`, `ngaysua`, `luotxem`) VALUES
(7, 'news', 2, 0, '2014 FREE SEMINAR FOR VIETNAM CUSTOMERS', '2014 FREE SEMINAR FOR VIETNAM CUSTOMERS', '', '2014-free-seminar-for-vietnam-customers', 'Footwear industry is one of the most important fields of Vietnam economics. Since the government opened market with attractive investment pole, many footwear makers have come into Vietnam market and built up factories all around the country', 'Footwear industry is one of the most important fields of Vietnam economics. Since the government opened market with attractive investment pole, many footwear makers have come into Vietnam market and built up factories all around the country', '', 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'', '', 'Trung tâm hiệu chuẩn máy phòng thí nghiệm chính xác cao', 'Trung Tâm Khởi Toàn cung cấp giải pháp hiệu chuẩn máy phòng thí nghiệm chính xác, hiệu quả và ổn định nhất. Điện thoại liên hệ: 0938 729 490', 'hiệu chuẩn máy phòng thí nghiệm', NULL, NULL, NULL, 5, 1, 1480557420, 1480557420, 1530);
INSERT INTO `table_news` (`id`, `type`, `id_list`, `noibat`, `ten_vi`, `ten_en`, `ten_cam`, `tenkhongdau`, `mota_vi`, `mota_en`, `mota_cam`, `noidung_vi`, `noidung_en`, `noidung_cam`, `meta_title`, `meta_description`, `meta_keyword`, `loaitin`, `photo`, `thumb`, `stt`, `hienthi`, `ngaytao`, `ngaysua`, `luotxem`) VALUES
(9, 'news', 5, 0, 'THÔNG BÁO TUYỂN DỤNG CHUYÊN VIÊN SỬA CHỮA - HIỆU CHUẨN', 'RECRUITMENT OF TECHNICIAN', '', 'recruitment-of-technician', 'Thông báo tuyển dụng Chuyên viên Sửa chữa - Hiệu chuẩn', 'Recruitment of Technician', '', 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'', 'THÔNG BÁO TUYỂN NHÂN VIÊN KỸ THUẬT', 'THÔNG BÁO TUYỂN NHÂN VIÊN KỸ THUẬT', 'THÔNG BÁO TUYỂN NHÂN VIÊN KỸ THUẬT', NULL, NULL, NULL, 1, 0, 1478775091, 1538362864, 1242),
(17, 'news', 2, 0, 'Triển lãm Da & Giày Quốc tế lần thứ 19', 'The 19th International Shoe & Leather Exhibition – Vietnam', '', 'the-19th-international-shoe-leather-exhibition-vietnam', 'Triển lãm Da & Giày Quốc tế lần thứ 19 do công ty Top Repute phối hợp với Hiệp hội Da – Giày – Túi xách VN tổ chức sẽ diễn ra từ ngày 12/7 đến 14/7/2017, tại Trung tâm Hội chợ và Triển lãm Sài Gòn (SECC) – 799 Nguyễn Văn Linh, Quận 7, TP. HCM', 'The 19th International Shoe & Leather Exhibition – Vietnam organized by Top Repute and Vietnam Leather, Footwear and Handbag Association (LEFASO) from  July 12 to July 14, 2017 at SECC (799 Nguyen Van Linh, District 7, HCMC, Vietnam).', '', 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'', 'Shoe & Leather Exhibition, Triển lãm Da & Giày Quốc tế', 'Shoe & Leather Exhibition, Triển lãm Da & Giày Quốc tế', 'Shoe & Leather Exhibition, Triển lãm Da & Giày Quốc tế', NULL, NULL, NULL, 1, 1, 1499338861, 1499339006, 1342);
INSERT INTO `table_news` (`id`, `type`, `id_list`, `noibat`, `ten_vi`, `ten_en`, `ten_cam`, `tenkhongdau`, `mota_vi`, `mota_en`, `mota_cam`, `noidung_vi`, `noidung_en`, `noidung_cam`, `meta_title`, `meta_description`, `meta_keyword`, `loaitin`, `photo`, `thumb`, `stt`, `hienthi`, `ngaytao`, `ngaysua`, `luotxem`) VALUES
(11, 'news', 2, 0, 'Hiệu chuẩn thiết bị đo lường', 'Hiệu chuẩn thiết bị đo lường', '', 'hieu-chuan-thiet-bi-do-luong', 'Theo Luật Đo Lường - 04/2011/QH13 thì: \"Hiệu chuẩn là hoạt động xác định, thiết lập mối quan hệ giữa giá trị đo của chuẩn đo lường, phương tiện đo với giá trị đo của đại lượng cần đo.\" Hiệu chuẩn thiết bị đo lường là công việc quan trọng để đảm bảo thiết bị đáp ứng tiêu chuẩn và yêu cầu của hoạt động sản xuất.', '', '', 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'', '', 'Hiệu chuẩn thiết bị đo lường', 'Hiệu chuẩn thiết bị đo lường là điều cần thiết kiểm tra máy móc nhằm đảm bảo các tiêu chuẩn và yêu cầu của hoạt động sản xuất cũng như sự an toàn lao động.', 'Hiệu chuẩn thiết bị đo lường', NULL, NULL, NULL, 2, 1, 1480557081, 1490840566, 2930),
(13, 'news', 2, 0, 'Trung tâm hiệu chuẩn máy phòng thí nghiệm chính xác cao', 'Trung tâm hiệu chuẩn máy phòng thí nghiệm chính xác cao', '', 'trung-tam-hieu-chuan-may-phong-thi-nghiem-chinh-xac-cao', 'Trung tâm Hiệu chuẩn Kiểm định Khởi Toàn chuyên cung cấp các giải pháp về đo lường thử nghiệm và dịch vụ bảo trì - hiệu chuẩn máy phòng thí nghiệm trong ngành giày, da, túi xách, dệt may và cao su.', '', '', 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'', '', 'Trung tâm hiệu chuẩn máy phòng thí nghiệm chính xác cao', 'Trung Tâm Khởi Toàn cung cấp giải pháp hiệu chuẩn máy phòng thí nghiệm chính xác, hiệu quả và ổn định nhất. Điện thoại liên hệ: 0938 729 490', 'hiệu chuẩn máy phòng thí nghiệm', NULL, NULL, NULL, 1, 1, 1481596835, 1481596835, 2153);
INSERT INTO `table_news` (`id`, `type`, `id_list`, `noibat`, `ten_vi`, `ten_en`, `ten_cam`, `tenkhongdau`, `mota_vi`, `mota_en`, `mota_cam`, `noidung_vi`, `noidung_en`, `noidung_cam`, `meta_title`, `meta_description`, `meta_keyword`, `loaitin`, `photo`, `thumb`, `stt`, `hienthi`, `ngaytao`, `ngaysua`, `luotxem`) VALUES
(15, 'news', 1, 0, 'Chuyến du lịch công ty năm 2016', 'Company tour in 2016', '', 'company-tour-in-2016', '', '', '', 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INSERT INTO `table_news` (`id`, `type`, `id_list`, `noibat`, `ten_vi`, `ten_en`, `ten_cam`, `tenkhongdau`, `mota_vi`, `mota_en`, `mota_cam`, `noidung_vi`, `noidung_en`, `noidung_cam`, `meta_title`, `meta_description`, `meta_keyword`, `loaitin`, `photo`, `thumb`, `stt`, `hienthi`, `ngaytao`, `ngaysua`, `luotxem`) VALUES
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INSERT INTO `table_news` (`id`, `type`, `id_list`, `noibat`, `ten_vi`, `ten_en`, `ten_cam`, `tenkhongdau`, `mota_vi`, `mota_en`, `mota_cam`, `noidung_vi`, `noidung_en`, `noidung_cam`, `meta_title`, `meta_description`, `meta_keyword`, `loaitin`, `photo`, `thumb`, `stt`, `hienthi`, `ngaytao`, `ngaysua`, `luotxem`) VALUES
(20, 'news', 5, 0, 'THÔNG BÁO TUYỂN DỤNG CHUYÊN VIÊN HÀNH CHÍNH TỔNG HỢP', 'THÔNG BÁO TUYỂN DỤNG CHUYÊN VIÊN HÀNH CHÍNH TỔNG HỢP', '', 'thong-bao-tuyen-dung-chuyen-vien-hanh-chinh-tong-hop', '', '', '', 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INSERT INTO `table_news` (`id`, `type`, `id_list`, `noibat`, `ten_vi`, `ten_en`, `ten_cam`, `tenkhongdau`, `mota_vi`, `mota_en`, `mota_cam`, `noidung_vi`, `noidung_en`, `noidung_cam`, `meta_title`, `meta_description`, `meta_keyword`, `loaitin`, `photo`, `thumb`, `stt`, `hienthi`, `ngaytao`, `ngaysua`, `luotxem`) VALUES
(21, 'news', 5, 0, 'THÔNG BÁO TUYỂN DỤNG CHUYÊN VIÊN BẢO TRÌ', 'THÔNG BÁO TUYỂN DỤNG CHUYÊN VIÊN BẢO TRÌ', '', 'thong-bao-tuyen-dung-chuyen-vien-bao-tri', 'THÔNG BÁO TUYỂN DỤNG CHUYÊN VIÊN BẢO TRÌ', 'THÔNG BÁO TUYỂN DỤNG CHUYÊN VIÊN BẢO TRÌ', '', 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'', 'THÔNG BÁO TUYỂN DỤNG NHÂN VIÊN KỸ THUẬT HIỆU CHUẨN', 'THÔNG BÁO TUYỂN DỤNG NHÂN VIÊN KỸ THUẬT HIỆU CHUẨN', 'THÔNG BÁO TUYỂN DỤNG NHÂN VIÊN KỸ THUẬT HIỆU CHUẨN', NULL, NULL, NULL, 2, 1, 1561304063, 1581161053, 492);
INSERT INTO `table_news` (`id`, `type`, `id_list`, `noibat`, `ten_vi`, `ten_en`, `ten_cam`, `tenkhongdau`, `mota_vi`, `mota_en`, `mota_cam`, `noidung_vi`, `noidung_en`, `noidung_cam`, `meta_title`, `meta_description`, `meta_keyword`, `loaitin`, `photo`, `thumb`, `stt`, `hienthi`, `ngaytao`, `ngaysua`, `luotxem`) VALUES
(23, 'news', 5, 0, 'THÔNG BÁO TUYỂN DỤNG CHUYÊN VIÊN SỬA CHỮA', 'THÔNG BÁO TUYỂN DỤNG CHUYÊN VIÊN SỬA CHỮA', '', 'thong-bao-tuyen-dung-chuyen-vien-sua-chua', 'THÔNG BÁO TUYỂN DỤNG CHUYÊN VIÊN SỬA CHỮA', 'THÔNG BÁO TUYỂN DỤNG CHUYÊN VIÊN SỬA CHỮA', '', 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'', 'Tuyển tài xế', 'Tuyển tài xế', 'Tuyển tài xế', NULL, NULL, NULL, 1, 0, 1572839906, 1572840929, 290);
INSERT INTO `table_news` (`id`, `type`, `id_list`, `noibat`, `ten_vi`, `ten_en`, `ten_cam`, `tenkhongdau`, `mota_vi`, `mota_en`, `mota_cam`, `noidung_vi`, `noidung_en`, `noidung_cam`, `meta_title`, `meta_description`, `meta_keyword`, `loaitin`, `photo`, `thumb`, `stt`, `hienthi`, `ngaytao`, `ngaysua`, `luotxem`) VALUES
(25, 'news', 1, 0, 'LỜI CẢM ƠN', 'OUR THANKS', '', 'our-thanks', '', 'We would like to send our thanks to All Khoi Toan Team, Partner and Valued Customers on celebration of 10-year-establishment', '', 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'', 'Chuyên viên chăm sóc khách hàng', 'Chuyên viên chăm sóc khách hàng', 'Chuyên viên chăm sóc khách hàng', NULL, NULL, NULL, 1, 0, 1574002543, 1574002543, 370);

-- --------------------------------------------------------

--
-- Cấu trúc bảng cho bảng `table_news_list`
--

CREATE TABLE `table_news_list` (
  `id` int(11) NOT NULL,
  `ten_vi` varchar(255) DEFAULT NULL,
  `ten_en` varchar(255) DEFAULT NULL,
  `ten_cam` varchar(255) DEFAULT NULL,
  `tenkhongdau` varchar(255) DEFAULT NULL,
  `photo` varchar(255) DEFAULT NULL,
  `thumb` varchar(255) DEFAULT NULL,
  `stt` int(11) NOT NULL DEFAULT '0',
  `hienthi` int(11) NOT NULL DEFAULT '0',
  `hientrangchu` int(11) NOT NULL DEFAULT '0',
  `hienmenu` int(11) NOT NULL DEFAULT '0',
  `meta_title` varchar(255) DEFAULT NULL,
  `meta_description` text,
  `meta_keyword` text,
  `ngaytao` int(11) NOT NULL DEFAULT '0',
  `ngaysua` int(11) NOT NULL DEFAULT '0'
) ENGINE=MyISAM DEFAULT CHARSET=utf8;

--
-- Đang đổ dữ liệu cho bảng `table_news_list`
--

INSERT INTO `table_news_list` (`id`, `ten_vi`, `ten_en`, `ten_cam`, `tenkhongdau`, `photo`, `thumb`, `stt`, `hienthi`, `hientrangchu`, `hienmenu`, `meta_title`, `meta_description`, `meta_keyword`, `ngaytao`, `ngaysua`) VALUES
(1, 'Hoạt động công ty', 'Company Activities', '', 'company-activities', '', '', 1, 1, 0, 0, 'Company Activities, Hoạt động công ty', 'Updating...', 'Updating...', 1393562749, 1478772269),
(2, 'Tin tức - Sự kiện', 'News - Event', '', 'news-event', '', '', 2, 1, 0, 0, 'News - Event, Tin tức - Sự kiện', 'Updating...', 'Updating...', 1393562781, 1478772319),
(4, 'Kiến thức', 'Knowledge', '', 'knowledge', NULL, NULL, 3, 1, 0, 0, 'Knowledge, Kiến thức', 'Knowledge, Kiến thức', 'Knowledge, Kiến thức', 1478773275, 0),
(5, 'Tuyển dụng', 'Recruitment', '', 'recruitment', NULL, NULL, 4, 1, 0, 0, 'Tuyển dụng, Recruitment', 'Tuyển dụng, Recruitment', 'Tuyển dụng, Recruitment', 1478773350, 1478773381);

-- --------------------------------------------------------

--
-- Cấu trúc bảng cho bảng `table_online`
--

CREATE TABLE `table_online` (
  `id` int(10) UNSIGNED NOT NULL,
  `session_id` varchar(255) NOT NULL,
  `time` int(10) UNSIGNED NOT NULL
) ENGINE=MyISAM DEFAULT CHARSET=utf8;

--
-- Đang đổ dữ liệu cho bảng `table_online`
--

INSERT INTO `table_online` (`id`, `session_id`, `time`) VALUES
(399551, 'edb3k5iltvt88d0r3esionm742', 1630402467);

-- --------------------------------------------------------

--
-- Cấu trúc bảng cho bảng `table_photo`
--

CREATE TABLE `table_photo` (
  `id` int(10) UNSIGNED NOT NULL,
  `photo_en` varchar(225) NOT NULL,
  `photo_vi` varchar(255) NOT NULL,
  `thumb` varchar(225) NOT NULL,
  `ten` varchar(100) CHARACTER SET utf8 COLLATE utf8_unicode_ci NOT NULL,
  `mota` text NOT NULL,
  `id_cat` int(10) UNSIGNED NOT NULL,
  `stt` int(10) UNSIGNED NOT NULL DEFAULT '1',
  `hienthi` tinyint(1) NOT NULL DEFAULT '1',
  `com` varchar(30) NOT NULL
) ENGINE=MyISAM DEFAULT CHARSET=utf8;

--
-- Đang đổ dữ liệu cho bảng `table_photo`
--

INSERT INTO `table_photo` (`id`, `photo_en`, `photo_vi`, `thumb`, `ten`, `mota`, `id_cat`, `stt`, `hienthi`, `com`) VALUES
(11, '762063527383.swf', '834246713725.png', '636780774371_424x273.png', '', '', 0, 1, 1, 'logo_top'),
(12, '930006046355_131x87.png', '', '', '', '', 0, 1, 1, 'logo_footer'),
(13, '553_vi.png', '458_en.png', '', '', '', 0, 1, 1, 'banner_top');

-- --------------------------------------------------------

--
-- Cấu trúc bảng cho bảng `table_product`
--

CREATE TABLE `table_product` (
  `id` int(10) UNSIGNED NOT NULL,
  `id_list` int(11) NOT NULL DEFAULT '0',
  `id_item` int(10) NOT NULL DEFAULT '0',
  `id_item1` int(11) NOT NULL DEFAULT '0',
  `id_cat` int(11) NOT NULL DEFAULT '0',
  `noibat` int(11) NOT NULL DEFAULT '0',
  `new` int(11) NOT NULL DEFAULT '0',
  `hot` int(11) NOT NULL DEFAULT '0',
  `banchay` int(11) NOT NULL DEFAULT '0',
  `photo` varchar(225) DEFAULT NULL,
  `thumb` varchar(225) DEFAULT NULL,
  `ten_vi` varchar(255) CHARACTER SET utf8 COLLATE utf8_unicode_ci DEFAULT NULL,
  `ten_en` varchar(255) DEFAULT NULL,
  `ten_cam` varchar(255) DEFAULT NULL,
  `tenkhongdau` varchar(255) DEFAULT NULL,
  `mota_vi` longtext,
  `mota_en` longtext,
  `mota_cam` text,
  `gia` int(11) NOT NULL DEFAULT '0',
  `model` varchar(255) DEFAULT NULL,
  `noidung_vi` longtext,
  `noidung_en` longtext,
  `noidung_cam` longtext,
  `tags` text,
  `meta_title` varchar(255) DEFAULT NULL,
  `meta_description` text,
  `meta_keyword` text,
  `stt` int(10) UNSIGNED NOT NULL DEFAULT '1',
  `hienthi` tinyint(1) NOT NULL DEFAULT '1',
  `ngaytao` int(11) NOT NULL DEFAULT '0',
  `ngaysua` int(11) NOT NULL DEFAULT '0',
  `luotxem` int(11) NOT NULL DEFAULT '0',
  `tieuchuan` varchar(255) NOT NULL,
  `id_list_arr` varchar(255) NOT NULL
) ENGINE=MyISAM DEFAULT CHARSET=utf8;

--
-- Đang đổ dữ liệu cho bảng `table_product`
--

INSERT INTO `table_product` (`id`, `id_list`, `id_item`, `id_item1`, `id_cat`, `noibat`, `new`, `hot`, `banchay`, `photo`, `thumb`, `ten_vi`, `ten_en`, `ten_cam`, `tenkhongdau`, `mota_vi`, `mota_en`, `mota_cam`, `gia`, `model`, `noidung_vi`, `noidung_en`, `noidung_cam`, `tags`, `meta_title`, `meta_description`, `meta_keyword`, `stt`, `hienthi`, `ngaytao`, `ngaysua`, `luotxem`, `tieuchuan`, `id_list_arr`) VALUES
(617, 0, 0, 0, 122, 0, 0, 0, 0, 'heel-impact-tester_76031978.JPG', 'heel-impact-tester_76031978_132.746478873x150.jpg', 'MÁY THỬ VA ĐẬP GÓT GIÀY', 'HEEL IMPACT TESTER', '', 'heel-impact-tester', 'Máy thử va đập gót giày dùng để xác định mức độ chống đỡ những lực tác động bất ngờ lên phần gót giày. Máy sử dụng để kiểm tra cho loại gót nhỏ và gót nhọn. Máy STD 155 được mở rộng sử dụng cho việc kiểm định cải tiến và chất lượng của gót giày.', 'This device is used for determining the resistance of heels to sudden impact loads in wear cause by abnormal strains. Examples include the general instability of slender heels and catching heels in gratings. ', '', 0, 'STD 155', '<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Máy thử va đập gót giày dùng để xác định mức độ chống đỡ những lực tác động bất ngờ lên phần gót giày. Máy sử dụng để kiểm tra cho loại gót nhỏ và gót nhọn.</span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\"> </span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Máy STD 155 được mở rộng sử dụng cho việc kiểm định cải tiến và chất lượng của gót giày.</span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\"> </span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Gót giày được kiểm tra sẽ bị giữ chặt trong cái kẹp làm bằng hợp kim dễ nóng chảy (kẹp được cung cấp bởi SATRA, số 303976) tại vị trí mà quả lắc sẽ đập vào đầu nhọn của gót giày theo đường vuông góc với dây quả lắc và cách 6mm so với đầu gót giày. Cái kẹp có thể điều chỉnh để phù hợp với bất kỳ hình dạng thiết kế nào của gót giày.</span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\"> </span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Phương pháp kiểm định thông thường là giữ chặt đầu gót giày và tác động lên nó một lực có độ lớn là 5J (jun) và độ lớn tối đa của lực là 19J.</span></p>\r\n', '<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"> </span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">This device is used for determining the resistance of heels to sudden impact loads in wear cause by abnormal strains. Examples include the general instability of slender heels and catching heels in gratings.</span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"> </span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">STD 155 has been extensively used for heel development and quality control. The heel under test is held rigidly at the seat in a fusible alloy clamp (supplies available from SATRA Ref: 303976) in a position which allows the falling pendulum/striker to strike the heel in a forward direction approximately perpendicular to the stem and 6mm from the tip of the heel. The complete clamp is fully adjustable to accommodate any normal heel design.</span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"> </span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">The normal method of testing is to subject the heel stem to successive impacts starting at 0.5 joules and in increments to a maximum of 19 joules. </span></p>\r\n', '', 'HEEL IMPACT TESTER, MÁY THỬ VA ĐẬP GÓT GIÀY', 'HEEL IMPACT TESTER, MÁY THỬ VA ĐẬP GÓT GIÀY', 'HEEL IMPACT TESTER, MÁY THỬ VA ĐẬP GÓT GIÀY', 'HEEL IMPACT TESTER, MÁY THỬ VA ĐẬP GÓT GIÀY', 17, 1, 1393471765, 1482597042, 1705, 'SATRA TM20', ''),
(620, 0, 0, 0, 110, 0, 0, 0, 0, 'lace-to-eyelet-method_51572486.JPG', 'lace-to-eyelet-method_51572486_118.367346939x150.jpg', 'MÁY THỬ MÀI MÒN DÂY GIÀY - DÂY & LỖ XỎ', 'SHOE LACE ABRASION MACHINE - LACE TO EYELET METHOD', '', 'shoe-lace-abrasion-machine-lace-to-eyelet-method', 'Dây giày bị mòn là một vấn đề khó chịu và có thể làm mất đi ấn tượng tốt đối với một đôi giày tốt. Việc dự đoán độ bền có thể đạt tới của dây giày hay xác định được độ kháng mài mòn của nó có thể được thực hiện bằng cách sử dụng 02 kỹ thuật kiểm tra được mô tả dưới đây.', 'This method utilizes a standard eyelet mounted on a rigid board and the lace to be tested.\r\n\r\nLaces should be stored in a standard controlled atmosphere for at least 48 hours before testing. The equipment has six stations for testing laces. Eyelets affixed to rigid boards are placed in the holders provided.', '', 0, 'STM 152', '<p> </p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Dây giày bị mòn là một vấn đề khó chịu và có thể làm mất đi ấn tượng tốt đối với một đôi giày tốt. Việc dự đoán độ bền có thể đạt tới của dây giày hay xác định được độ kháng mài mòn của nó có thể được thực hiện bằng cách sử dụng 02 kỹ thuật kiểm tra được mô tả dưới đây. Máy thử độ kháng mài mòn cho ra chỉ số về độ bền của loại giày ống hay dây giày tốt hơn nhiều so với việc kiểm tra bằng máy kéo cường lực. Với thiết bị kiểm tra của SATRA, dây giày sẽ được đánh giá độ kháng mài mòn bằng kỹ thuật “dây với dây” hay kỹ thuật thay thế “dây với lỗ xỏ”. Có 02 loại máy thực hiện kiểm tra này và được mô tả sau đây.</span></p>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Kỹ thuật này sử dụng một lỗ xỏ dây được gắn trên một tấm bảng cứng và kiểm tra dây giày. Dây giày sẽ được đặt trong môi trường tiêu chuẩn được kiểm soát trong thời gian ít nhất 48 tiếng trước khi được kiểm tra. Máy thử mài mòn dây giày - Dây & lỗ xỏ có 06 khung để kiểm tra dây. Các lỗ xỏ dây được gắn vào tấm bảng cứng gắn phía trong máy. Một đầu của sợi dây được gắn vào một lỗ trên thanh ngang và đầu kia được xỏ xuyên qua lỗ có một cái cân tác dụng một lực kéo 4.46N lên sợi dây rồi được giữ lại trên thanh ngang đối diện. Máy sẽ di chuyển mỗi sợi dây qua lại và tiếp xúc với lỗ xỏ dây một khoảng cách 75mm ở tốc độ 100 vòng/phút. Sự di chuyển của tấm bảng sẽ làm sợi dây giày bị chà xát tại điểm tiếp xúc với lỗ xỏ dây. Mỗi khung có bộ đếm riêng biệt và khi sợi dây bị mòn và đứt, bộ đếm sẽ ngừng lại tại mỗi khung. Khi tất cả 06 sợi dây đều bị đứt, máy sẽ ngừng hoạt động. Máy STM 152 có đi kèm với bộ điều khiển cầm tay để dễ dàng cài đặt máy và được bảo đảm hoàn toàn tuân theo tiêu chuẩn Sức khoẻ và An toàn của Châu Âu. Chiếc máy này còn có thể được dùng để kiểm tra lỗ xỏ dây theo tiêu chuẩn dùng cho sợi dây hay kiểm tra dây giày theo tiêu chuẩn dùng cho lỗ xỏ dây.</span></p>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><strong>Tiêu chuẩn áp dụng: SATRA TM93</strong></span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p> </p>\r\n', '<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"> </span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">This method utilizes a standard eyelet mounted on a rigid board and the lace to be tested.</span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"> </span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Laces should be stored in a standard controlled atmosphere for at least 48 hours before testing. The equipment has six stations for testing laces. Eyelets affixed to rigid boards are placed in the holders provided. One end of the lace to be tested is clamped in a carrier and the other end is passed through the eyelet and then fixed to a weight capable of applying a tensioning force of 4.46N to the lace. The machine moves each lace a distance of 75mm through the eyelet at 100 cycles per minute. The movement of the carrier causes the lace to rub in the eyelet. Each station has a separate counter and, when a lace breaks, the count is stopped on that station. When all six laces have broken, the machine will stop.</span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"> </span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">STM 152 is provided with hand control for ease of setting and is fully guarded to comply with European Health and Safety requirements. This machine can be used to test eyelets against standard shoelaces or alternatively shoelaces against standard eyelets.</span></span></p>\r\n\r\n<p style=\"text-align: justify;\"> </p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><strong>Standard application: SATRA TM93</strong></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"> </p>\r\n\r\n<p style=\"text-align: justify;\"> </p>\r\n', '', 'SHOE LACE ABRASION MACHINE - LACE TO EYELET METHOD, STM 152, MÁY THỬ MÀI MÒN DÂY GIÀY - DÂY & LỖ XỎ', 'SHOE LACE ABRASION MACHINE - LACE TO EYELET METHOD, STM 152, MÁY THỬ MÀI MÒN DÂY GIÀY - DÂY & LỖ XỎ', 'SHOE LACE ABRASION MACHINE - LACE TO EYELET METHOD, STM 152, MÁY THỬ MÀI MÒN DÂY GIÀY - DÂY & LỖ XỎ', 'SHOE LACE ABRASION MACHINE - LACE TO EYELET METHOD, STM 152, MÁY THỬ MÀI MÒN DÂY GIÀY - DÂY & LỖ XỎ', 3, 1, 1393471983, 1488275887, 2007, 'SATRA TM93', ''),
(621, 0, 0, 0, 110, 0, 0, 0, 0, 'lace-to-lace-method_08638632.JPG', 'lace-to-lace-method_08638632_150x122.5.jpg', 'MÁY THỬ MÀI MÒN DÂY GIÀY - DÂY & DÂY', 'SHOE LACE ABRASION MACHINE - LACE TO LACE METHOD', '', 'shoe-lace-abrasion-machine-lace-to-lace-method', 'Phương pháp thử mài mòn dây với dây lấy 02 sợi dây giày giống nhau để làm mài mòn cùng một lúc. Các sợi dây cũng được đặt trong môi trường tiêu chuẩn được kiểm soát trong thời gian ít nhất 48 tiếng trước khi được kiểm tra.', 'This method is a versatile test where two similar laces are abraded together.\r\n\r\nLaces should be stored in a standard controlled atmosphere for at least 48 hours before testing. One of the two laces used at each of the six stations has both ends of the lace clamped in the carrier provided.', '', 0, 'STM 439', '<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"> </span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Phương pháp này thử nghiệm mài mòn của hai dây giày giống nhau ma sát với nhau.</span></span></p>\r\n\r\n<p style=\"text-align: justify;\"> </p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Dây giày được lưu trữ trong điều kiện môi trường chuẩn trong ít nhất 48 giờ trước khi thử mẫu. Một trong hai sợi dây giày được gắn vào một trong 6 trạm với hai đầu dây giày được kẹp cố định bởi kẹo mẫu của máy. Dây giày thứ hai được móc qua cái lỗ tạo ra bởi sợi dây giày đầu tiên. Một đầu của dây giày thứ hai được gắn vào cái móc của máy, trong khi đầu còn lại được gắn với một quả tải, tạo nên lực kéo dây khoảng 2.45N. Khi máy được khởi động, móc mẫu bắt đầu chuyển động và làm cho hai sợi dây giày ma sát nhau. Khoảng cách di chuyển của mỗi dây giày là 35 mm với tần số 60 vòng/phút. Mỗi trạm có bộ đếm riêng và sẽ ngừng đếm số vòng khi dây giày bị đứt. Khi cả 6 dây giày đều bị đứt, máy sẽ tự dừng lại.</span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"> </span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">STM 439 có bộ điều khiển dễ cài đặt và đảm bảo đáp ứng yêu cầu về An toàn và Sức khoẻ của Cộng đồng chung Châu Âu. Một dòng máy tương tự được sử dụng để kiểm tra độ mài mòn của dây giày khi ma sát với mắt giày.</span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><strong>Tiêu chuẩn áp dụng: SATRA TM154, TM93</strong></span></span></p>\r\n', '<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"> </span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">This method is a versatile test where two similar laces are abraded together.</span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"> </span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Laces should be stored in a standard controlled atmosphere for at least 48 hours before testing. One of the two laces used at each of the six stations has both ends of the lace clamped in the carrier provided. The second lace is threaded through the loop created by the first lace. One end of the second lace is fixed to a moving carrier while the other is attached to a weight that tensions the lace to 2.45N. When the machine is started the action of the moving carrier causes the two laces to abrade. The machine moves each lace a distance of 35mm at a frequency of 60 cycles per minute. Each station has a separate counter and, when a lace breaks, the count is stopped on that station. When all six laces have broken, the machine will stop.</span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"> </span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">STM 439 is provided with hand control for ease of setting and is fully guarded to comply with European Health and Safety requirements. The same machine can be used to test the abrasion effects of rubbing the lace through a lace carrier or hook.</span></span></p>\r\n\r\n<p style=\"text-align: justify;\"> </p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><strong>Standard application: SATRA TM154, TM93</strong></span></span></p>\r\n', '', 'SHOE LACE ABRASION MACHINE - LACE TO LACE METHOD, MÁY THỬ MÀI MÒN DÂY GIÀY - DÂY & DÂY, STM 439', 'SHOE LACE ABRASION MACHINE - LACE TO LACE METHOD, MÁY THỬ MÀI MÒN DÂY GIÀY - DÂY & DÂY, STM 439', 'SHOE LACE ABRASION MACHINE - LACE TO LACE METHOD, MÁY THỬ MÀI MÒN DÂY GIÀY - DÂY & DÂY, STM 439', 'SHOE LACE ABRASION MACHINE - LACE TO LACE METHOD, MÁY THỬ MÀI MÒN DÂY GIÀY - DÂY & DÂY, STM 439', 2, 1, 1393472049, 1488017197, 1937, 'SATRA TM154, TM93', ''),
(612, 0, 0, 0, 109, 0, 0, 0, 0, 'bally-penetrometer_37438527.JPG', 'bally-penetrometer_37438527_150x115.285714286.jpg', 'MÁY THỬ CHỐNG THẤM NƯỚC BALLY', 'BALLY PENETROMETER', '', 'bally-penetrometer', 'Đây là loại máy có 04 ngàm được chấp nhận trên toàn thế giới về phương pháp xác định khả năng chống thấm nước của vật liệu da và da tổng hợp. Máy thử chống thấm nước Bally bảo đảm mỗi mẫu thử sẽ được đánh giá trong điều kiện có liên quan đến độ bền vững của mẫu thử.', 'This four-station machine is the internationally accepted method for measuring the dynamic water resistance of leathers and synthetic leathers. ', '', 0, 'STM 703', '<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Đây là loại máy có 04 ngàm được chấp nhận trên toàn thế giới về phương pháp xác định khả năng chống thấm nước của vật liệu da và da tổng hợp. Máy thử chống thấm nước Bally bảo đảm mỗi mẫu thử sẽ được đánh giá trong điều kiện có liên quan đến độ bền vững của mẫu thử.</span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\"> </span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Mẫu thử sẽ được bọc xung quanh một trục kim loại được gắn ở mỗi ngàm. Mẫu thử và trục sẽ được gắn vào máy nhờ mấu nối trên trục và mấu nối tương ứng trên máy. Biên độ chuyển động được điều chỉnh cho phù hợp với độ vững chắc của vật liệu mà nên được đo trước tiên bằng máy đo độ bền vững kiểu Bally của SATRA STM 704. Cái khay có thể được nâng lên để nước tiếp xúc với mặt bên của mẫu thử.</span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\"> </span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Một đặc điểm quan trọng của máy đo độ thấm nước kiểu Bally của SATRA là hệ thống dò tìm sự thấm nước điện tử cho phép người vận hành máy không cần phải giám sát máy trong suốt quá trình thử nghiệm. Máy cũng bao gồm một đồng hồ đếm và đồng hồ báo động cho mỗi ngàm. Điện trở trong mạch điện tử sẽ phát hiện sự thấm nước vào mẫu thử. Có một khớp nối bằng đồng được đặt trong mỗi mẫu thử và một bộ cảm biến sẽ tạo sự liên kết giữa mạch điện tử và khớp nối. Khi nước thấm vào mẫu thử, độ chống thấm thay đổi và đồng hồ đếm sẽ tự động ngưng hoạt động và đồng hồ báo động sẽ kêu. Việc thử nghiệm sẽ tiếp tục với các ngàm khác cho đến khi nước thấm vào toàn bộ các mẫu thử và lúc đó máy sẽ ngừng hoạt động.</span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\"> </span></p>\r\n\r\n<p><span style=\"text-decoration: underline; font-family: terminal,monaco; font-size: medium;\">Những đặc điểm độc nhất chỉ có ở máy đo độ thấm nước chínhh hiệu SATRA:</span></p>\r\n\r\n<ul style=\"list-style-type: circle;\">\r\n	<li><span style=\"font-family: terminal,monaco; font-size: medium;\">Biên độ có thể điều chỉnh được</span></li>\r\n	<li><span style=\"font-family: terminal,monaco; font-size: medium;\">Hệ thống phát hiện sự thấm nước bằng điện tử có thể điều chỉnh được</span></li>\r\n	<li><span style=\"font-family: terminal,monaco; font-size: medium;\">Đo độ vững chắc của mẫu thử</span></li>\r\n</ul>\r\n\r\n<p><span style=\"text-decoration: underline; font-family: terminal,monaco; font-size: medium;\"> </span></p>\r\n\r\n<p><span style=\"text-decoration: underline; font-family: terminal,monaco; font-size: medium;\">Các đặc điểm khác:</span></p>\r\n\r\n<ul style=\"list-style-type: circle;\">\r\n	<li><span style=\"font-family: terminal,monaco; font-size: medium;\">Đồng hồ điện tử cho mỗi ngàm</span></li>\r\n	<li><span style=\"font-family: terminal,monaco; font-size: medium;\">Đồng hồ điện tử chủ</span></li>\r\n	<li><span style=\"font-family: terminal,monaco; font-size: medium;\">Được chỉ định trong nhiều tiêu chuẩn quốc tế và của Châu Âu</span></li>\r\n	<li><span style=\"font-family: terminal,monaco; font-size: medium;\">Cơ chế vận hành đáng tin cậy</span></li>\r\n</ul>\r\n', '<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">This four-station machine is the internationally accepted method for measuring the dynamic water resistance of leathers and synthetic leathers. Its unique action ensures that each test piece is assessed under the conditions relevant to the stiffness of the specimen.</span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"> </span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">The specimens are wrapped around the mandrels provided and held in place by one of eight clamps. Specimens and mandrels are mounted utilising the dovetail arrangement forming part of the mandrel and the corresponding dovetail on the machine. The amount of dynamic movement (amplitude) is adjustable according to the stiffness of the material, which should first be measured on the SATRA Bally stiffness meter STM 704. A tray can be raised to allow water to contact the finish side of the specimens.</span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"> </span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">A significant feature of the SATRA Bally penetrometer is the electronic water detection system which removes the need for constant operator attendance during testing. This feature also includes a counter and alarm for each of the four stations. Water detection relies on a resistance being reached in the electronic circuit. Copper mesh is placed in each specimen and a probe forms the link between the electronic circuit and mesh. When water penetrates the specimen the resistance changes and automatically stops the station counter and sounds the alarm. Testing continues on the other stations until water penetration is detected at all stations when the machine stops.</span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"> </span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">These features are unique to the official SATRA Bally penetrometer:<br />\r\n•  Adjustable amplitude<br />\r\n•  Adjustable electronic water detection system<br />\r\n•  Specimen stiffness measurement</span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"> </span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">Other features:<br />\r\n•  Electronic counter per station<br />\r\n•  Master electronic counter<br />\r\n•  Specified in many international and European standards<br />\r\n•  Mechanically reliable</span></p>\r\n', '', 'BALLY PENETROMETER, MÁY THỬ CHỐNG THẤM NƯỚC BALLY, STM 703', 'BALLY PENETROMETER, MÁY THỬ CHỐNG THẤM NƯỚC BALLY, STM 703', 'BALLY PENETROMETER, MÁY THỬ CHỐNG THẤM NƯỚC BALLY, STM 703', 'BALLY PENETROMETER, MÁY THỬ CHỐNG THẤM NƯỚC BALLY, STM 703', 18, 1, 1393471298, 1482597299, 1968, 'SATRA TM171, EN ISO 5403, EN 20344.6.13', ''),
(613, 0, 0, 0, 108, 0, 0, 0, 0, 'circular-rub-fastness-tester_84099410.JPG', 'circular-rub-fastness-tester_84099410_121.138211382x150.jpg', 'MÁY THỬ BỀN MÀU MA SÁT DẠNG TRÒN', 'CIRCULAR RUB FASTNESS TESTER', '', 'circular-rub-fastness-tester', 'Loại máy này xác định độ bền của vật liệu da ở phần phía trước, vật liệu da có sọc, vật liệu tổng hợp ở phần trước hay đường viền và vật liệu vải sợi. Chà xát có thể được thực hiện trong điều kiện khô hay ẩm. Môi trường ẩm có thể do nước, dung môi để đánh bóng giày hay mũ giày được đặt vào phía sau của mẫu vật liệu.', 'This machine determines the fastness of the finish of a leather upper, leather lining, synthetic upper or lining and fibreboard. Rubbing can be carried out in dry or wet conditions. ', '', 0, 'STM 461', '<p><span style=\"font-family: terminal,monaco; font-size: medium;\">     Loại máy này xác định độ bền của vật liệu da ở phần phía trước, vật liệu da có sọc, vật liệu tổng hợp ở phần trước hay đường viền và vật liệu vải sợi. Chà xát có thể được thực hiện trong điều kiện khô hay ẩm. Môi trường ẩm có thể do nước, dung môi để đánh bóng giày hay mũ giày được đặt vào phía sau của mẫu vật liệu.</span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\"><span style=\"font-family: terminal,monaco; font-size: medium;\">     </span>Độ bền sẽ được đánh giá qua các ảnh hưởng của việc chà xát lên mẫu thử hay mức độ chuyển giao màu sắc lên miếng chà xát. Sự thay đổi màu sắc của mẫu thử và độ màu được chuyển giao sang miếng chà xát sẽ được đánh giá theo chỉ số của bảng màu tiêu chuẩn.</span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\"><span style=\"font-family: terminal,monaco; font-size: medium;\">     </span>Máy thử bền màu ma sát dạng tròn cũng có thể được sử dụng để kiểm tra độ kháng mài mòn/chà xát của các loại mực in trên các tấm vật liệu mỏng ở điều kiện khô hay bôi trơn dầu.</span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\"><span style=\"font-family: terminal,monaco; font-size: medium;\">     </span>Máy có một trụ xoay giữ miếng nỉ chà xát phía dưới quả cân nặng 0.73kg hay 2.5kg tuỳ theo yêu cầu. Trụ xoay và miếng nỉ có thể được nâng lên trên bề mặt mẫu thử nhờ vào tay vặn hay đòn bẩy tự động như trong máy STM 462, cho phép quan sát mẫu thử trong suốt quá trình thử nghiệm. Đồng hồ đếm chỉ hoạt động khi miếng nỉ tiếp xúc với mẫu thử. Đó là đồng hồ được cài đặt trước để ngưng hoạt động của máy khi số lần chà xát đã cài đặt được thực hiện xong.</span></p>\r\n', '<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"> </span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">This machine determines the fastness of the finish of a leather upper, leather lining, synthetic upper or lining and fibreboard. Rubbing can be carried out in dry or wet conditions. The latter can be water, solvents in shoe polish, or toe puff solvents applied to the back of the material.</span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"> </span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">Fastness can be judged by the effect on the sample material or the transfer of colour to the rubbing pad. The change in appearance of the finish and the colour transferred to the rubbing pad is assessed by reference to a standard scale.</span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"> </span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">The machines can also be used for testing the rub/abrasion resistance of inks on printed films under dry or oily conditions.</span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"> </span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">The machine has a rotating head holding a circular felt pad under a load of either 0.73kg or 2.5kg as required. The rotating head and felt pad can be raised from the sample surface by means of a hand lever or automatically in the case of STM 462, allowing the test specimen to be examined during the course of the test. The counter only operates when the felt pad is in contact with the test specimen. It is a pre-determined counter which can be set to stop the machine when the preset count has been reached.</span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"> </span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">The picture shows the standard machine which is supplied complete, including a pre-determined counter and manual lift lever.</span></p>\r\n', '', 'CIRCULAR RUB FASTNESS TESTER, MÁY THỬ BỀN MÀU MA SÁT DẠNG TRÒN, STM 461', 'CIRCULAR RUB FASTNESS TESTER, MÁY THỬ BỀN MÀU MA SÁT DẠNG TRÒN, STM 461', 'CIRCULAR RUB FASTNESS TESTER, MÁY THỬ BỀN MÀU MA SÁT DẠNG TRÒN, STM 461', 'CIRCULAR RUB FASTNESS TESTER, MÁY THỬ BỀN MÀU MA SÁT DẠNG TRÒN, STM 461', 13, 1, 1393471431, 1482596424, 1708, 'SATRA TM8, TM14', ''),
(614, 0, 0, 0, 121, 0, 0, 0, 0, 'constant-loader-stand-for-durometer_48615707.jpg', 'constant-loader-stand-for-durometer_48615707_88.5608856089x150.jpg', 'GIÁ ĐỠ ĐỒNG HỒ ĐO ĐỘ CỨNG', 'CONSTANT LOADER STAND FOR DUROMETER', '', 'constant-loader-stand-for-durometer', 'The problem with manually measuring the hardness of a rubber specimen is that the results may vary with the operator. The CL-150 series eliminates such variations. The flexible joint system makes the pressure foot of the durometer contact perfectly with the test piece and thus enables a precise and reproducible measurement. Furthermore, the models may be used for durometers requiring various measuring loads by replacing the weight.', 'The problem with manually measuring the hardness of a rubber specimen is that the results may vary with the operator. The CL-150 series eliminates such variations. The flexible joint system makes the pressure foot of the durometer contact perfectly with the test piece and thus enables a precise and reproducible measurement. Furthermore, the models may be used for durometers requiring various measuring loads by replacing the weight.', '', 0, 'CL-150', '<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium; color: #000000;\"> </span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium; color: #000000;\">The problem with manually measuring the hardness of a rubber specimen is that the results may vary with the operator. The CL-150 series eliminates such variations. The flexible joint system makes the pressure foot of the durometer contact perfectly with the test piece and thus enables a precise and reproducible measurement. Furthermore, the models may be used for durometers requiring various measuring loads by replacing the weight.</span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium;\"> </span></p>\r\n\r\n<p><span style=\"font-size: medium; color: #0000ff; font-family: times new roman,times;\"><strong>Features:</strong></span></p>\r\n\r\n<ul>\r\n	<li style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium; color: #000000;\">The durometer indentor to specimen force is consistently maintained throughout the duration of the test cycle.</span></li>\r\n	<li style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium; color: #000000;\">The unique pneumatic dampening mechanism is adjustable for various durometer types and masses.</span></li>\r\n	<li style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium; color: #000000;\">Available for 500 g, 1000 g, 1250 g and 5000 g to provide the mass according to the durometer type.</span></li>\r\n	<li style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium; color: #000000;\">Test specimens with inclined surfaces are accommodated with the flexible joint system option.</span></li>\r\n	<li style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium; color: #000000;\">Accommodates Asker® analog and digital durometers.</span></li>\r\n	<li style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium; color: #000000;\">Modifications may be made to accommodate other durometer brands.</span></li>\r\n</ul>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"> </span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium; color: #0000ff;\"><strong>Specifications:</strong></span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"> </span></p>\r\n\r\n<table border=\"1\" cellpadding=\"0\" cellspacing=\"0\" style=\"width: 565px;\">\r\n	<tbody>\r\n		<tr>\r\n			<td width=\"155\">\r\n			<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Model</strong></span></p>\r\n			</td>\r\n			<td width=\"216\">\r\n			<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Application</strong></span></p>\r\n			</td>\r\n			<td width=\"195\">\r\n			<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Mass</strong></span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"155\">\r\n			<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>CL – 150L</strong></span></p>\r\n			</td>\r\n			<td width=\"216\">\r\n			<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">All JA, A, B & C Series</span></p>\r\n			</td>\r\n			<td width=\"195\">\r\n			<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">1 kg & 1¼ kg</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"155\">\r\n			<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>CL – 150H</strong></span></p>\r\n			</td>\r\n			<td width=\"216\">\r\n			<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">All JC & D Series</span></p>\r\n			</td>\r\n			<td width=\"195\">\r\n			<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">5 kg</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"155\">\r\n			<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>CL – 150M</strong></span></p>\r\n			</td>\r\n			<td width=\"216\">\r\n			<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">All Asker® Series</span></p>\r\n			</td>\r\n			<td width=\"195\">\r\n			<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">1 kg, 1¼ kg & 5 kg</span></p>\r\n			</td>\r\n		</tr>\r\n	</tbody>\r\n</table>\r\n', '<p style=\"text-align: justify;\"><span style=\"font-size:14px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\">The problem with manually measuring the hardness of a rubber specimen is that the results may vary with the operator. The CL-150 series eliminates such variations. The flexible joint system makes the pressure foot of the durometer contact perfectly with the test piece and thus enables a precise and reproducible measurement. Furthermore, the models may be used for durometers requiring various measuring loads by replacing the weight.</span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:14px;\"><span style=\"font-family: times new roman,times,serif;\"> </span></span></p>\r\n\r\n<p><span style=\"font-size:14px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 255);\"><strong>Features:</strong></span></span></span></p>\r\n\r\n<ul>\r\n	<li style=\"text-align: justify;\"><span style=\"font-size:14px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\">The durometer indentor to specimen force is consistently maintained throughout the duration of the test cycle.</span></span></span></li>\r\n	<li style=\"text-align: justify;\"><span style=\"font-size:14px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\">The unique pneumatic dampening mechanism is adjustable for various durometer types and masses.</span></span></span></li>\r\n	<li style=\"text-align: justify;\"><span style=\"font-size:14px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\">Available for 500 g, 1000 g, 1250 g and 5000 g to provide the mass according to the durometer type.</span></span></span></li>\r\n	<li style=\"text-align: justify;\"><span style=\"font-size:14px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\">Test specimens with inclined surfaces are accommodated with the flexible joint system option.</span></span></span></li>\r\n	<li style=\"text-align: justify;\"><span style=\"font-size:14px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\">Accommodates Asker® analog and digital durometers.</span></span></span></li>\r\n	<li style=\"text-align: justify;\"><span style=\"font-size:14px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\">Modifications may be made to accommodate other durometer brands.</span></span></span></li>\r\n</ul>\r\n\r\n<p><span style=\"font-size:14px;\"><span style=\"font-family: times new roman,times,serif;\"> </span></span></p>\r\n\r\n<p><span style=\"font-size:14px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 255);\"><strong>Specifications:</strong></span></span></span></p>\r\n\r\n<p><span style=\"font-size:14px;\"><span style=\"font-family: times new roman,times,serif;\"> </span></span></p>\r\n\r\n<table border=\"1\" cellpadding=\"0\" cellspacing=\"0\" style=\"width: 565px;\">\r\n	<tbody>\r\n		<tr>\r\n			<td width=\"155\">\r\n			<p align=\"center\"><span style=\"font-size:14px;\"><span style=\"font-family: times new roman,times,serif;\"><strong>Model</strong></span></span></p>\r\n			</td>\r\n			<td width=\"216\">\r\n			<p align=\"center\"><span style=\"font-size:14px;\"><span style=\"font-family: times new roman,times,serif;\"><strong>Application</strong></span></span></p>\r\n			</td>\r\n			<td width=\"195\">\r\n			<p align=\"center\"><span style=\"font-size:14px;\"><span style=\"font-family: times new roman,times,serif;\"><strong>Mass</strong></span></span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"155\">\r\n			<p align=\"center\"><span style=\"font-size:14px;\"><span style=\"font-family: times new roman,times,serif;\"><strong>CL – 150L</strong></span></span></p>\r\n			</td>\r\n			<td width=\"216\">\r\n			<p align=\"center\"><span style=\"font-size:14px;\"><span style=\"font-family: times new roman,times,serif;\">All JA, A, B & C Series</span></span></p>\r\n			</td>\r\n			<td width=\"195\">\r\n			<p align=\"center\"><span style=\"font-size:14px;\"><span style=\"font-family: times new roman,times,serif;\">1 kg & 1¼ kg</span></span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"155\">\r\n			<p align=\"center\"><span style=\"font-size:14px;\"><span style=\"font-family: times new roman,times,serif;\"><strong>CL – 150H</strong></span></span></p>\r\n			</td>\r\n			<td width=\"216\">\r\n			<p align=\"center\"><span style=\"font-size:14px;\"><span style=\"font-family: times new roman,times,serif;\">All JC & D Series</span></span></p>\r\n			</td>\r\n			<td width=\"195\">\r\n			<p align=\"center\"><span style=\"font-size:14px;\"><span style=\"font-family: times new roman,times,serif;\">5 kg</span></span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"155\">\r\n			<p align=\"center\"><span style=\"font-size:14px;\"><span style=\"font-family: times new roman,times,serif;\"><strong>CL – 150M</strong></span></span></p>\r\n			</td>\r\n			<td width=\"216\">\r\n			<p align=\"center\"><span style=\"font-size:14px;\"><span style=\"font-family: times new roman,times,serif;\">All Asker® Series</span></span></p>\r\n			</td>\r\n			<td width=\"195\">\r\n			<p align=\"center\"><span style=\"font-size:14px;\"><span style=\"font-family: times new roman,times,serif;\">1 kg, 1¼ kg & 5 kg</span></span></p>\r\n			</td>\r\n		</tr>\r\n	</tbody>\r\n</table>\r\n', '', 'CONSTANT LOADER STAND FOR DUROMETER, GIÁ ĐỠ ĐỒNG HỒ ĐO ĐỘ CỨNG, CL-150', 'CONSTANT LOADER STAND FOR DUROMETER, GIÁ ĐỠ ĐỒNG HỒ ĐO ĐỘ CỨNG, CL-150', 'CONSTANT LOADER STAND FOR DUROMETER, GIÁ ĐỠ ĐỒNG HỒ ĐO ĐỘ CỨNG, CL-150', 'CONSTANT LOADER STAND FOR DUROMETER, GIÁ ĐỠ ĐỒNG HỒ ĐO ĐỘ CỨNG, CL-150', 26, 1, 1393471521, 1482598655, 1361, 'ASKER', ''),
(752, 0, 0, 0, 110, 0, 0, 0, 0, 'satra-soling-abrasion-machine_79519409.png', 'satra-soling-abrasion-machine_79519409_150x112.8.png', 'MÁY THỬ ĐỘ MÀI MÒN VẬT LIỆU ĐẾ GIÀY', 'SATRA SOLING ABRASION MACHINE', '', 'satra-soling-abrasion-machine', 'Chiếc máy này lý tưởng cho việc kiểm tra các vật liệu cao su và urethane để đánh giá độ kháng mài mòn của chúng trong quá trình sử dụng hàng ngày. Nguyên tắc kiểm tra đơn giản nhưng thiết kế 03 trụ duy nhất của máy thử độ mài mòn vật liệu đế giày của SATRA giúp giảm thiểu lượng thời gian cần cho mỗi lần thực hiện kiểm tra.', 'This is ideal for testing rubber and urethanes to assess their resistance to abrasion in normal everyday wear. The principle of the test is simple but the unique three-head design of the SATRA abrasion tester reduces the time taken per test.', '', 0, 'STM 602', '<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Chiếc máy này lý tưởng cho việc kiểm tra các vật liệu cao su và urethane để đánh giá độ kháng mài mòn của chúng trong quá trình sử dụng hàng ngày. Nguyên tắc kiểm tra đơn giản nhưng thiết kế 03 trụ duy nhất của máy thử độ mài mòn vật liệu đế giày của SATRA giúp giảm thiểu lượng thời gian cần cho mỗi lần thực hiện kiểm tra.</span></span></p>\r\n\r\n<p style=\"text-align: justify;\"> </p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Đường kính trống 150mm được xoay với tốc độ 40rpm bằng một động cơ AC với khả năng kiểm soát tốc độ biến thiên. Một mảnh giấy làm mài mòn P60 (mã số STM 469A hay STM 469CA) được gắn vào trống bằng một mảnh giấy dán 02 mặt. Một vật mẫu hình trụ có kích thước cố định được gắn vào trụ giữ vật mẫu, điều chỉnh phần lồi ra và cài đặt tất cả các dụng cụ đo vi lượng. Trụ giữ vật mẫu có thể đứng yên hoặc xoay, đi qua bề mặt của giấy làm mài mòn với tốc độ 0.32m/giây và cũng chịu một sức tải 5 hoặc 10 Newtons theo một khoảng cách đã cài đặt sẵn. Một trục xoay có thể điều chỉnh được cho phép vật mẫu đi được 10, 20, 30 hay 40m. Để hoàn thành quá trình kiểm tra, vật mẫu này được lấy ra và khối lượng đã bị mài mòn sẽ được xác định bằng cách cân trọng lượng và tính toán.</span></span></p>\r\n\r\n<p style=\"text-align: justify;\"> </p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Độ kháng mài mòn của hợp chất còn có thể được xác định bằng cách so sánh kết quả kiểm tra của máy với kết quả của thiết bị kiểm soát hợp chất (STM 469CR).</span></span></p>\r\n\r\n<p style=\"text-align: justify;\"> </p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Máy này có một đầu hút tự theo dõi có thể kết nối với một bộ lọc chân không tiêu chuẩn, không cần thiết phải chú ý nhiều đến sự vận hành liên tục. Một con dao cắt vật mẫu cũng có sẵn và phù hợp để sử dụng với trụ khoan xoay vòng.</span></span></p>\r\n\r\n<p style=\"text-align: justify;\"> </p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><strong>Tiêu chuẩn áp dụng: SATRA TM174, TM193; ISO 4649; DIN 53516A</strong></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"> </p>\r\n\r\n<p style=\"text-align: justify;\"> </p>\r\n', '<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">This is ideal for testing rubber and urethanes to assess their resistance to abrasion in normal everyday wear. The principle of the test is simple but the unique three-head design of the SATRA abrasion tester reduces the time taken per test.</span></span></p>\r\n\r\n<p style=\"text-align: justify;\"> </p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">A 150mm diameter drum is rotated at 40rpm by a precision AC motor with variable speed control. A sheet of specified P60 abrasive paper (STM 469A or STM 469CA) is fixed to the drum by double-sided adhesive tape. A cylindrical sample, of fixed dimensions, is inserted in the sample holder and its protrusion adjusted and set using the integral micrometer. The sample holder either fixed or rotating, travels over the surface of the abrasive paper at 0.32m/sec under a loading of either 5 or 10 newtons for a set distance. An adjustable rotary cam allows the sample to travel 10, 20, 30 and 40 metres. On completion of the test the sample is removed and the volume loss determined by weighing and calculation.</span></span></p>\r\n\r\n<p style=\"text-align: justify;\"> </p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">The abrasive resistance of the compound can then be determined by relating the test results to those of a control compound (STM 469CR).</span></span></p>\r\n\r\n<p style=\"text-align: justify;\"> </p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">This SATRA machine has a self-tracking suction head which can be connected to a standard vacuum cleaner, removing the need for constant operator attention. A sample cutting knife is also available and is suitable for use with rotary pillar drill.</span></span></p>\r\n\r\n<p style=\"text-align: justify;\"> </p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><strong>Standard application: SATRA TM174, TM193; ISO 4649; DIN 53516A</strong></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"> </p>\r\n\r\n<p style=\"text-align: justify;\"> </p>\r\n', '', 'SATRA SOLING ABRASION MACHINE, STM 602, MÁY THỬ ĐỘ MÀI MÒN VẬT LIỆU ĐẾ GIÀY', 'SATRA SOLING ABRASION MACHINE, STM 602, MÁY THỬ ĐỘ MÀI MÒN VẬT LIỆU ĐẾ GIÀY', 'SATRA SOLING ABRASION MACHINE, STM 602, MÁY THỬ ĐỘ MÀI MÒN VẬT LIỆU ĐẾ GIÀY', 'SATRA SOLING ABRASION MACHINE, STM 602, MÁY THỬ ĐỘ MÀI MÒN VẬT LIỆU ĐẾ GIÀY', 2, 1, 1482688552, 1488015554, 1636, 'SATRA TM174, TM193; ISO 4649; DIN 53516A', '');
INSERT INTO `table_product` (`id`, `id_list`, `id_item`, `id_item1`, `id_cat`, `noibat`, `new`, `hot`, `banchay`, `photo`, `thumb`, `ten_vi`, `ten_en`, `ten_cam`, `tenkhongdau`, `mota_vi`, `mota_en`, `mota_cam`, `gia`, `model`, `noidung_vi`, `noidung_en`, `noidung_cam`, `tags`, `meta_title`, `meta_description`, `meta_keyword`, `stt`, `hienthi`, `ngaytao`, `ngaysua`, `luotxem`, `tieuchuan`, `id_list_arr`) VALUES
(627, 0, 0, 0, 112, 0, 0, 0, 0, 'slip-resistance-tester_68929490.JPG', 'slip-resistance-tester_68929490_150x114.068441065.jpg', 'MÁY THỬ KHÁNG TRƯỢT', 'SLIP RESISTANCE TESTER', '', 'slip-resistance-tester', 'Máy thử độ kháng trượt của SATRA đã được cải tiến theo những nghiên cứu về cơ sinh học mới nhất và thử nghiệm này rất cần thiết vì trong khi đi thì hiện tượng bị trượt thường xảy ra nhiều nhất.', 'The SATRA slip resistance tester has been developed following extensive biomechanical studies and is representative of conditions encountered during walking when slip is most likely to occur. ', '', 0, 'STM 603', '<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Máy thử kháng trượt của SATRA đã được cải tiến theo những nghiên cứu về cơ sinh học mới nhất và thử nghiệm này rất cần thiết vì trong khi đi thì hiện tượng bị trượt thường xảy ra nhiều nhất.</span></span></p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"> </span></span></p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Một bước đi thông thường bắt đầu với gót giày và kết thúc khi đầu các ngón chân được nâng lên khỏi mặt đất. Trượt là điều thường xảy ra nhiều nhất sau khi gót đã được nâng lên và ngay trước khi đầu các ngón chân nâng lên lúc trọng lượng cơ thể đã giảm đi một nửa. Loại máy này của SATRA xác định độ kháng trượt giữa đế giày và mặt đường.</span></span></p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"> </span></span></p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">SATRA cung cấp một mặt sàn thử nghiệm đã được điều chỉnh đạt chuẩn kèm theo mỗi máy. Các loại bề mặt có sẵn khác cũng có thể được sử dụng với máy. Các bề mặt thử nghiệm này được đính kèm với máy, hầu hết tất cả các loại bề mặt đều sử dụng được với máy SATRA. Thiết kế đặc biệt của máy cho phép đo độ kháng trượt của giày theo tiêu chuẩn của mặt sàn đạt chuẩn hay nói cách khác, chất lượng của vật liệu làm mặt sàn sẽ được đo theo tiêu chuẩn của vật liệu làm đế giày.</span></span></p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"> </span></span></p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Máy được kết nối với một bộ điều khiển có thiết kế đặc biệt và hệ thống tiếp nhận thông tin cung cấp hệ số ma sát của mỗi mẫu thử. Do đó cần phải kiểm soát chặt chẽ các áp lực tác dụng lên mẫu thử, bao gồm tốc độ chuyển động của động cơ biến thiên. Việc kiểm soát như trên và hoạt động chặt chẽ theo thiết kế của máy sẽ đảm bảo tạo ra những áp lực và tốc độ chuyển động phù hợp được duy trì trong quá trình thử nghiệm.</span></span></p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"> </span></span></p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Phần mềm mới được cập nhật năm 2004 cho phép người sử dụng máy tính được giá trị trung bình của hệ số ma sát (CoF) sau một khoảng thời gian bằng cách cài đặt thời gian bắt đầu và thời gian kết thúc việc thử nghiệm.</span></span></p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"> </span></span></p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Bàn phím điều khiển được kết nối với máy vi tính quản lý các thông tin thu nhận được cũng như cung cấp đồ thị về các thông số của quá trình thử nghiệm và hệ số ma sát của các mẫu thử đã được kiểm tra.</span></span></p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"> </span></span></p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Phần mềm đính kèm với máy, chủ yếu được dùng cho các thử nghiệm được cài đặt trước (theo tiêu chuẩn SATRA TM144 và EN 13287) thông qua hệ điều hành Window phù hợp. Người sử dụng máy có thể đưa ra tiêu chuẩn kiểm tra của chính họ được lưu và sẽ sử dụng cho thử nghiệm lần sau, bảo đảm các điều kiện thử nghiệm sẽ được lặp lại chính xác.</span></span></p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"> </span></span></p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Xác định hệ số ma sát hay độ kháng trượt là một quá trình phức tạp và đòi hỏi sự kiểm soát cẩn thận và chính xác các giá trị khác nhau trong một khoảng thời gian nhất định. Yêu cầu về các tiêu chuẩn kiểm tra khác nhau giữ một vị trí quan trọng trong việc xác định khoảng thời gian và cách thức thử nghiệm. Xác định hệ số ma sát đòi hỏi một sự kiểm soát chính xác.</span></span></p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"> </span></span></p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Phần mềm của SATRA áp dụng cho máy đo độ kháng trượt là độc nhất. Nó không chỉ giúp kiểm soát hoạt động của máy và quản lý các thông tin thu nhận được trong quá trình thử nghiệm, mà còn đảm bảo sự kiểm soát cả quá trình và các thông số rất nghiêm ngặt theo tiêu chuẩn kiểm tra.</span></span></p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"> </span></span></p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Cần phải kiểm tra chất lượng và các thông tin có liên quan trước khi tiến hành thử nghiệm. Thông tin về tên của người vận hành máy, tiêu chuẩn kiểm tra, bề mặt sàn thử nghiệm và tất cả những thông tin có liên quan khác phải được nhập vào hộp thoại (relative boxes). Nếu không hoàn thành các việc trên, người sử dụng phải được nhắc nhở nhập vào các thông tin cần thiết. Một số hộp thoại đã được giảm bớt các chức năng để dễ dàng sử dụng, nhập dữ liệu cũng đơn giản hơn. Hộp thoại về tiêu chuẩn thử nghiệm cần thiết cho việc chọn lựa tiêu chuẩn thử nghiệm từ danh sách các tiêu chuẩn đã cài sẵn, bao gồm tiêu chuẩn mà người sử dụng đã cài sẵn. Khi hoàn tất việc lựa chọn, máy sẽ được cài đặt trước tốc độ, khoảng dừng và điểm mốc sẽ đo hệ số ma sát. Trong trường hợp chọn lựa tiêu chuẩn của người sử dụng, các cài đặt sẽ được lưu lại và áp dụng cho lần thử nghiệm sau.</span></span></p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"> </span></span></p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Sau khi thử nghiệm, một đồ thị hiển thị các yếu tố khác nhau sẽ xuất hiện. Trên đồ thị sẽ có 04 đường thể hiện lực theo phương thẳng đứng, tốc độ di chuyển mặt sàn, lực theo phương nằm ngang và hệ số ma sát. Những đường kẻ này rất dễ thấy và được chú thích thêm trên màn hình.</span></span></p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"> </span></span></p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Chức năng đặc biệt của máy và phần mềm SATRA là chế độ tự hoạt động được áp dụng cho mỗi thử nghiệm. Lực theo phương thẳng đứng được kiểm soát chặt chẽ và được điều chỉnh nếu cần thiết nhưng phải đảm bảo lực này luôn chính xác.</span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><strong><span style=\"color: rgb(0, 0, 0);\">Tiêu chuẩn áp dụng: </span>SATRA TM144, EN ISO 13287, ASTM F2913</strong></span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p> </p>\r\n', '<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"> </span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\">The SATRA slip resistance tester has been developed following extensive biomechanical studies and is representative of conditions encountered during walking when slip is most likely to occur.</span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\"> </span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\">A normal walking step commences with heel strike and ends as the toe is lifted from the ground. Slip is most likely to occur shortly after heel strike and just before toe lift when half body weight is being applied. The SATRA equipment measures the slip resistance between the sole of the shoe/boot and the floor.</span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\"> </span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\">SATRA supplies a standard, calibrated, floor surface with each machine. Other surfaces can be used with the machine and are available to order. Providing it can be attached to the machine, almost any floor surface can be used with the SATRA machine. The unique design of the equipment allows the slip resistance of footwear to be measured against a standard surface floor surface or alternatively flooring materials can be measured against standard sole materials.</span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\"> </span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\">The machine incorporates a specially-designed control and data acquisition system which provides the user with the coefficient of friction for each test sample. This is achieved by close control of the forces involved including the speed of motion provided by a variable speed motor. The controls provided and the unique design of the circuitry ensure the appropriate forces and speed of motion are maintained through the duration of the test.</span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\"> </span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\">A new addition to the software in 2004 allows the user to average the reported CoF over a time period by having dual slides for setting the start and end time of period.</span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\"> </span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\">The control console houses a computer which manages the data acquisition as well as providing graphical representation of the test data and provides the coefficient of friction for each sample tested.</span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\"> </span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\">The software, which is included with each machine, has principal pre-set tests (SATRA TM144 and EN 13287) which can be accessed through the appropriate window. Users can also introduce their own test standards which can be stored and used again for later tests, ensuring exact repeatability of test conditions.</span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\"> </span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\">The determination of friction or slip resistance is a complex procedure and requires the careful and accurate monitoring of a number of different parameters in a relatively short time. The requirements of the various test standards place great importance on the timing and the way results are obtained during a test. The determination of the coefficient of friction requires accurate control.</span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\"> </span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\">The dedicated SATRA software for the slip tester is unique. Not only does it control the machine and manipulate data gathered during the test but ensures the accurate control of the entire procedure strictly in accordance with the parameters required by the test standard.</span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\"> </span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\">Essential for quality control, data relative to the new job has to be entered before testing can proceed. The operator’s name, test standard, test surface and all other relative data are entered in the relative boxes. If any are not completed the user is prompted to input data. Several boxes have drop down options for ease of use, making the task simple to input the appropriate data. The test standard box is particularly useful as the correct test can be selected from a predetermined list, including a user-defined test. Once selection has been made, the complete machine is pre-set to the required speeds, delays, and point (snapshot) at which the coefficient of friction is calculated. In the case of a user defined test selection, the chosen settings can subsequently be saved and recalled at a later date for repeat testing.</span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\"> </span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\">Appearing after the test is a multiple graph showing the various components. There are four lines displayed on the graph, representing vertical load, speed of table movement, horizontal load, and coefficient of friction. These lines are easy to see and are captioned on screen for additional clarity.</span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\"> </span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\">A unique function of the SATRA machine and software is its unique self-teach mode applied during each test. The vertical load is monitored during each test and adjusted for the following test if required, ensuring the vertical load is always correct.</span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"> </p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><strong><span style=\"color: rgb(0, 0, 0);\">Standard application: </span>SATRA TM144, EN ISO 13287, ASTM F2913</strong></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\"> </span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"> </p>\r\n', '', 'MÁY THỬ KHÁNG TRƯỢT', 'MÁY THỬ KHÁNG TRƯỢT', 'MÁY THỬ KHÁNG TRƯỢT', 'MÁY THỬ KHÁNG TRƯỢT', 1, 1, 1393472579, 1488005893, 2267, 'SATRA TM144, EN ISO 13287, ASTM F2913', ''),
(628, 0, 0, 0, 122, 0, 0, 0, 0, 'temperature-humidity-test-chamber_23599715.jpg', 'temperature-humidity-test-chamber_23599715_122.699386503x150.jpg', 'TỦ THỬ NGHIỆM NHIỆT ĐỘ - ĐỘ ẨM', 'TEMPERATURE & HUMIDITY TEST CHAMBER', '', 'temperature-humidity-test-chamber', 'Tủ thử nghiệm nhiệt độ - độ ẩm có thể mô phỏng nhiều điều kiện môi trường khác nhau: nóng & ẩm, nhiệt độ cao - độ ẩm thấp, nhiệt độ & độ ẩm thấp.', 'This product can simulate the hot and humid, high temperature low humidity, low temperature and humidity of different test environments. You can test a number of test programs required to complete a one –time set by the programmable microcomputer control automatic testing machine to complete the test cycle or replacement, without manual operation.', '', 0, 'PT-2091', '<p><span style=\"font-family: terminal,monaco; font-size: medium; color: #000000;\">Tủ thử nghiệm nhiệt độ - độ ẩm có thể mô phỏng nhiều điều kiện môi trường khác nhau: nóng & ẩm, nhiệt độ cao - độ ẩm thấp, nhiệt độ & độ ẩm thấp. Bạn có thể thử nghiệm nhiều chương trình thử cùng lúc bằng cách cài đặt chu kỳ thử mẫu tự động trên bộ điều khiển. Thử nghiệm mô phỏng của các vật liệu khác nhau trong các điều kiện môi trường khác nhau để kiểm tra tính năng chống lão hoá cũng như ổn định điều kiện môi trường trước khi thử mẫu.</span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium; color: #000000;\"> </span></p>\r\n\r\n<p> </p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size: medium; color: #0000ff;\"><strong><span style=\"font-family: tahoma,arial,helvetica,sans-serif;\"><span style=\"text-decoration: underline;\">Đặc tính kỹ thuật</span>:</span></strong></span></p>\r\n\r\n<table border=\"1\" cellpadding=\"0\" cellspacing=\"0\" style=\"width: 854px; height: 638px;\">\r\n	<tbody>\r\n		<tr>\r\n			<td width=\"212\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>Model</strong></span></p>\r\n			</td>\r\n			<td width=\"108\">\r\n			<p align=\"center\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>PT–2091B</strong></span></p>\r\n			</td>\r\n			<td width=\"104\">\r\n			<p align=\"center\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>PT–2091C</strong></span></p>\r\n			</td>\r\n			<td width=\"104\">\r\n			<p align=\"center\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>PT–2091D</strong></span></p>\r\n			</td>\r\n			<td width=\"125\">\r\n			<p align=\"center\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>PT–2091E</strong></span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"212\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>Kích thước buồng thử (DxRxC) (cm)</strong></span></p>\r\n			</td>\r\n			<td width=\"108\">\r\n			<p align=\"center\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">50×50×60</span></p>\r\n			</td>\r\n			<td width=\"104\">\r\n			<p align=\"center\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">50×60×76</span></p>\r\n			</td>\r\n			<td width=\"104\">\r\n			<p align=\"center\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">60×80×85</span></p>\r\n			</td>\r\n			<td width=\"125\">\r\n			<p align=\"center\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">100×100×100</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"212\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>Thể tích (Lít)</strong></span></p>\r\n			</td>\r\n			<td width=\"108\">\r\n			<p align=\"center\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">150</span></p>\r\n			</td>\r\n			<td width=\"104\">\r\n			<p align=\"center\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">180</span></p>\r\n			</td>\r\n			<td width=\"104\">\r\n			<p align=\"center\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">410</span></p>\r\n			</td>\r\n			<td width=\"125\">\r\n			<p align=\"center\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">1,000</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"212\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>Phạm vi đo nhiệt độ</strong></span></p>\r\n			</td>\r\n			<td colspan=\"4\" width=\"440\">\r\n			<p align=\"center\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">-20<sup>0</sup>C ~ 150<sup>0</sup>C</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"212\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>Cấp chính xác nhiệt độ</strong></span></p>\r\n			</td>\r\n			<td colspan=\"3\" width=\"315\">\r\n			<p align=\"center\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">± 0.3<sup>0</sup>C</span></p>\r\n			</td>\r\n			<td width=\"125\">\r\n			<p align=\"center\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">± 0.5<sup>0</sup>C</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"212\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>Temp dist. accuracy</strong></span></p>\r\n			</td>\r\n			<td colspan=\"3\" width=\"315\">\r\n			<p align=\"center\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">± 0.5<sup>0</sup>C</span></p>\r\n			</td>\r\n			<td width=\"125\">\r\n			<p align=\"center\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">± 1<sup>0</sup>C</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"212\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>Phạm vi đo độ ẩm</strong></span></strong></span></p>\r\n			</td>\r\n			<td colspan=\"4\" width=\"440\">\r\n			<p align=\"center\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">20% ~ 98%</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"212\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>Cấp chính xác độ ẩm</strong></span></p>\r\n			</td>\r\n			<td colspan=\"3\" width=\"315\">\r\n			<p align=\"center\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">± 2.5% R.H.</span></p>\r\n			</td>\r\n			<td width=\"125\">\r\n			<p align=\"center\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">± 3.0% R.H.</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"212\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>Humidity dist. accuracy</strong></span></p>\r\n			</td>\r\n			<td colspan=\"3\" width=\"315\">\r\n			<p align=\"center\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">± 3.0% R.H.</span></p>\r\n			</td>\r\n			<td width=\"125\">\r\n			<p align=\"center\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">± 5.0% R.H.</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"212\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>Hiệu suất tạo nhiệt</strong></span></p>\r\n			</td>\r\n			<td colspan=\"4\" width=\"440\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">-60<sup>0</sup>C ~ 100<sup>0</sup>C, App 60Mins</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"212\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>Hiệu suất làm mát</strong></span></p>\r\n			</td>\r\n			<td colspan=\"4\" width=\"440\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">20<sup>0</sup>C ~ -60<sup>0</sup>C, App 90Mins</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"212\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>Hệ thống phục hồi</strong></span></p>\r\n			</td>\r\n			<td colspan=\"4\" width=\"440\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">Chế độ lưu thông cưỡng bức</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"212\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>Hệ thống tạo nhiệt</strong></span></p>\r\n			</td>\r\n			<td colspan=\"4\" width=\"440\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">SUS # 304, điện trở bằng thép không gỉ</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"212\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>Hệ thống tạo ẩm</strong></span></p>\r\n			</td>\r\n			<td colspan=\"4\" width=\"440\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">Bay hơi bề mặt, cấu trúc trong suốt</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"212\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>Chế độ làm mát</strong></span></p>\r\n			</td>\r\n			<td colspan=\"4\" width=\"440\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">Hệ thống khí nén hiệu suất cao khép kín</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"212\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>Hệ thống khử ẩm</strong></span></p>\r\n			</td>\r\n			<td colspan=\"4\" width=\"440\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">Ẩn nhiệt của chế độ khử ẩm làm lạnh</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"212\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>Hệ thống cấp nước</strong></span></p>\r\n			</td>\r\n			<td colspan=\"4\" width=\"440\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">Máy bơm cấp nước</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"212\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>Bồn chứa nước</strong></span></p>\r\n			</td>\r\n			<td colspan=\"4\" width=\"440\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">Bồn chứa nước gắn bên trong máy</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"212\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>Hệ thống xả nước</strong></span></p>\r\n			</td>\r\n			<td colspan=\"4\" width=\"440\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">Hệ thống xả nước tự động, loại bỏ vấn đề nước đọng và đảm bảo nước sạch</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"212\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>Vật liệu bên trong</strong></span></p>\r\n			</td>\r\n			<td colspan=\"4\" width=\"440\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">Inox #304</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"212\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>Vật liệu bên ngoài</strong></span></p>\r\n			</td>\r\n			<td colspan=\"4\" width=\"440\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">Sơn tĩnh điện bên ngoài</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"212\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>Thiết bị an toàn</strong></span></p>\r\n			</td>\r\n			<td colspan=\"4\" width=\"440\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">Rò rỉ, quá tải, quá tải khí nén, quá nhiệt, quá ẩm, thiếu nước, bảo vệ tảo ẩm quá nhiệt</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"212\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>Phụ kiện</strong></span></p>\r\n			</td>\r\n			<td colspan=\"4\" width=\"440\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">Khay mẫu, cửa sổ quan sát, đèn chiếu sáng, thiết bị chống tạo sương</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"212\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>Nguồn điện</strong></span></p>\r\n			</td>\r\n			<td colspan=\"4\" width=\"440\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">380V, 8KW</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"212\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>Tiêu chuẩn áp dụng</strong></span></p>\r\n			</td>\r\n			<td colspan=\"4\" width=\"440\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">GB/T2423/5170/10586, JIS C60068, ASTM D4714, CNS 3625/12565/12566</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"212\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>Nhà sản xuất</strong></span></p>\r\n			</td>\r\n			<td colspan=\"4\" width=\"440\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">Perfect (Trung Quốc)</span></p>\r\n			</td>\r\n		</tr>\r\n	</tbody>\r\n</table>\r\n\r\n<p> </p>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium; color: #000000;\"> </span></p>\r\n\r\n<p> </p>\r\n', '<p> </p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">This product can simulate the hot and humid, high temperature low humidity, low temperature and humidity of different test environments. You can test a number of test programs required to complete a one –time set by the programmable microcomputer control automatic testing machine to complete the test cycle or replacement, without manual operation. Simulation tests of various materials for specific environments in a variety of anti-aging properties, other properties can also be tested as a sample pre-treatment.</span></p>\r\n\r\n<p style=\"text-align: justify;\"> </p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size: medium; color: #0000ff;\"><strong><span style=\"font-family: tahoma,arial,helvetica,sans-serif;\">Specifications:</span></strong></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size: medium; color: #0000ff;\"><strong><span style=\"font-family: tahoma,arial,helvetica,sans-serif;\"> </span></strong></span></p>\r\n\r\n<table border=\"1\" cellpadding=\"0\" cellspacing=\"0\" style=\"width: 753px; height: 638px;\">\r\n	<tbody>\r\n		<tr>\r\n			<td width=\"212\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>Model</strong></span></p>\r\n			</td>\r\n			<td width=\"108\">\r\n			<p align=\"center\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>PT–2091B</strong></span></p>\r\n			</td>\r\n			<td width=\"104\">\r\n			<p align=\"center\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>PT–2091C</strong></span></p>\r\n			</td>\r\n			<td width=\"104\">\r\n			<p align=\"center\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>PT–2091D</strong></span></p>\r\n			</td>\r\n			<td width=\"125\">\r\n			<p align=\"center\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>PT–2091E</strong></span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"212\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>Inner cabinet size (WxDxH) (cm)</strong></span></p>\r\n			</td>\r\n			<td width=\"108\">\r\n			<p align=\"center\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">50×50×60</span></p>\r\n			</td>\r\n			<td width=\"104\">\r\n			<p align=\"center\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">50×60×76</span></p>\r\n			</td>\r\n			<td width=\"104\">\r\n			<p align=\"center\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">60×80×85</span></p>\r\n			</td>\r\n			<td width=\"125\">\r\n			<p align=\"center\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">100×100×100</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"212\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>Volume (Liter)</strong></span></p>\r\n			</td>\r\n			<td width=\"108\">\r\n			<p align=\"center\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">150</span></p>\r\n			</td>\r\n			<td width=\"104\">\r\n			<p align=\"center\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">180</span></p>\r\n			</td>\r\n			<td width=\"104\">\r\n			<p align=\"center\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">410</span></p>\r\n			</td>\r\n			<td width=\"125\">\r\n			<p align=\"center\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">1,000</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"212\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>Temp range</strong></span></p>\r\n			</td>\r\n			<td colspan=\"4\" width=\"440\">\r\n			<p align=\"center\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">-20<sup>0</sup>C ~ 150<sup>0</sup>C</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"212\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>Temp control accuracy</strong></span></p>\r\n			</td>\r\n			<td colspan=\"3\" width=\"315\">\r\n			<p align=\"center\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">± 0.3<sup>0</sup>C</span></p>\r\n			</td>\r\n			<td width=\"125\">\r\n			<p align=\"center\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">± 0.5<sup>0</sup>C</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"212\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>Temp dist. accuracy</strong></span></p>\r\n			</td>\r\n			<td colspan=\"3\" width=\"315\">\r\n			<p align=\"center\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">± 0.5<sup>0</sup>C</span></p>\r\n			</td>\r\n			<td width=\"125\">\r\n			<p align=\"center\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">± 1<sup>0</sup>C</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"212\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>Humidity range</strong></span></p>\r\n			</td>\r\n			<td colspan=\"4\" width=\"440\">\r\n			<p align=\"center\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">20% ~ 98%</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"212\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>Humidity control accuracy</strong></span></p>\r\n			</td>\r\n			<td colspan=\"3\" width=\"315\">\r\n			<p align=\"center\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">± 2.5% R.H.</span></p>\r\n			</td>\r\n			<td width=\"125\">\r\n			<p align=\"center\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">± 3.0% R.H.</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"212\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>Humidity dist. accuracy</strong></span></p>\r\n			</td>\r\n			<td colspan=\"3\" width=\"315\">\r\n			<p align=\"center\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">± 3.0% R.H.</span></p>\r\n			</td>\r\n			<td width=\"125\">\r\n			<p align=\"center\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">± 5.0% R.H.</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"212\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>Heating Rate   </strong></span></p>\r\n			</td>\r\n			<td colspan=\"4\" width=\"440\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">-60<sup>0</sup>C ~ 100<sup>0</sup>C, App 60Mins</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"212\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>Cooling Rate</strong></span></p>\r\n			</td>\r\n			<td colspan=\"4\" width=\"440\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">20<sup>0</sup>C ~ -60<sup>0</sup>C, App 90Mins</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"212\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>Recycle system</strong></span></p>\r\n			</td>\r\n			<td colspan=\"4\" width=\"440\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">Circulatory system fan forced circulation mode </span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"212\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>Heating system</strong></span></p>\r\n			</td>\r\n			<td colspan=\"4\" width=\"440\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">SUS # 304, stainless steel heater</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"212\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>Humidification system</strong></span></p>\r\n			</td>\r\n			<td colspan=\"4\" width=\"440\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">Surface evaporation, the transparent structure</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"212\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>Cooling mode</strong></span></p>\r\n			</td>\r\n			<td colspan=\"4\" width=\"440\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">Whole closed-type high-efficiency compressor</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"212\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>Dehumidification system</strong></span></p>\r\n			</td>\r\n			<td colspan=\"4\" width=\"440\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">Latent heat of freezing dehumidification mode</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"212\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>Water supply</strong></span></p>\r\n			</td>\r\n			<td colspan=\"4\" width=\"440\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">Water pumps to enhance water supply</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"212\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>Water storage tank </strong></span></p>\r\n			</td>\r\n			<td colspan=\"4\" width=\"440\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">Built-in drawer storage tank water tank for easy water</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"212\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>Return water recycling system</strong></span></p>\r\n			</td>\r\n			<td colspan=\"4\" width=\"440\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">Return water recycling system automatically, eliminating the long-troubled water, and ensure clean water</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"212\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>Inner </strong></span></p>\r\n			</td>\r\n			<td colspan=\"4\" width=\"440\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">SUS#304 stainless steel</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"212\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>Outer</strong></span></p>\r\n			</td>\r\n			<td colspan=\"4\" width=\"440\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">Advanced coating paint processing</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"212\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>Safety device</strong></span></p>\r\n			</td>\r\n			<td colspan=\"4\" width=\"440\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">Leakage, overload, compressor overload, over temperature, over humidity, water scarcity, humidification overheating protection</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"212\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>Standard device</strong></span></p>\r\n			</td>\r\n			<td colspan=\"4\" width=\"440\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">Shelf, vacuum observation windows, interior lights, anti-sweat fogging device</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"212\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>Power</strong></span></p>\r\n			</td>\r\n			<td colspan=\"4\" width=\"440\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">380V, 8KW</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"212\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>Standard applications</strong></span></p>\r\n			</td>\r\n			<td colspan=\"4\" width=\"440\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">GB/T2423/5170/10586, JIS C60068, ASTM D4714, CNS 3625/12565/12566</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"212\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong>Manufacturer</strong></span></p>\r\n			</td>\r\n			<td colspan=\"4\" width=\"440\">\r\n			<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">Perfect (China)</span></p>\r\n			</td>\r\n		</tr>\r\n	</tbody>\r\n</table>\r\n', '', 'TEMPERATURE & HUMIDITY TEST CHAMBER, TỦ THỬ NGHIỆM NHIỆT ĐỘ - ĐỘ ẨM, PT-2091', 'TEMPERATURE & HUMIDITY TEST CHAMBER, TỦ THỬ NGHIỆM ĐIỀU KIỆN NHIỆT ĐỘ - ĐỘ ẨM, PT-2091', 'TEMPERATURE & HUMIDITY TEST CHAMBER, TỦ THỬ NGHIỆM NHIỆT ĐỘ - ĐỘ ẨM, PT-2091', 'TEMPERATURE & HUMIDITY TEST CHAMBER, TỦ THỬ NGHIỆM  NHIỆT ĐỘ - ĐỘ ẨM,  PT-2091', 19, 1, 1393472644, 1482597694, 3351, 'GB/T2423, JIS C60068, ASTM D4714', '');
INSERT INTO `table_product` (`id`, `id_list`, `id_item`, `id_item1`, `id_cat`, `noibat`, `new`, `hot`, `banchay`, `photo`, `thumb`, `ten_vi`, `ten_en`, `ten_cam`, `tenkhongdau`, `mota_vi`, `mota_en`, `mota_cam`, `gia`, `model`, `noidung_vi`, `noidung_en`, `noidung_cam`, `tags`, `meta_title`, `meta_description`, `meta_keyword`, `stt`, `hienthi`, `ngaytao`, `ngaysua`, `luotxem`, `tieuchuan`, `id_list_arr`) VALUES
(632, 0, 0, 0, 122, 0, 0, 0, 0, 'water-vapour-permeability_32089269.JPG', 'water-vapour-permeability_32089269_150x145.821727019.jpg', 'MÁY THỬ THẨM THẤU HƠI NƯỚC', 'WATER VAPOUR PERMEABILITY', '', 'water-vapour-permeability', 'Thiết bị này dùng để xác định lượng hơi nước mà một loại vật liệu sẽ cho phép thấm vào trong giày trong khoảng thời gian cụ thể. Thử nghiệm này chủ yếu áp dụng cho vật liệu da và vải dệt sử dụng làm phần mũ giày và quần áo, lượng mồ hôi được thấm vào bên trong giày cũng sẽ được xác định.', 'This device determines the amount of water vapour a material will transmit through its structure in a specified time. ', '', 0, 'STM 473', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Máy thử thẩm thấu hơi nước dùng để xác định lượng hơi nước mà một loại vật liệu sẽ cho phép thấm vào trong giày trong khoảng thời gian cụ thể. Thử nghiệm này chủ yếu áp dụng cho vật liệu da và vải dệt sử dụng làm phần mũ giày và quần áo, lượng mồ hôi được thấm vào bên trong giày cũng sẽ được xác định.</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"> </span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">STM 473 có 06 khung riêng biệt đặt trên một cái bàn xoay và mỗi khung sẽ có một miếng kẹp mẫu thử. Chất keo hút ẩm silica được đặt bên trong miếng kẹp và mẫu thử được đặt lên trên đầu của miếng kẹp và được cố định bởi một cái đinh ốc trên đỉnh. Sau khi xác định trọng lượng mỗi miếng kẹp, hoàn thành việc trét lớp keo hút ẩm và gắn mẫu thử, miếng kẹp sẽ được đặt và khoá chặt trong cơ chế quay của máy. Sau 07 hay 08 tiếng, miếng kẹp sẽ được cân lại lần nữa và trọng lượng tăng thêm là cơ sở để xác định độ thấm nước. Quá trình thử nghiệm cũng cần được thực hiện trong môi trường được điều hoà với nhiệt độ là 20<sup>o</sup>C và độ ẩm là 65%. Ngoài các thiết bị đạt chuẩn đi kèm với máy STM 473, một đồng hồ đếm bên trong máy ghi lại thời gian thử nghiệm cũng cần phải có.</span></p>\r\n', '<p><span><span><span>This device determines the amount of water vapour a material will transmit through its structure in a specified time. The test is mainly applicable to leathers and textiles used in footwear uppers and clothing where it gives a measure of the ability to remove perspiration from the surface of the wearer’s skin.</span></span></span></p>\r\n\r\n<p><span><span><span>The SATRA machine has six separate test stations on a rotary table and each one has a sample holder. Silica gel desiccant is placed in the holder and the test material is placed over the neck of the holder and secured by a screw top. After weighing each holder, complete with silica gel and sample material, the holders are placed and locked into the rotary mechanism. After 7-8 hours the complete holder is weighed again and the gain is used to determine the degree of permeability. It is essential that the entire operation is carried out in a conditioned atmosphere of 20°C and 65% per cent relative humidity. In addition to the standard equipment supplied with the STM 473, there is a built-in timer to record the number of hours that testing has been carried out.</span></span></span></p>\r\n', '', 'WATER VAPOUR PERMEABILITY, MÁY THỬ THẨM THẤU HƠI NƯỚC, STM 473', 'WATER VAPOUR PERMEABILITY, STM 473', 'WATER VAPOUR PERMEABILITY, STM 473', 'WATER VAPOUR PERMEABILITY, STM 473', 21, 1, 1393472900, 1482597986, 1836, '', ''),
(634, 0, 0, 0, 109, 0, 0, 0, 0, 'whole-sole-flexing-machine_79460789.JPG', 'whole-sole-flexing-machine_79460789_150x104.700854701.jpg', 'MÁY THỬ GẬP ĐẾ GIÀY', 'WHOLE SOLE FLEXING MACHINE', '', 'whole-sole-flexing-machine', 'Đây là máy dùng để xác định độ kháng gãy nứt của vật liệu khi bị uốn gập liên tục. Máy đặc biệt phù hợp để kiểm tra đế ngoài bao gồm các loại đế đúc khuôn.', 'This is used to determine the resistance of materials to cut growth during repeated flexing. It is especially applicable to outsoles of footwear including sole constructions. ', '', 0, 'STM 465', '<p style=\"text-align: justify;\"> </p>\r\n\r\n<p style=\"text-align: justify;\"> </p>\r\n\r\n<p style=\"text-align: justify;\"> </p>\r\n\r\n<p style=\"text-align: justify;\"> </p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium;\">Đây là máy dùng để xác định độ kháng gãy nứt của vật liệu khi bị uốn gập liên tục. Máy thử gập đế giày đặc biệt phù hợp để kiểm tra đế ngoài bao gồm các loại đế đúc khuôn.</span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium;\"> </span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium;\">Máy có 03 bộ khung được đặt nằm ngang để dễ vận hành. Đặt vào, lấy ra và việc đo lường cũng dễ dàng hơn rất nhiều nếu các bộ khung được đặt như thế này. Các mẫu thử sẽ được gập 140 lần/phút và số lần gập đó sẽ được đồng hồ đếm ghi nhận lại và số lần gập cũng có thể được cài đặt trước. Một cái kẹp mã số STD 465J được dùng để định vị một dao cắt mã số STD 465C và hỗ trợ trong quá trình làm thử nghiệm khi dao cắt đầu tiên cắt mẫu thử. Tất cả các bộ phận này đều được lắp đặt khoá an toàn và sử dụng các quy tắc bảo vệ an toàn mới nhất. Một thiết bị đo bằng tay sẽ đo độ cứng của phần đế ngoài để chắc chắn rằng đế ngoài phải bị gập theo tiêu chuẩn EN ISO 20344.</span></p>\r\n\r\n<p style=\"text-align: justify;\"> </p>\r\n\r\n<p> </p>\r\n\r\n<p> </p>\r\n\r\n<p> </p>\r\n', '<p>This is used to determine the resistance of materials to cut growth during repeated flexing. It is especially applicable to outsoles of footwear including sole constructions.</p>\r\n\r\n<p> </p>\r\n\r\n<p>Th<span style=\"color: #000000;\">e machine has three workstations presented horizontally for operator ease. Loading, unloading and measurements are also much easier to carry out with the workstations presented in this manner. Samples are set at 140 flexes per minute and the number is recorded on a counter which has the facility to pre-set the number of flexes required. A jig STD 465J is available and is used to locate the chisel STD 465C and support the test while the initial chisel cuts are made. All moving parts requiring access are protected by a fully interlocked safety guard, ensuring the machine conforms to the latest safety regulations. A manual device to measure the stiffness of outsole may be required to see if outsole must be flexed in accordance with EN ISO 20344.</span></p>\r\n', '', 'WHOLE SOLE FLEXING MACHINE, MÁY THỬ GẬP ĐẾ GIÀY, STM 465', 'WHOLE SOLE FLEXING MACHINE, MÁY THỬ GẬP ĐẾ GIÀY, STM 465', 'WHOLE SOLE FLEXING MACHINE, MÁY THỬ GẬP ĐẾ GIÀY, STM 465', 'WHOLE SOLE FLEXING MACHINE, MÁY THỬ GẬP ĐẾ GIÀY, STM 465', 24, 1, 1393473014, 1482598307, 1798, 'SATRA TM161', ''),
(635, 0, 0, 0, 0, 0, 0, 0, 0, 'analog-force-gauge_84285061.JPG', 'analog-force-gauge_84285061_47.7941176471x150.jpg', 'LỰC KẾ CƠ', 'ANALOG FORCE GAUGE', '', 'analog-force-gauge', 'This handy analog force gauge delivers high accuracy and is easy to operate. Change-over from peak indication to track indication is affected by a mere one-switch operation. ', 'This handy analog force gauge delivers high accuracy and is easy to operate. Change-over from peak indication to track indication is affected by a mere one-switch operation. ', '', 0, 'AK/AN/NK SERIES', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">This handy analog force gauge delivers high accuracy and is easy to operate. Change-over from peak indication to track indication is affected by a mere one-switch operation.</span></p>\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">Three types of scale are available, namely AK (kgf scale), AN (Newton scale), NK (n &amp; kgf dual scale). Corresponding to application type, user can choose from a range of 1kgf (10N) to 50 kgf (500N).&nbsp;</span></p>\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">&nbsp;</span></p>\r\n<p><span style=\"text-decoration: underline;\"><span style=\"font-family: times new roman,times; font-size: medium; color: #0000ff;\"><strong>Specifications</strong></span></span></p>\r\n<table border=\"0\" cellspacing=\"0\" cellpadding=\"0\">\r\n<tbody>\r\n<tr>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong><strong>No.</strong></strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong><strong>Max load</strong></strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong><strong>Min load</strong></strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong><strong>Stroke</strong></strong></span></p>\r\n</td>\r\n</tr>\r\n<tr>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong><strong>AK-1</strong></strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>1 kgf</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>5 gf</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>10 mm</strong></span></p>\r\n</td>\r\n</tr>\r\n<tr>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong><strong>AK-2</strong></strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>2 kgf</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>10 gf</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>10 mm</strong></span></p>\r\n</td>\r\n</tr>\r\n<tr>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong><strong>AK-3</strong></strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>3 kgf</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>20 gf</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>10 mm</strong></span></p>\r\n</td>\r\n</tr>\r\n<tr>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong><strong>AK-5</strong></strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>5 kgf</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>25gf</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>10 mm</strong></span></p>\r\n</td>\r\n</tr>\r\n<tr>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong><strong>AK-10</strong></strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>10 kgf</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>50gf</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>10 mm</strong></span></p>\r\n</td>\r\n</tr>\r\n<tr>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong><strong>AK-20</strong></strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>20 kgf</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>100gf</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>10 mm</strong></span></p>\r\n</td>\r\n</tr>\r\n<tr>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong><strong>AK-30</strong></strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>30 kgf</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>200gf</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>10 mm</strong></span></p>\r\n</td>\r\n</tr>\r\n<tr>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong><strong>AK-50</strong></strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>50 kgf</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>250 gf</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>10 mm</strong></span></p>\r\n</td>\r\n</tr>\r\n<tr>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong><strong>&nbsp;</strong></strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>&nbsp;</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>&nbsp;</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>&nbsp;</strong></span></p>\r\n</td>\r\n</tr>\r\n<tr>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong><strong>NK-10</strong></strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>10 N (1Kgf)</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>0.05 N (5gf)</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>10 mm</strong></span></p>\r\n</td>\r\n</tr>\r\n<tr>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong><strong>NK-20</strong></strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>20 N (2Kgf)</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>0.1 N (10gf)</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>10 mm</strong></span></p>\r\n</td>\r\n</tr>\r\n<tr>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong><strong>NK-30</strong></strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>30 N (3Kgf)</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>0.2 N (20gf)</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>10 mm</strong></span></p>\r\n</td>\r\n</tr>\r\n<tr>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong><strong>NK-50</strong></strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>50 N (5Kgf)</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>0.25 N (25gf)</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>10 mm</strong></span></p>\r\n</td>\r\n</tr>\r\n<tr>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong><strong>NK-100</strong></strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>100 N (10Kgf)</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>0.5 N (50gf)</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>10 mm</strong></span></p>\r\n</td>\r\n</tr>\r\n<tr>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong><strong>NK-200</strong></strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>200 N (20Kgf)</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>1 N (100gf)</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>10 mm</strong></span></p>\r\n</td>\r\n</tr>\r\n<tr>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong><strong>NK-300</strong></strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>300 N (30Kgf)</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>2 N (200gf)</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>10 mm</strong></span></p>\r\n</td>\r\n</tr>\r\n<tr>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong><strong>NK-500</strong></strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>500 N (50Kgf)</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>2.5 N (250gf)</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p style=\"text-align: center;\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>10 mm <br /></strong></span></p>\r\n</td>\r\n</tr>\r\n</tbody>\r\n</table>\r\n<p>&nbsp;</p>\r\n<p>&nbsp;</p>', '<p>&nbsp;</p>\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">This handy analog force gauge delivers high accuracy and is easy to operate. Change-over from peak indication to track indication is affected by a mere one-switch operation.</span></p>\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">Three types of scale are available, namely AK (kgf scale), AN (Newton scale), NK (n &amp; kgf dual scale). Corresponding to application type, user can choose from a range of 1kgf (10N) to 50 kgf (500N).&nbsp;</span></p>\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">&nbsp;</span></p>\r\n<p><span style=\"text-decoration: underline;\"><span style=\"font-family: times new roman,times; font-size: medium; color: #0000ff;\"><strong>Specifications</strong></span></span></p>\r\n<table border=\"0\" cellspacing=\"0\" cellpadding=\"0\">\r\n<tbody>\r\n<tr>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong><strong>No.</strong></strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong><strong>Max load</strong></strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong><strong>Min load</strong></strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong><strong>Stroke</strong></strong></span></p>\r\n</td>\r\n</tr>\r\n<tr>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong><strong>AK-1</strong></strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>1 kgf</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>5 gf</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>10 mm</strong></span></p>\r\n</td>\r\n</tr>\r\n<tr>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong><strong>AK-2</strong></strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>2 kgf</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>10 gf</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>10 mm</strong></span></p>\r\n</td>\r\n</tr>\r\n<tr>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong><strong>AK-3</strong></strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>3 kgf</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>20 gf</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>10 mm</strong></span></p>\r\n</td>\r\n</tr>\r\n<tr>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong><strong>AK-5</strong></strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>5 kgf</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>25gf</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>10 mm</strong></span></p>\r\n</td>\r\n</tr>\r\n<tr>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong><strong>AK-10</strong></strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>10 kgf</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>50gf</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>10 mm</strong></span></p>\r\n</td>\r\n</tr>\r\n<tr>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong><strong>AK-20</strong></strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>20 kgf</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>100gf</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>10 mm</strong></span></p>\r\n</td>\r\n</tr>\r\n<tr>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong><strong>AK-30</strong></strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>30 kgf</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>200gf</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>10 mm</strong></span></p>\r\n</td>\r\n</tr>\r\n<tr>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong><strong>AK-50</strong></strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>50 kgf</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>250 gf</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>10 mm</strong></span></p>\r\n</td>\r\n</tr>\r\n<tr>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong><strong>&nbsp;</strong></strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>&nbsp;</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>&nbsp;</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>&nbsp;</strong></span></p>\r\n</td>\r\n</tr>\r\n<tr>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong><strong>NK-10</strong></strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>10 N (1Kgf)</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>0.05 N (5gf)</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>10 mm</strong></span></p>\r\n</td>\r\n</tr>\r\n<tr>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong><strong>NK-20</strong></strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>20 N (2Kgf)</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>0.1 N (10gf)</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>10 mm</strong></span></p>\r\n</td>\r\n</tr>\r\n<tr>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong><strong>NK-30</strong></strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>30 N (3Kgf)</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>0.2 N (20gf)</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>10 mm</strong></span></p>\r\n</td>\r\n</tr>\r\n<tr>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong><strong>NK-50</strong></strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>50 N (5Kgf)</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>0.25 N (25gf)</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>10 mm</strong></span></p>\r\n</td>\r\n</tr>\r\n<tr>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong><strong>NK-100</strong></strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>100 N (10Kgf)</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>0.5 N (50gf)</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>10 mm</strong></span></p>\r\n</td>\r\n</tr>\r\n<tr>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong><strong>NK-200</strong></strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>200 N (20Kgf)</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>1 N (100gf)</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>10 mm</strong></span></p>\r\n</td>\r\n</tr>\r\n<tr>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong><strong>NK-300</strong></strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>300 N (30Kgf)</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>2 N (200gf)</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>10 mm</strong></span></p>\r\n</td>\r\n</tr>\r\n<tr>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong><strong>NK-500</strong></strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>500 N (50Kgf)</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>2.5 N (250gf)</strong></span></p>\r\n</td>\r\n<td valign=\"top\" width=\"113\">\r\n<p style=\"text-align: center;\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>10 mm <br /></strong></span></p>\r\n</td>\r\n</tr>\r\n</tbody>\r\n</table>\r\n<p>&nbsp;</p>\r\n<p>&nbsp;</p>', '', 'ANALOG FORCE GAUGE, LỰC KẾ CƠ, AK/AN/NK SERIES', 'ANALOG FORCE GAUGE', 'ANALOG FORCE GAUGE', 'ANALOG FORCE GAUGE', 11, 1, 1393473132, 1480440698, 1901, '', ''),
(637, 0, 0, 0, 109, 0, 0, 0, 0, 'bally-flexometer_45938184.JPG', 'bally-flexometer_45938184_150x126.174496644.jpg', 'MÁY THỬ UỐN GẤP BALLY', 'BALLY FLEXOMETER', '', 'bally-flexometer', 'Máy thử uốn gấp Bally được chấp nhận ở mọi quốc gia cho phương pháp đánh giá độ bền dẻo của các vật liệu da mềm và bề mặt của các thành phẩm.', 'The SATRA Bally flexometer is the internationally-accepted method for the assessment of the flexing endurance of light leathers and their surface finishes. ', '', 0, 'STM 701', '<p> </p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Máy thử uốn gấp Bally được chấp nhận ở mọi quốc gia cho phương pháp đánh giá độ bền dẻo của các vật liệu da mềm và bề mặt của các thành phẩm. Các nếp gấp hay vết rách có thể hình thành từ quá trình sử dụng cũng sẽ được kiểm tra. Máy gập Bally có cơ chế gập khác với máy thử gập SATRA vamp flexer (STM 601) và cũng được coi là bổ sung cho máy STM 601. Máy cũng được dùng để xác định điều kiện cho việc kiểm tra độ thấm hơi nước của mẫu thử - đặc biệt là đánh giá phần phía trước của những đôi giày dùng trong lĩnh vực bảo hộ.</span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\"> </span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Kiểu máy có 12 khung gập là loại máy rất phổ biến và các khung gập cũng được sắp xếp rất thuận tiện để lắp và gắn mẫu thử vào. Máy còn được gắn một đồng hồ đếm có cài đặt trước để máy có thể hoạt động liên tục cho đến khi đạt được số lần gập đã cài đặt sẵn trên đồng hồ.</span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\"> </span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Máy này sử dụng rất đơn giản, được lắp sẵn bộ phận kết nối với nguồn điện.</span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\"> </span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Hiện có máy thử 04 mẫu để lựa chọn (mã số STM 702).</span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\"> </span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Mẫu máy dùng cho việc kiểm tra ở nhiệt độ thấp cũng có sẵn (đến -20<sup>o</sup>C) tuỳ thuộc vào nhiệt độ xung quanh của nơi đặt máy.</span></p>\r\n\r\n<p> </p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><strong><span style=\"color: rgb(0, 0, 0);\">Tiêu chuẩn áp dụng: </span>SATRA TM55, EN ISO 5402</strong></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"> </p>\r\n\r\n<p> </p>\r\n\r\n<p> </p>\r\n', '<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\"> </span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\">The SATRA Bally flexometer is the internationally-accepted method for the assessment of the flexing endurance of light leathers and their surface finishes. The tendency for cracks to form in the creases caused by walking can also be determined. The Bally flexer has a different flexing mechanism to the SATRA vamp flexer (STM 601) and is complementary to it. It is also used to precondition samples prior to determining water vapour permeability - particularly in assessing uppers for protective footwear.</span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\"> </span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\">This twelve-station version is a popular machine and the stations are conveniently arranged for user access and the mounting of samples. A pre-determined counter is fitted to the machine, allowing it to be operated without continuous attendance as the machine stops automatically once the set count is reached.</span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\"> </span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\">The machine is simple to use, is bench mounted and supplied ready to connect to the electrical supply.</span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\"> </span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\">There is a four station version of this machine (SATRA Ref. STM 702).</span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\">Low temperature versions of this equipment are also available (to -20°C) subject to ambient temperatures in location of machine.</span></span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><strong><span style=\"color: rgb(0, 0, 0);\">Standard application: </span>SATRA TM55, EN ISO 5402</strong></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"> </p>\r\n\r\n<p> </p>\r\n\r\n<p> </p>\r\n', '', 'MÁY THỬ UỐN GẤP BALLY', 'MÁY THỬ UỐN GẤP BALLY', 'MÁY THỬ UỐN GẤP BALLY', 'MÁY THỬ UỐN GẤP BALLY', 3, 1, 1393473316, 1488275802, 2890, 'SATRA TM55, EN ISO 5402', ''),
(697, 0, 0, 0, 109, 0, 0, 0, 0, 'ross-flexing-machine_93013076.png', 'ross-flexing-machine_93013076_150x112.5.png', 'MÁY THỬ UỐN GẤP ROSS', 'ROSS FLEXING MACHINE', '', 'ross-flexing-machine', 'Máy thử uốn gấp Ross dùng để kiểm tra độ kháng mài mòn của loại đế giày làm bằng vật liệu khác ngoài vật liệu da bằng cách uốn gập và máy có thể kiểm tra 12 mẫu thử mỗi lần.', 'This machine is used to measure the resistance of non-leather shoe soling to cracking in wear due to flexing and can test 12 strip test pieces at a time. This machine can also be used to test whole soles.', '', 0, 'STM 141', '<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Máy thử uốn gấp Ross dùng để kiểm tra độ kháng mài mòn của loại đế giày làm bằng vật liệu khác ngoài vật liệu da bằng cách uốn gập và máy có thể kiểm tra 12 mẫu thử mỗi lần. Máy còn có thể được dùng để kiểm tra nguyên phần đế giày. Máy thường vận hành 60 lần gập/phút, nhưng nếu kiểm tra theo tiêu chuẩn ASTM thì một động cơ có thể thực hiện 100 lần gập/phút.</span></p>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Các kiểm tra này thường được thực hiện ở điều kiện nhiệt độ thấp, do đó mẫu máy STM 141F được gắn thêm một tủ làm lạnh với động cơ và bộ điều khiển nằm bên ngoài tủ.</span></p>\r\n', '<p> </p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">This machine is used to measure the resistance of non-leather shoe soling to cracking in wear due to flexing and can test 12 strip test pieces at a time. This machine can also be used to test whole soles. It normally runs at 60 flexes/minute, but for tests to ASTM standards a motor to give 100 flexes/minute can be fitted.</span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"> </span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">This test is frequently done at low temperatures so a model, STM 141F, is fitted into a refrigerated cabinet with the motor drive and control on the outside of the cabinet.</span></p>\r\n\r\n<p style=\"text-align: justify;\"> </p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">Standard application: SATRA TM60</span></p>\r\n', '', 'ROSS FLEXING MACHINE, MÁY THỬ UỐN GẤP ROSS, STM 141', 'ROSS FLEXING MACHINE, MÁY THỬ UỐN GẤP ROSS, STM 141', 'ROSS FLEXING MACHINE, MÁY THỬ UỐN GẤP ROSS, STM 141', 'ROSS FLEXING MACHINE, MÁY THỬ UỐN GẤP ROSS, STM 141', 14, 1, 1403105784, 1482596815, 1810, 'SATRA TM60, ASTM D1052', '');
INSERT INTO `table_product` (`id`, `id_list`, `id_item`, `id_item1`, `id_cat`, `noibat`, `new`, `hot`, `banchay`, `photo`, `thumb`, `ten_vi`, `ten_en`, `ten_cam`, `tenkhongdau`, `mota_vi`, `mota_en`, `mota_cam`, `gia`, `model`, `noidung_vi`, `noidung_en`, `noidung_cam`, `tags`, `meta_title`, `meta_description`, `meta_keyword`, `stt`, `hienthi`, `ngaytao`, `ngaysua`, `luotxem`, `tieuchuan`, `id_list_arr`) VALUES
(695, 0, 0, 0, 121, 0, 0, 0, 0, 'digital-durometer_32689081.png', 'digital-durometer_32689081_107.571428571x150.png', 'ĐỒNG HỒ ĐO ĐỘ CỨNG KỸ THUẬT SỐ', 'DIGITAL DUROMETER', '', 'digital-durometer', 'SATRA cung cấp một loại đồng hồ cầm tay hoặc sử dụng giá đỡ để đo độ cứng của loại vật liệu cao su và nhựa. Nó được sản xuất tại các nhà máy lớn của SATRA, có một hệ thống chỉ số đo có thể điều chỉnh hay thay thế được, cho phép đo độ cứng của các loại bệ chống khác nhau bằng một thiết bị duy nhất.', 'A digital durometer with interchangeable modules can be chosen from the selection below. Choice of module(s) will depend upon the type (softness) of material being tested.', '', 0, 'STD 226', '<p><span style=\"font-family: terminal,monaco; font-size: medium;\">    SATRA cung cấp một loại đồng hồ cầm tay hoặc sử dụng giá đỡ để đo độ cứng của loại vật liệu cao su và nhựa. Nó được sản xuất tại các nhà máy lớn của SATRA, có một hệ thống chỉ số đo có thể điều chỉnh hay thay thế được, cho phép đo độ cứng của các loại bệ chống khác nhau bằng một thiết bị duy nhất. Mỗi hệ thống chỉ số đo sẽ được điều chỉnh cho hoàn chỉnh và lý tưởng cho việc đo độ cứng của các loại vật liệu được đặt vào hoặc theo yêu cầu của nhà cung cấp.</span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">     Có một loại giá đỡ vận hành và hệ thống điều khiển dùng để hỗ trợ sử dụng đồng hồ. Mức độ chính xác và khả năng lặp lại sẽ được cải thiện nhờ vào các thiết bị này.</span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">     Hiện có nhiều mẫu đồng hồ kim và đồng hồ điện tử.</span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">     Để thuận tiện cho việc lựa chọn, SATRA đã thống kê các mẫu nào phổ biến nhất. Nếu các thiết bị này không đáp ứng yêu cầu, xin hãy đặt mua riêng, nêu rõ yêu cầu về chủng loại và A scale module (bảng chỉ số cần đo).</span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">     Để lựa chọn một đồng hồ đo độ cứng phù hợp rất dễ dàng: hệ thống chỉ số đo có thể điều chỉnh làm cho thiết bị này rất lý tưởng cho sự lựa chọn của bạn.</span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\"><span style=\"text-decoration: underline;\">Bước 1</span>: chọn loại đồng hồ kim hay đồng hồ điện tử</span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\"><span style=\"text-decoration: underline;\">Bước 2</span>: xác định múc đo tối đa (nếu có) cho loại đồng hồ kim</span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\"><span style=\"text-decoration: underline;\">Bước 3</span>: chọn một hay nhiều hệ thống chỉ số đo để phù hợp với yêu cầu của bạn. Các hệ thống cũng sẽ được điều chỉnh để phù hợp với loại đồng hồ bạn chọn.</span></p>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium; color: #0000ff;\"><strong><span style=\"text-decoration: underline;\">Đồng hồ đo độ cứng hiện số</span></strong></span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">STD 226 – đồng hồ đo độ cứng kỹ thuật số có hệ thống chỉ số đo dễ dàng thay thế, được chọn từ các loại bên dưới. Chọn lựa hệ thống chỉ số đo phụ thuộc vào độ cứng của vật liệu được kiểm tra.</span></p>\r\n\r\n<p><strong><span style=\"font-family: terminal,monaco; font-size: medium;\">     + <span style=\"text-decoration: underline;\">Đặc điểm</span>:</span></strong></p>\r\n\r\n<ul style=\"list-style-type: circle;\">\r\n	<li><span style=\"font-family: terminal,monaco; font-size: medium;\"><span style=\"font-family: terminal,monaco; font-size: medium;\">Bước nhảy – nửa độ so với thang đo độ cứng</span></span></li>\r\n	<li><span style=\"font-family: terminal,monaco; font-size: medium;\">Dễ sử dụng – có tay cầm</span></li>\r\n	<li><span style=\"font-family: terminal,monaco; font-size: medium;\">Bền, chính xác và đáng tin cậy</span></li>\r\n	<li><span style=\"font-family: terminal,monaco; font-size: medium;\">Có bộ phận BCD để truyền thông tin ra ngoài</span></li>\r\n	<li><span style=\"font-family: terminal,monaco; font-size: medium;\">Sử dụng loại pin dẹt 1 x SR44</span></li>\r\n	<li><span style=\"font-family: terminal,monaco; font-size: medium;\">Có nhiều hệ thống chỉ số đo sử dụng được cho cùng một loại thiết bị</span></li>\r\n	<li><span style=\"font-family: terminal,monaco; font-size: medium;\">Kích cỡ nhỏ gọn bỏ túi, dễ dàng mang đi</span></li>\r\n	<li><span style=\"font-family: terminal,monaco; font-size: medium;\">Kích thước – 135 x 38 x23mm</span></li>\r\n	<li><span style=\"font-family: terminal,monaco; font-size: medium;\">Trọng lượng: 200g</span></li>\r\n</ul>\r\n\r\n<p><strong><span style=\"font-family: terminal,monaco; font-size: medium;\">     + <span style=\"text-decoration: underline;\">Hệ thống chỉ số đo</span></span></strong></p>\r\n\r\n<ul style=\"list-style-type: circle;\">\r\n	<li><span style=\"font-family: terminal,monaco; font-size: medium;\">Thang đo độ A       SATRA TM 205, ASTM D 2240, ISO 7619 & 868, DIN 53505</span></li>\r\n	<li><span style=\"font-family: terminal,monaco; font-size: medium;\">Thang đo độ B       ASTM D 2240</span></li>\r\n	<li><span style=\"font-family: terminal,monaco; font-size: medium;\">Thang đo độ C       ASTM D 2240</span></li>\r\n	<li><span style=\"font-family: terminal,monaco; font-size: medium;\">Thang đo độ D       ASTM D 2240, ISO 7619 & 868, DIN 53505</span></li>\r\n	<li><span style=\"font-family: terminal,monaco; font-size: medium;\">Thang đo độ DO    ASTM D 2240</span></li>\r\n	<li><span style=\"font-family: terminal,monaco; font-size: medium;\">Thang đo độ O       ASTM D 2240</span></li>\r\n</ul>\r\n\r\n<p> </p>\r\n', '<p> </p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">A digital durometer with interchangeable modules can be chosen from the selection below. Choice of module(s) will depend upon the type (softness) of material being tested.</span></p>\r\n\r\n<p style=\"text-align: justify;\"> </p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: medium; color: #0000ff;\"><strong><span style=\"text-decoration: underline;\">Features:</span></strong></span></p>\r\n\r\n<ul>\r\n	<li style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">Resolution – half of one degree Shore hardness scale</span></li>\r\n	<li style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">Easy to use - hand held</span></li>\r\n	<li style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">Sturdy, accurate and reliable</span></li>\r\n	<li style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">Has a BCD output facility</span></li>\r\n	<li style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">Uses 1 x SR44 flat battery</span></li>\r\n	<li style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">Multiple Modules with the same instrument head</span></li>\r\n	<li style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">Shirt pocket size for easy carrying</span></li>\r\n	<li style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">Dimensions: 135 x 38 x 23 mm</span></li>\r\n	<li style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">Weight: 220 g</span></li>\r\n	<li style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">Supplied in convenient storage/protective case</span></li>\r\n</ul>\r\n\r\n<p style=\"text-align: justify;\"> </p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: medium; color: #0000ff;\"><strong><span style=\"text-decoration: underline;\">Modules:</span></strong></span></p>\r\n\r\n<ul>\r\n	<li style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">Shore A Scale        SATRA TM 205, ASTM D 2240, ISO 7619 & 868, DIN 53505</span></li>\r\n	<li style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">Shore B Scale        ASTM D 2240</span></li>\r\n	<li style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">Shore C Scale       ASTM D 2240</span></li>\r\n	<li style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">Shore D Scale       ASTM D 2240, ISO 7619 & 868, DIN 53505</span></li>\r\n	<li style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">Shore DO Scale     ASTM D 2240</span></li>\r\n	<li style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">Shore O Scale        ASTM D 2240</span></li>\r\n</ul>\r\n', '', 'DIGITAL DUROMETER, STD 226,ĐỒNG HỒ ĐO ĐỘ CỨNG KỸ THUẬT SỐ', 'DIGITAL DUROMETER, STD 226,ĐỒNG HỒ ĐO ĐỘ CỨNG KỸ THUẬT SỐ', 'DIGITAL DUROMETER, STD 226,ĐỒNG HỒ ĐO ĐỘ CỨNG KỸ THUẬT SỐ', 'DIGITAL DUROMETER, STD 226,ĐỒNG HỒ ĐO ĐỘ CỨNG KỸ THUẬT SỐ', 7, 1, 1402331908, 1481471134, 1964, 'SATRA TM205, ASTM D2240', ''),
(644, 0, 0, 0, 120, 0, 0, 0, 0, 'simple-tensile-tester_96197109.JPG', 'simple-tensile-tester_96197109_150x102.073170732.jpg', 'MÁY THỬ LỰC KÉO ĐƠN GIẢN', 'SIMPLE TENSILE TESTER', '', 'simple-tensile-tester', 'Máy thử lực kéo đơn giản được thiết kế để đo cường độ và độ kéo căng của đa dạng các loại vật liệu làm giày và đưa ra kết quả chính xác theo yêu cầu của các nhà sản xuất. Máy này rất dễ sử dụng và các giá trị về sức nặng và các giá trị khác dễ dàng đọc được.', 'This general purpose machine has been designed to measure the strength and stretch of a variety of shoe materials with an accuracy sufficient for many requirements of the shoe manufacturers. ', '', 0, 'STD 172', '<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Máy thử lực kéo đơn giản được thiết kế để đo cường độ và độ kéo căng của đa dạng các loại vật liệu làm giày và đưa ra kết quả chính xác theo yêu cầu của các nhà sản xuất. Máy này rất dễ sử dụng và các giá trị về sức nặng và các giá trị khác dễ dàng đọc được. Thiết bị này thích hợp để kiểm tra hầu hết các loại vật liệu làm giày nếu sức nặng không vượt quá 150lb hay 68kg và độ giãn không vượt quá 100%.</span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\"> </span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Máy cũng có thể được sử dụng cho thử nghiệm độ rách của vật liệu kiểu Baumann và sử dụng ngàm STD 172ST được minh hoạ như trong hình. Các ngàm này nên được mua tách rời.</span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\"> </span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Khi sử dụng, một mẫu thử được cố định giữa 02 ngàm, khoảng cách về phía trước là 4 inches (10cm), được tách ra bằng tay quay để tạo ra một lực kéo tăng dần. Một ngàm được cố định ở trục máy. Độ lệch của đầu trục sẽ được tính theo tỷ lệ phần trăm so với lực tác dụng lực và được đo bằng một đồng hồ quay kim để dễ dàng điều chỉnh lực một cách trực tiếp. Đồng hồ được gắn với một thiết bị đọc chỉ số tối đa để dễ dàng đo giá trị lực làm rách mẫu thử. Ngàm kia sẽ di chuyển qua phía thang đo để đọc chỉ số kéo giãn.</span></p>\r\n', '<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"> </span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">This general purpose machine has been designed to measure the strength and stretch of a variety of shoe materials with an accuracy sufficient for many requirements of the shoe manufacturers. It is easy to use and the load and extension values can be easily read. The instrument is suitable for testing most shoe materials if the load does not need to exceed 150lb or 68kg and the extension 100%.</span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"> </span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">The machine can also be used for the Baumann tear test and jaws STD 172ST, to suit this test, are illustrated in the photograph right. These jaws need to be ordered separately.</span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"> </span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">In use, a strip of the material being tested is clamped between two jaws, initially four inches (10cm) apart, which are separated by a hand drive to apply increasing tension. One jaw is fixed to a cantilever beam. The deflection of the end of the beam is proportional to the applied load and is measured by a dial gauge calibrated to give the load directly. The dial gauge is fitted with a maximum-reading device to make it easy to measure breaking loads. The second jaw moves over a scale which gives the extension as a percentage.</span></p>\r\n', '', 'SIMPLE TENSILE TESTER, STD 172, MÁY THỬ LỰC KÉO ĐƠN GIẢN', 'SIMPLE TENSILE TESTER, STD 172, MÁY THỬ LỰC KÉO ĐƠN GIẢN', 'SIMPLE TENSILE TESTER, STD 172, MÁY THỬ LỰC KÉO ĐƠN GIẢN', 'SIMPLE TENSILE TESTER, STD 172, MÁY THỬ LỰC KÉO ĐƠN GIẢN', 9, 1, 1393473887, 1482595462, 2009, 'ISO, BS standards', ''),
(696, 0, 0, 0, 108, 0, 0, 0, 0, 'rub-fastness-tester_96357988.png', 'rub-fastness-tester_96357988_113.29305136x150.png', 'MÁY THỬ BỀN MÀU CHÀ XÁT', 'RUB FASTNESS TESTER', '', 'rub-fastness-tester', 'Máy thử bền màu chà xát (STM 421 & STM 705) được thiết kế để thực hiện thử nghiệm độ bền chà xát trên bề mặt vật liệu da để xác định mức độ hư hỏng của bề mặt da hay của giày thành phẩm và xác định lượng màu sắc đã chuyển từ mẫu thử sang miếng đệm chà xát.', 'These machines are designed to carry out a rub fastness test on the surface of leather to determine the amount of ‘marring’ of the leather surface or the finish and to assess the amount of colour transfer from the sample to the rubbing pad.', '', 0, 'STM 705', '<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Máy thử bền màu chà xát (STM 421 & STM 705) được thiết kế để thực hiện thử nghiệm độ bền chà xát trên bề mặt vật liệu da để xác định mức độ hư hỏng của bề mặt da hay của giày thành phẩm và xác định lượng màu sắc đã chuyển từ mẫu thử sang miếng đệm chà xát.</span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\"> </span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Thử nghiệm có thể được thực hiện trong điều kiện khô hay ẩm bằng cách sử dụng thanh chà xát khô – hay thanh chà xát đã được làm ẩm bằng nước cất hay mồ hôi trước đó để thử nghiệm. Loại máy tương tự cũng có thể được dùng để xác định độ kháng mài mòn của đế trong. Dạng thử nghiệm này được thực hiện theo tiêu chuẩn VESLIC – C4500 và tiêu chuẩn IUP 450.</span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\"> </span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Máy thích hợp với nhiều dạng thử nghiệm yêu cầu sự chuyển động qua lại trên bề mặt vật liệu. Chà xát, số vòng, trọng tải và nhiệt độ có thể được điều chỉnh cho phù hợp với yêu cầu kiểm tra.</span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\"> </span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Có 02 loại máy: máy đơn STM 421 và máy có 02 khung STM 705. Máy STM 705 cũng có lợi thế vì có một khung được đốt nóng dùng để kiểm tra các thử nghiệm ủi lên vật liệu. Thử nghiệm này dùng để xác định phản ứng của bề mặt da với tác động của nhiệt và áp lực đặc biệt trong quá trình ‘ủi’ và kết hợp quá trình kéo giãn thông thường. Các loại thành phẩm có thành phần chủ yếu là chất dẻo nhiệt thường sẽ bị hư hỏng khi áp dụng động tác ủi. Độ nóng ủi lên bề mặt da có thể bị ảnh hưởng bởi các chất hoá học khác có trong sản phẩm và các chất này làm cho bề mặt da thích ứng với việc bị ủi nóng. Một bàn chân bằng kim loại được cung cấp để hỗ trợ quá trình ủi. Việc kiểm tra này tuân theo tiêu chuẩn VESLIC – C4580.</span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\"> </span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Sự ảnh hưởng mài mòn của phần vật liệu làm mũ giày cũng sẽ được kiểm định. Sử dụng một miếng cao su nhỏ thay cho miếng vật liệu nỉ để kiểm tra mẫu thử . Độ mài mòn có thể xảy ra do quá trình sử dụng trong thực tế đặc biệt khi người sử dụng xếp chéo chân và mặt đế của chân bên này đặt lên trên phần mũ chiếc giày ở chân bên kia. Kiểm tra này được thực hiện theo tiêu chuẩn VESLIC – C4505.</span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\"> </span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Việc kéo căng mẫu thử trước khi tiến hành thử nghiệm là một đặc điểm chung của cả hai mẫu máy. Nó đặc biệt hữu ích khi kiểm tra các loại vật liệu da co giãn và đặc tính này được yêu cầu khi kiểm định độ mài mòn theo tiêu chuẩn C4580.</span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\"> </span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Máy vận hành rất đơn giản. Mẫu thử được đặt trên bề mặt kiểm tra và được miếng kẹp cố định. Việc kéo căng mẫu thử trước khi tiến hành thử nghiệm có thể được điều khiển bằng nút hiệu chỉnh được gắn trên bảng kiểm định. Một đồng hồ đã cài đặt trước được gắn trên máy sẽ ngưng hoạt động của máy khi máy đã đạt đủ thời gian được cài đặt. Miếng lót nỉ hình vuông (mã số STM 421P) được đặt vào trong máy ở phía cuối của thanh chà xát mà sẽ được hạ thấp xuống đến bề mặt của mẫu thử và sau đó máy bắt đầu hoạt động. Bề mặt mẫu thử và miếng chà xát được quan sát bằng mắt thường, trong trường hợp có sự chuyển giao màu sắc, miếng chà xát bằng nỉ sẽ được so với bảng màu được đính kèm với máy.</span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\"> </span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Các miếng vật liệu len nỉ được cung cấp kèm theo máy.</span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\"> </span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Máy kiểm tra giày thành phẩm kiểu Bally là thiết bị duy nhất được chấp nhận và đạt chuẩn VESLIC.</span></p>\r\n', '<p> </p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:14px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\">These machines are designed to carry out a rub fastness test on the surface of leather to determine the amount of ‘marring’ of the leather surface or the finish and to assess the amount of colour transfer from the sample to the rubbing pad.</span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"> </p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:14px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\">The test can be carried out under dry or wet conditions by using a dry rubbing pad – or pre-wetting the rubbing pad in distilled water or a sweat solution prior to testing. The same machine can also be used to assess the abrasion resistance of insole boards. This test is covered by VESLIC – C4500 and IUP 450.</span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"> </p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:14px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\">The testing machines are suitable for a wide range of tests that require a ’to and fro’ movement on a material surface. The rubbing element, number of cycles, load and temperature can be adjusted to suit the test material requirements.</span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"> </p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:14px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\">There are two models: a single (STM 421) and a two-station (STM 705) machine. The latter also has the benefit of having one station heated for ironing tests. This test is used to determine the reaction of the leather surface to the application of heat and pressure particularly when experienced during ‘ironing’ but also when associated with the normal lasting process. Thermoplastic-based finishes are particularly susceptible to damage through ironing. The ironing characteristics of the leather can be influenced by the addition of agents in the finish which help them to achieve a leather surface favourable to ironing. A metal foot is provided with the machine to facilitate the ironing process. This test is covered by VESLIC – C4580.</span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"> </p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:14px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\">The abrasion effect of soling materials on upper materials can also be tested on this equipment. Using a small profiled rubber pad in place of the felt pad, samples can be tested for this effect. Abrasion of the upper by the soling material can be caused in normal wear particularly when wearers cross their legs and the sole of one foot rests on the upper of the other foot. This test is covered by VESLIC – C4505.</span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"> </p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:14px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\">The ability to pre-tension the test sample is a feature of both models. This is particularly useful when testing stretchy leathers and is a requirement of the abrasion test under C4580.</span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"> </p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:14px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\">The Bally finish tester is the only equipment approved and promoted by VESLIC.</span></span></span></p>\r\n', '', 'RUB FASTNESS TESTER, STM 705, MÁY THỬ BỀN MÀU CHÀ XÁT', 'RUB FASTNESS TESTER, STM 705, MÁY THỬ BỀN MÀU CHÀ XÁT', 'RUB FASTNESS TESTER, STM 705, MÁY THỬ BỀN MÀU CHÀ XÁT', 'RUB FASTNESS TESTER, STM 705, MÁY THỬ BỀN MÀU CHÀ XÁT', 10, 1, 1403105405, 1482689002, 2301, 'SATRA TM177, BS EN ISO 11640:1998', ''),
(756, 0, 0, 0, 122, 0, 0, 0, 0, 'slide-fastener-tester_44932393.png', 'slide-fastener-tester_44932393_150x87.6.png', 'MÁY THỬ TRƯỢT KHOÁ KÉO', 'SLIDE FASTENER TESTER', '', 'slide-fastener-tester', 'This machine tests slide (zip) fasteners and complies with SATRA TM50:1992, Method 1. It tests up to and including three fasteners simultaneously by repeatedly opening and closing them until either the fasteners fail or the number of preset cycles is reached.', 'This machine tests slide (zip) fasteners and complies with SATRA TM50:1992, Method 1. It tests up to and including three fasteners simultaneously by repeatedly opening and closing them until either the fasteners fail or the number of preset cycles is reached.', '', 0, 'STM 590', '<p><span style=\"font-size:14px;\"><span style=\"font-family: times new roman,times,serif;\">This machine tests slide (zip) fasteners and complies with SATRA TM50:1992, Method 1. It tests up to and including three fasteners simultaneously by repeatedly opening and closing them until either the fasteners fail or the number of preset cycles is reached.</span></span></p>\r\n\r\n<p style=\"margin-top:3.0pt;margin-right:2.55pt;margin-bottom:0cm;margin-left:0cm;margin-bottom:.0001pt;text-align:justify;line-height:16.0pt;text-autospace:none;\"><span style=\"font-size:14px;\"><span style=\"font-family: times new roman,times,serif;\">The zip fastener is held vertically between lower fixed clamps & an upper loaded clamp. Horizontal loads are applied to the fasteners by two horizontal clamps and load masses.</span></span></p>\r\n\r\n<p style=\"margin-right:2.55pt;text-align:justify;text-autospace:none;\"> </p>\r\n\r\n<p style=\"text-align:justify;\"><span style=\"font-size:14px;\"><span style=\"font-family: times new roman,times,serif;\"><strong><u><span style=\"color: blue;\">Procedure outline</span></u></strong></span></span></p>\r\n\r\n<p style=\"margin-top:3.0pt;margin-right:2.55pt;margin-bottom:0cm;margin-left:0cm;margin-bottom:.0001pt;text-align:justify;line-height:16.0pt;text-autospace:none;\"><span style=\"font-size:14px;\"><span style=\"font-family: times new roman,times,serif;\">The fastener is clamped between the lower and upper clamp; a load (force) is applied by a stainless steel mass. The two horizontal clamps are fixed to the fasteners, opposite and equal forces are applied to these clamps by stainless steel masses.</span></span></p>\r\n\r\n<p><span style=\"font-size:14px;\"><span style=\"font-family: times new roman,times,serif;\">If a fastener fails, the drive mechanism will stop actuating that particular fastener, but will continue operating other fasteners. The mechanism is easily reset when preparing the machine for a test run.</span></span></p>\r\n', '<p><span style=\"font-size:14px;\"><span style=\"font-family: times new roman,times,serif;\">This machine tests slide (zip) fasteners and complies with SATRA TM50:1992, Method 1. It tests up to and including three fasteners simultaneously by repeatedly opening and closing them until either the fasteners fail or the number of preset cycles is reached.</span></span></p>\r\n\r\n<p style=\"margin-top:3.0pt;margin-right:2.55pt;margin-bottom:0cm;margin-left:0cm;margin-bottom:.0001pt;text-align:justify;line-height:16.0pt;text-autospace:none;\"><span style=\"font-size:14px;\"><span style=\"font-family: times new roman,times,serif;\">The zip fastener is held vertically between lower fixed clamps & an upper loaded clamp. Horizontal loads are applied to the fasteners by two horizontal clamps and load masses.</span></span></p>\r\n\r\n<p style=\"margin-right:2.55pt;text-align:justify;text-autospace:none;\"> </p>\r\n\r\n<p style=\"text-align:justify;\"><span style=\"font-size:14px;\"><span style=\"font-family: times new roman,times,serif;\"><strong><u><span style=\"color: blue;\">Procedure outline</span></u></strong></span></span></p>\r\n\r\n<p style=\"margin-top:3.0pt;margin-right:2.55pt;margin-bottom:0cm;margin-left:0cm;margin-bottom:.0001pt;text-align:justify;line-height:16.0pt;text-autospace:none;\"><span style=\"font-size:14px;\"><span style=\"font-family: times new roman,times,serif;\">The fastener is clamped between the lower and upper clamp; a load (force) is applied by a stainless steel mass. The two horizontal clamps are fixed to the fasteners, opposite and equal forces are applied to these clamps by stainless steel masses.</span></span></p>\r\n\r\n<p><span style=\"font-size:14px;\"><span style=\"font-family: times new roman,times,serif;\">If a fastener fails, the drive mechanism will stop actuating that particular fastener, but will continue operating other fasteners. The mechanism is easily reset when preparing the machine for a test run.</span></span></p>\r\n', '', 'STM 590', 'STM 590', 'STM 590', 'STM 590', 5, 1, 1482689868, 0, 1205, 'SATRA TM50:1992 (Method 1)', ''),
(765, 0, 0, 0, 125, 0, 0, 0, 0, 'distilled-water_67730795.jpg', 'distilled-water_67730795_107.33452593918x150.jpg', 'NƯỚC CẤT', 'DISTILLED WATER', '', 'distilled-water', '', '', '', 0, 'KT-09DS', '', '', '', '', '', '', '', 6, 1, 1488276441, 1488277070, 1082, 'ISO 3696-1987', ''),
(647, 0, 0, 0, 0, 0, 0, 0, 0, 'thickness-gauge_19982922.JPG', 'thickness-gauge_19982922_150x77.7777777778.jpg', 'ĐỒNG HỒ ĐO ĐỘ DÀY', 'THICKNESS GAUGE', '', 'thickness-gauge', 'SATRA sản xuất ra một loại đồng hồ đo độ dày đạt chuẩn có thể đáp ứng yêu cầu của hầu hết các tiêu chuẩn quốc tế. Thiết bị này được sản xuất để kiểm soát chặt chẽ dung sai và được dùng như một thiết bị kiểm tra chất lượng để đo độ dày của các loại vật liệu, bao gồm vật liệu da, vải dệt và cao su.', 'SATRA manufactures a standard thickness gauge which can be adapted to meet most international standards. ', '', 0, 'STD 483 / 484 / 495', '<p><span style=\"font-family: terminal,monaco; font-size: medium;\">SATRA sản xuất ra một loại đồng hồ đo độ dày đạt chuẩn có thể đáp ứng yêu cầu của hầu hết các tiêu chuẩn quốc tế.</span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\"> </span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Thiết bị này được sản xuất để kiểm soát chặt chẽ dung sai và được dùng như một thiết bị kiểm tra chất lượng để đo độ dày của các loại vật liệu, bao gồm vật liệu da, vải dệt và cao su.</span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\"> </span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Bất cứ loại đồng hồ đo độ dày nào cũng tác dụng một lực có kiểm soát (đơn vị kPa) lên mẫu vật liệu cần đo độ dày. Thiết bị của SATRA sử dụng hệ thống các quả cân cố định, do đó loại bỏ được tình trạng không ổn định của các loại thiết bị cơ học khác. Hệ thống này bảo đảm độ dày của mỗi mẫu thử sẽ được đo ở điều kiện có kiểm soát giống nhau. Hệ thống của SATRA bảo đảm các kết quả sẽ được lặp lại một cách chính xác. Để đo độ dày của mẫu thử, nâng quả cân lên bằng cách nâng tay cầm của đòn bẩy lên và đặt mẫu thử vào giữa cái đe và đầu đo. Sau đó hạ thấp quả cân bằng cách ấn tay cầm đòn bẩy xuống.</span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\"> </span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\"><span style=\"text-decoration: underline;\">STD 483</span>         Đồng hồ đo độ dày vật liệu da</span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\"><span style=\"text-decoration: underline;\">STD 484</span>         Đồng hồ đo độ dày các loại vật liệu tổng hợp</span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\"><span style=\"text-decoration: underline;\">STD 495</span>         Đồng hồ đo độ dày vật liệu cao su</span></p>\r\n', '<p style=\"text-align: justify;\"><span style=\"font-size:14px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\">SATRA manufactures a standard thickness gauge which can be adapted to meet most international standards.</span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:14px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\"> </span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:14px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\">The gauges are manufactured to close tolerances and can be used as quality control instruments to measure the thickness of a wide range of materials, including leather and textiles.</span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:14px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\"> </span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:14px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\">It is crucial that any thickness gauge applies a controlled pressure (kPa) to the material whose thickness is being measured. SATRA uses a deadweight system removing the uncertainty of other mechanical devices. This system ensures that the thickness is being measured under the same controlled conditions for each sample. The SATRA system ensures excellent repeatability of results. To measure the thickness of any sample, lift the deadweight by operating the lever and insert the material between the anvil and the presser foot. Lower the deadweight using the same lever.</span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:14px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\"> </span></span></span></p>\r\n\r\n<ul>\r\n	<li style=\"text-align: justify;\"><span style=\"font-size:14px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\"><strong>STD 483  </strong>Thickness gauge for leather</span></span></span></li>\r\n	<li style=\"text-align: justify;\"><span style=\"font-size:14px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\"><strong>STD 484  </strong>Thickness gauge for synthetic materials</span></span></span></li>\r\n	<li style=\"text-align: justify;\"><span style=\"font-size:14px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\"><strong>STD 495  </strong>Thickness gauge for rubber</span></span></span></li>\r\n</ul>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:14px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\"> </span></span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p> </p>\r\n\r\n<p> </p>\r\n', '', 'THICKNESS GAUGE, ĐỒNG HỒ ĐO ĐỘ DÀY, STD 483', 'THICKNESS GAUGE, ĐỒNG HỒ ĐO ĐỘ DÀY, STD 483', 'THICKNESS GAUGE, ĐỒNG HỒ ĐO ĐỘ DÀY, STD 483', 'THICKNESS GAUGE, ĐỒNG HỒ ĐO ĐỘ DÀY, STD 483', 11, 1, 1393474046, 1482595971, 2489, 'SATRA TM1 / 27 / 136', ''),
(649, 0, 0, 0, 109, 0, 0, 0, 0, 'water-resistance-tester-for-upper-leather_68334774.JPG', 'water-resistance-tester-for-upper-leather_68334774_138.93129771x150.jpg', 'MÁY THỬ CHỐNG THẤM CỦA VẬT LIỆU MŨ GIÀY', 'WATER RESISTANCE TESTER FOR UPPER LEATHER', '', 'water-resistance-tester-for-upper-leather', 'Thiết bị này dùng để kiểm tra khả năng chống thấm nước của vật liệu da làm mũ giày (và các loại vật liệu thay thế cho vật liệu da) trong điều kiện uốn gập nhiều lần phần phía trước của giày.', 'This equipment is designed to test the water resistance of upper leathers (and upper leather substitutes) under conditions of flexing similar to those in the forepart of a shoe during walking. \r\n', '', 0, 'STM 606D', '<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Thiết bị này dùng để kiểm tra khả năng chống thấm nước của vật liệu da làm mũ giày (và các loại vật liệu thay thế cho vật liệu da) trong điều kiện uốn gập nhiều lần phần phía trước của giày.</span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\"> </span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Một cái ngàm được di chuyển/xoay theo một góc 32<sup>o</sup> bởi một trục quay liên hợp. Do đó sẽ tạo ra các nếp gấp trên mẫu thử tương tự như nếp gấp sản sinh ra do bước đi. Một đồng hồ được cài đặt sẵn cũng được gắn vào máy.</span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\"> </span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Các mẫu thử hình chữ nhật bị gấp thành hình chữ V và được đặt trong ngàm khoá nước hình chữ V. Sau đó nước sẽ dâng lên trong bể chứa theo một cơ chế đòn bẩy để các nếp gấp trên mẫu thử ngập trong nước. Một cái ngàm sẽ được nâng lên và hạ xuống bởi một trục quay liên hợp, tạo ra các nếp gấp trên vật liệu da tương tự như các nếp gấp ở mũ giày. Một đồng hồ có thể tái thiết lập được gắn vào máy và số vòng gập trước khi mẫu thử bị thấm nước sẽ được quan sát và ghi nhận lại như là kết quả thử nghiệm.</span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\"> </span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Máy thử chống thấm của vật liệu mũ giày có hệ thống gồm 04 đồng hồ riêng biệt, một cái cho khung máy, một cái để hiển thị kết quả và một đồng hồ báo động. Máy có một bộ chuyển đổi dòng điện với 03 giá trị điện trở khác nhau (10K, 30K và 50K ohms). Giá trị điện trở càng cao, độ nhạy càng cao. Đồng hồ đếm đặt ở khung máy sẽ ngừng đếm khi phát hiện có dấu hiệu của sự thấm nước và chuyển sang đồng hồ hiển thị và đồng hồ báo động trong khi khung máy vẫn tiếp tục thử nghiệm. Máy phù hợp để kiểm tra 04 mẫu thử mỗi lần.</span></p>\r\n', '<p style=\"text-align: justify;\"> </p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">This equipment is designed to test the water resistance of upper leathers (and upper leather substitutes) under conditions of flexing similar to those in the forepart of a shoe during walking.</span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"> </span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">One clamp is moved/rotated repeatedly through an angle of 32° by a driven crank linkage. This action forms creases in the specimen similar to those produced during walking. A pre-determined totalising counter is fitted.</span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"> </span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">Rectangular test pieces are folded down the centre into a vee shape and are held in watertight vee clamps. A tank containing water is then raised by a lever mechanism so that the trough formed by the test piece is surrounded by water. One clamp is then moved up and down repeatedly by a driven crank linkage, forming creases in the leather similar to those produced in the shoe vamp. A resettable totalising counter is fitted and the number of flexes before water penetration is observed and recorded as the test result.</span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"> </span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">The system incorporates four individual counters, one for each station, plus a visual and an audible alarm. There is a three-position switch to select one of three sensitivities (10K, 30K and 50K ohms). The higher the value, the greater the sensitivity. The individual station counter stops recording when water penetration is first detected and switches on the visual and audible alarm while the remaining stations continue the test. The device can be retro-fitted to existing equipment. The machine accommodates four test pieces.</span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"> </span></p>\r\n\r\n<p> </p>\r\n', '', 'WATER RESISTANCE TESTER FOR UPPER LEATHER', 'WATER RESISTANCE TESTER FOR UPPER LEATHER', 'WATER RESISTANCE TESTER FOR UPPER LEATHER', 'WATER RESISTANCE TESTER FOR UPPER LEATHER', 5, 1, 1393475072, 1481470282, 1934, 'SATRA TM34', '');
INSERT INTO `table_product` (`id`, `id_list`, `id_item`, `id_item1`, `id_cat`, `noibat`, `new`, `hot`, `banchay`, `photo`, `thumb`, `ten_vi`, `ten_en`, `ten_cam`, `tenkhongdau`, `mota_vi`, `mota_en`, `mota_cam`, `gia`, `model`, `noidung_vi`, `noidung_en`, `noidung_cam`, `tags`, `meta_title`, `meta_description`, `meta_keyword`, `stt`, `hienthi`, `ngaytao`, `ngaysua`, `luotxem`, `tieuchuan`, `id_list_arr`) VALUES
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Name=\"Light Grid Accent 6\"/>\r\n  <w:LsdException Locked=\"false\" Priority=\"63\" SemiHidden=\"false\"\r\n   UnhideWhenUsed=\"false\" Name=\"Medium Shading 1 Accent 6\"/>\r\n  <w:LsdException Locked=\"false\" Priority=\"64\" SemiHidden=\"false\"\r\n   UnhideWhenUsed=\"false\" Name=\"Medium Shading 2 Accent 6\"/>\r\n  <w:LsdException Locked=\"false\" Priority=\"65\" SemiHidden=\"false\"\r\n   UnhideWhenUsed=\"false\" Name=\"Medium List 1 Accent 6\"/>\r\n  <w:LsdException Locked=\"false\" Priority=\"66\" SemiHidden=\"false\"\r\n   UnhideWhenUsed=\"false\" Name=\"Medium List 2 Accent 6\"/>\r\n  <w:LsdException Locked=\"false\" Priority=\"67\" SemiHidden=\"false\"\r\n   UnhideWhenUsed=\"false\" Name=\"Medium Grid 1 Accent 6\"/>\r\n  <w:LsdException Locked=\"false\" Priority=\"68\" SemiHidden=\"false\"\r\n   UnhideWhenUsed=\"false\" Name=\"Medium Grid 2 Accent 6\"/>\r\n  <w:LsdException Locked=\"false\" Priority=\"69\" SemiHidden=\"false\"\r\n   UnhideWhenUsed=\"false\" Name=\"Medium 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QFormat=\"true\" Name=\"Subtle Reference\"/>\r\n  <w:LsdException Locked=\"false\" Priority=\"32\" SemiHidden=\"false\"\r\n   UnhideWhenUsed=\"false\" QFormat=\"true\" Name=\"Intense Reference\"/>\r\n  <w:LsdException Locked=\"false\" Priority=\"33\" SemiHidden=\"false\"\r\n   UnhideWhenUsed=\"false\" QFormat=\"true\" Name=\"Book Title\"/>\r\n  <w:LsdException Locked=\"false\" Priority=\"37\" Name=\"Bibliography\"/>\r\n  <w:LsdException Locked=\"false\" Priority=\"39\" QFormat=\"true\" Name=\"TOC Heading\"/>\r\n </w:LatentStyles>\r\n</xml><![endif]--><!--[if gte mso 10]>\r\n<style>\r\n /* Style Definitions */\r\n table.MsoNormalTable\r\n	{mso-style-name:\"Table Normal\";\r\n	mso-tstyle-rowband-size:0;\r\n	mso-tstyle-colband-size:0;\r\n	mso-style-noshow:yes;\r\n	mso-style-priority:99;\r\n	mso-style-qformat:yes;\r\n	mso-style-parent:\"\";\r\n	mso-padding-alt:0cm 5.4pt 0cm 5.4pt;\r\n	mso-para-margin:0cm;\r\n	mso-para-margin-bottom:.0001pt;\r\n	mso-pagination:widow-orphan;\r\n	font-size:10.0pt;\r\n	font-family:\"Times New Roman\",\"serif\";}\r\n</style>\r\n<![endif]--></span><span style=\"font-size: small; font-family: tahoma,arial,helvetica,sans-serif; color: #000000;\">An analogue durometer is a choice of maximum pointer and interchangeable modules which can be chosen from the selection below.</span></p>\r\n\r\n<p><span style=\"font-size: small; font-family: tahoma,arial,helvetica,sans-serif; color: #000000;\">Choice of module(s) will depend upon the type (softness) of material being tested.</span></p>\r\n\r\n<p class=\"MsoNormal\" style=\"text-align: justify; line-height: 16.0pt; mso-line-height-rule: exactly; mso-layout-grid-align: none; text-autospace: none;\"><span style=\"font-size: small; font-family: tahoma,arial,helvetica,sans-serif; color: #000000;\"> </span></p>\r\n\r\n<p class=\"MsoNormal\" style=\"text-align: justify; line-height: 16.0pt; mso-line-height-rule: exactly; mso-layout-grid-align: none; text-autospace: none;\"><span style=\"text-decoration: underline; color: #0000ff;\"><strong><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; text-decoration: underline;\">Features:</span></strong></span></p>\r\n\r\n<ul>\r\n	<li class=\"MsoNormal\" style=\"text-align: justify; line-height: 16pt;\"><span style=\"font-size: small; font-family: tahoma,arial,helvetica,sans-serif; color: #000000;\">Resolution - one degree Shore hardness scale</span></li>\r\n	<li class=\"MsoNormal\" style=\"text-align: justify; line-height: 16pt;\"><span style=\"font-size: small; font-family: tahoma,arial,helvetica,sans-serif; color: #000000;\">Supplied complete with tolerance settings</span></li>\r\n	<li class=\"MsoNormal\" style=\"text-align: justify; line-height: 16pt;\"><span style=\"font-size: small; font-family: tahoma,arial,helvetica,sans-serif; color: #000000;\">Optional maximum hand</span></li>\r\n	<li class=\"MsoNormal\" style=\"text-align: justify; line-height: 16pt;\"><span style=\"font-size: small; font-family: tahoma,arial,helvetica,sans-serif; color: #000000;\">Optional stand for improved repeatability</span></li>\r\n	<li class=\"MsoNormal\" style=\"text-align: justify; line-height: 16pt;\"><span style=\"font-size: small; font-family: tahoma,arial,helvetica,sans-serif; color: #000000;\">Dimensions - 150 x 65 x 25mm</span></li>\r\n	<li class=\"MsoNormal\" style=\"text-align: justify; line-height: 16pt;\"><span style=\"font-size: small; font-family: tahoma,arial,helvetica,sans-serif; color: #000000;\">Weight - 300g</span></li>\r\n	<li class=\"MsoNormal\" style=\"text-align: justify; line-height: 16pt;\"><span style=\"font-size: small; font-family: tahoma,arial,helvetica,sans-serif; color: #000000;\">Multiple Modules with the same instrument head</span></li>\r\n</ul>\r\n\r\n<p class=\"MsoNormal\" style=\"text-align: justify; line-height: 16.0pt; mso-line-height-rule: exactly; mso-layout-grid-align: none; text-autospace: none;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong> </strong></span></p>\r\n\r\n<p class=\"MsoNormal\" style=\"text-align: justify; line-height: 16.0pt; mso-line-height-rule: exactly; mso-layout-grid-align: none; text-autospace: none;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #0000ff;\"><strong style=\"mso-bidi-font-weight: normal;\"><span style=\"text-decoration: underline;\">Modules:</span></strong></span></p>\r\n\r\n<ul>\r\n	<li class=\"MsoNormal\" style=\"text-align: justify; line-height: 16pt;\"><span style=\"font-size: small; font-family: tahoma,arial,helvetica,sans-serif; color: #000000;\">Shore A Scale SATRA TM 205, ASTM D 2240, ISO 7619 & 868, DIN 53505</span></li>\r\n	<li class=\"MsoNormal\" style=\"text-align: justify; line-height: 16pt;\"><span style=\"font-size: small; font-family: tahoma,arial,helvetica,sans-serif; color: #000000;\">Materials: Medium hard Rubber, Flexible Polyurethane, Soft Polymers, Felts</span></li>\r\n	<li class=\"MsoNormal\" style=\"text-align: justify; line-height: 16pt;\"><span style=\"font-size: small; font-family: tahoma,arial,helvetica,sans-serif; color: #000000;\">Shore C Scale ASTM D 2240</span></li>\r\n	<li class=\"MsoNormal\" style=\"text-align: justify; line-height: 16pt;\"><span style=\"font-size: small; font-family: tahoma,arial,helvetica,sans-serif; color: #000000;\">Materials: Medium Hard Rubber, Polyurethane and plastics</span></li>\r\n	<li class=\"MsoNormal\" style=\"text-align: justify; line-height: 16pt;\"><span style=\"font-size: small; font-family: tahoma,arial,helvetica,sans-serif; color: #000000;\">Shore D Scale ASTM D 2240, ISO 7619 & 868, DIN 53505</span></li>\r\n	<li class=\"MsoNormal\" style=\"text-align: justify; line-height: 16pt;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">Materials: Hard Rubber, Rigid Polyurethane, Thermo Plastics, Epoxy Resin</span></li>\r\n</ul>\r\n\r\n<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><!--[if gte mso 9]><xml>\r\n <w:WordDocument>\r\n  <w:View>Normal</w:View>\r\n  <w:Zoom>0</w:Zoom>\r\n  <w:TrackMoves/>\r\n  <w:TrackFormatting/>\r\n  <w:PunctuationKerning/>\r\n  <w:ValidateAgainstSchemas/>\r\n  <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>\r\n  <w:IgnoreMixedContent>false</w:IgnoreMixedContent>\r\n  <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>\r\n  <w:DoNotPromoteQF/>\r\n  <w:LidThemeOther>EN-US</w:LidThemeOther>\r\n  <w:LidThemeAsian>ZH-CN</w:LidThemeAsian>\r\n  <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>\r\n  <w:Compatibility>\r\n   <w:BreakWrappedTables/>\r\n   <w:SnapToGridInCell/>\r\n   <w:WrapTextWithPunct/>\r\n   <w:UseAsianBreakRules/>\r\n   <w:DontGrowAutofit/>\r\n   <w:SplitPgBreakAndParaMark/>\r\n   <w:DontVertAlignCellWithSp/>\r\n   <w:DontBreakConstrainedForcedTables/>\r\n   <w:DontVertAlignInTxbx/>\r\n   <w:Word11KerningPairs/>\r\n   <w:CachedColBalance/>\r\n  </w:Compatibility>\r\n  <m:mathPr>\r\n   <m:mathFont m:val=\"Cambria Math\"/>\r\n   <m:brkBin m:val=\"before\"/>\r\n   <m:brkBinSub m:val=\"--\"/>\r\n   <m:smallFrac m:val=\"off\"/>\r\n   <m:dispDef/>\r\n   <m:lMargin m:val=\"0\"/>\r\n   <m:rMargin m:val=\"0\"/>\r\n   <m:defJc m:val=\"centerGroup\"/>\r\n   <m:wrapIndent m:val=\"1440\"/>\r\n   <m:intLim m:val=\"subSup\"/>\r\n   <m:naryLim m:val=\"undOvr\"/>\r\n  </m:mathPr></w:WordDocument>\r\n</xml><![endif]--> </span></p>\r\n\r\n<p class=\"MsoNormal\" style=\"text-align: justify; text-indent: 21.3pt; line-height: 16.0pt; mso-line-height-rule: exactly; mso-layout-grid-align: none; text-autospace: none;\"><span style=\"font-size: small; font-family: tahoma,arial,helvetica,sans-serif; color: #000000;\">An analogue durometer is a choice of maximum pointer and interchangeable modules which can be chosen from the selection below.</span></p>\r\n\r\n<p class=\"MsoNormal\" style=\"text-align: justify; text-indent: 21.3pt; line-height: 16.0pt; mso-line-height-rule: exactly; mso-layout-grid-align: none; text-autospace: none;\"><span style=\"font-size: small; font-family: tahoma,arial,helvetica,sans-serif; color: #000000;\">Choice of module(s) will depend upon the type (softness) of material being tested.</span></p>\r\n\r\n<p class=\"MsoNormal\" style=\"text-align: justify; line-height: 16.0pt; mso-line-height-rule: exactly; mso-layout-grid-align: none; text-autospace: none;\"><span style=\"font-size: small; font-family: tahoma,arial,helvetica,sans-serif; color: #000000;\"> </span></p>\r\n\r\n<p class=\"MsoNormal\" style=\"text-align: justify; line-height: 16.0pt; mso-line-height-rule: exactly; mso-layout-grid-align: none; text-autospace: none;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong style=\"mso-bidi-font-weight: normal;\"><span style=\"text-decoration: underline;\">Features:</span></strong></span></p>\r\n\r\n<p class=\"MsoNormal\" style=\"margin-left: 35.45pt; text-align: justify; text-indent: -18.0pt; line-height: 16.0pt; mso-line-height-rule: exactly; mso-list: l0 level1 lfo1; mso-layout-grid-align: none; text-autospace: none;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">-<span style=\"font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; font-size-adjust: none; font-stretch: normal; -moz-font-feature-settings: normal; -moz-font-language-override: normal;\">        </span>Resolution - one degree Shore hardness scale</span></p>\r\n\r\n<p class=\"MsoNormal\" style=\"margin-left: 35.45pt; text-align: justify; text-indent: -18.0pt; line-height: 16.0pt; mso-line-height-rule: exactly; mso-list: l0 level1 lfo1; mso-layout-grid-align: none; text-autospace: none;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">-<span style=\"font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; font-size-adjust: none; font-stretch: normal; -moz-font-feature-settings: normal; -moz-font-language-override: normal;\">        </span>Supplied complete with tolerance settings</span></p>\r\n\r\n<p class=\"MsoNormal\" style=\"margin-left: 35.45pt; text-align: justify; text-indent: -18.0pt; line-height: 16.0pt; mso-line-height-rule: exactly; mso-list: l0 level1 lfo1; mso-layout-grid-align: none; text-autospace: none;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">-<span style=\"font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; font-size-adjust: none; font-stretch: normal; -moz-font-feature-settings: normal; -moz-font-language-override: normal;\">        </span>Optional maximum hand</span></p>\r\n\r\n<p class=\"MsoNormal\" style=\"margin-left: 35.45pt; text-align: justify; text-indent: -18.0pt; line-height: 16.0pt; mso-line-height-rule: exactly; mso-list: l0 level1 lfo1; mso-layout-grid-align: none; text-autospace: none;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">-<span style=\"font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; font-size-adjust: none; font-stretch: normal; -moz-font-feature-settings: normal; -moz-font-language-override: normal;\">        </span>Optional stand for improved repeatability</span></p>\r\n\r\n<p class=\"MsoNormal\" style=\"margin-left: 35.45pt; text-align: justify; text-indent: -18.0pt; line-height: 16.0pt; mso-line-height-rule: exactly; mso-list: l0 level1 lfo1; mso-layout-grid-align: none; text-autospace: none;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">-<span style=\"font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; font-size-adjust: none; font-stretch: normal; -moz-font-feature-settings: normal; -moz-font-language-override: normal;\">        </span>Dimensions - 150 x 65 x 25mm</span></p>\r\n\r\n<p class=\"MsoNormal\" style=\"margin-left: 35.45pt; text-align: justify; text-indent: -18.0pt; line-height: 16.0pt; mso-line-height-rule: exactly; mso-list: l0 level1 lfo1; mso-layout-grid-align: none; text-autospace: none;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">-<span style=\"font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; font-size-adjust: none; font-stretch: normal; -moz-font-feature-settings: normal; -moz-font-language-override: normal;\">        </span>Weight - 300g</span></p>\r\n\r\n<p class=\"MsoNormal\" style=\"margin-left: 35.45pt; text-align: justify; text-indent: -18.0pt; line-height: 16.0pt; mso-line-height-rule: exactly; mso-list: l0 level1 lfo1; mso-layout-grid-align: none; text-autospace: none;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">-<span style=\"font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; font-size-adjust: none; font-stretch: normal; -moz-font-feature-settings: normal; -moz-font-language-override: normal;\">        </span>Multiple Modules with the same instrument head</span></p>\r\n\r\n<p class=\"MsoNormal\" style=\"text-align: justify; line-height: 16.0pt; mso-line-height-rule: exactly; mso-layout-grid-align: none; text-autospace: none;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong> </strong></span></p>\r\n\r\n<p class=\"MsoNormal\" style=\"text-align: justify; line-height: 16.0pt; mso-line-height-rule: exactly; mso-layout-grid-align: none; text-autospace: none;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong style=\"mso-bidi-font-weight: normal;\"><span style=\"text-decoration: underline;\">Modules:</span></strong></span></p>\r\n\r\n<p class=\"MsoNormal\" style=\"margin-left: 35.45pt; text-align: justify; text-indent: -18.0pt; line-height: 16.0pt; mso-line-height-rule: exactly; mso-list: l0 level1 lfo1; mso-layout-grid-align: none; text-autospace: none;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">-<span style=\"font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; font-size-adjust: none; font-stretch: normal; -moz-font-feature-settings: normal; -moz-font-language-override: normal;\">        </span>Shore A Scale SATRA TM 205, ASTM D 2240, ISO 7619 & 868, DIN 53505</span></p>\r\n\r\n<p class=\"MsoNormal\" style=\"margin-left: 35.45pt; text-align: justify; line-height: 16.0pt; mso-line-height-rule: exactly; mso-layout-grid-align: none; text-autospace: none;\"><span style=\"font-size: small; font-family: tahoma,arial,helvetica,sans-serif; color: #000000;\">Materials: Medium hard Rubber, Flexible Polyurethane, Soft Polymers, Felts</span></p>\r\n\r\n<p class=\"MsoNormal\" style=\"margin-left: 35.45pt; text-align: justify; text-indent: -18.0pt; line-height: 16.0pt; mso-line-height-rule: exactly; mso-list: l0 level1 lfo1; mso-layout-grid-align: none; text-autospace: none;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">-<span style=\"font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; font-size-adjust: none; font-stretch: normal; -moz-font-feature-settings: normal; -moz-font-language-override: normal;\">        </span>Shore C Scale ASTM D 2240</span></p>\r\n\r\n<p class=\"MsoNormal\" style=\"margin-left: 35.45pt; text-align: justify; line-height: 16.0pt; mso-line-height-rule: exactly; mso-layout-grid-align: none; text-autospace: none;\"><span style=\"font-size: small; font-family: tahoma,arial,helvetica,sans-serif; color: #000000;\">Materials: Medium Hard Rubber, Polyurethane and plastics</span></p>\r\n\r\n<p class=\"MsoNormal\" style=\"margin-left: 35.45pt; text-align: justify; text-indent: -18.0pt; line-height: 16.0pt; mso-line-height-rule: exactly; mso-list: l0 level1 lfo1; mso-layout-grid-align: none; text-autospace: none;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">-<span style=\"font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; font-size-adjust: none; font-stretch: normal; -moz-font-feature-settings: normal; -moz-font-language-override: normal;\">        </span>Shore D Scale ASTM D 2240, ISO 7619 & 868, DIN 53505</span></p>\r\n\r\n<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">Materials: Hard Rubber, Rigid Polyurethane, Thermo Plastics, Epoxy Resin</span></p>\r\n<!--[if gte mso 9]><xml>\r\n <w:LatentStyles DefLockedState=\"false\" DefUnhideWhenUsed=\"true\"\r\n  DefSemiHidden=\"true\" DefQFormat=\"false\" DefPriority=\"99\"\r\n  LatentStyleCount=\"267\">\r\n  <w:LsdException Locked=\"false\" Priority=\"0\" SemiHidden=\"false\"\r\n   UnhideWhenUsed=\"false\" QFormat=\"true\" Name=\"Normal\"/>\r\n  <w:LsdException Locked=\"false\" Priority=\"9\" SemiHidden=\"false\"\r\n   UnhideWhenUsed=\"false\" QFormat=\"true\" Name=\"heading 1\"/>\r\n  <w:LsdException Locked=\"false\" Priority=\"9\" QFormat=\"true\" Name=\"heading 2\"/>\r\n  <w:LsdException Locked=\"false\" Priority=\"9\" QFormat=\"true\" Name=\"heading 3\"/>\r\n  <w:LsdException Locked=\"false\" Priority=\"9\" QFormat=\"true\" Name=\"heading 4\"/>\r\n  <w:LsdException Locked=\"false\" Priority=\"9\" QFormat=\"true\" Name=\"heading 5\"/>\r\n  <w:LsdException Locked=\"false\" Priority=\"9\" QFormat=\"true\" Name=\"heading 6\"/>\r\n  <w:LsdException Locked=\"false\" Priority=\"9\" QFormat=\"true\" Name=\"heading 7\"/>\r\n  <w:LsdException Locked=\"false\" Priority=\"9\" QFormat=\"true\" Name=\"heading 8\"/>\r\n  <w:LsdException Locked=\"false\" Priority=\"9\" QFormat=\"true\" Name=\"heading 9\"/>\r\n  <w:LsdException Locked=\"false\" Priority=\"39\" Name=\"toc 1\"/>\r\n  <w:LsdException Locked=\"false\" Priority=\"39\" Name=\"toc 2\"/>\r\n  <w:LsdException Locked=\"false\" Priority=\"39\" Name=\"toc 3\"/>\r\n  <w:LsdException Locked=\"false\" Priority=\"39\" Name=\"toc 4\"/>\r\n  <w:LsdException Locked=\"false\" Priority=\"39\" Name=\"toc 5\"/>\r\n  <w:LsdException Locked=\"false\" Priority=\"39\" Name=\"toc 6\"/>\r\n  <w:LsdException Locked=\"false\" Priority=\"39\" Name=\"toc 7\"/>\r\n  <w:LsdException Locked=\"false\" Priority=\"39\" Name=\"toc 8\"/>\r\n  <w:LsdException Locked=\"false\" Priority=\"39\" Name=\"toc 9\"/>\r\n  <w:LsdException Locked=\"false\" Priority=\"35\" QFormat=\"true\" Name=\"caption\"/>\r\n  <w:LsdException Locked=\"false\" Priority=\"10\" SemiHidden=\"false\"\r\n   UnhideWhenUsed=\"false\" QFormat=\"true\" Name=\"Title\"/>\r\n  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Priority=\"72\" SemiHidden=\"false\"\r\n   UnhideWhenUsed=\"false\" Name=\"Colorful List Accent 1\"/>\r\n  <w:LsdException Locked=\"false\" Priority=\"73\" SemiHidden=\"false\"\r\n   UnhideWhenUsed=\"false\" Name=\"Colorful Grid Accent 1\"/>\r\n  <w:LsdException Locked=\"false\" Priority=\"60\" SemiHidden=\"false\"\r\n   UnhideWhenUsed=\"false\" Name=\"Light Shading Accent 2\"/>\r\n  <w:LsdException Locked=\"false\" Priority=\"61\" SemiHidden=\"false\"\r\n   UnhideWhenUsed=\"false\" Name=\"Light List Accent 2\"/>\r\n  <w:LsdException Locked=\"false\" Priority=\"62\" SemiHidden=\"false\"\r\n   UnhideWhenUsed=\"false\" Name=\"Light Grid Accent 2\"/>\r\n  <w:LsdException Locked=\"false\" Priority=\"63\" SemiHidden=\"false\"\r\n   UnhideWhenUsed=\"false\" Name=\"Medium Shading 1 Accent 2\"/>\r\n  <w:LsdException Locked=\"false\" Priority=\"64\" SemiHidden=\"false\"\r\n   UnhideWhenUsed=\"false\" Name=\"Medium Shading 2 Accent 2\"/>\r\n  <w:LsdException Locked=\"false\" Priority=\"65\" 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Locked=\"false\" Priority=\"37\" Name=\"Bibliography\"/>\r\n  <w:LsdException Locked=\"false\" Priority=\"39\" QFormat=\"true\" Name=\"TOC Heading\"/>\r\n </w:LatentStyles>\r\n</xml><![endif]--><!--[if gte mso 10]>\r\n<style>\r\n /* Style Definitions */\r\n table.MsoNormalTable\r\n	{mso-style-name:\"Table Normal\";\r\n	mso-tstyle-rowband-size:0;\r\n	mso-tstyle-colband-size:0;\r\n	mso-style-noshow:yes;\r\n	mso-style-priority:99;\r\n	mso-style-qformat:yes;\r\n	mso-style-parent:\"\";\r\n	mso-padding-alt:0cm 5.4pt 0cm 5.4pt;\r\n	mso-para-margin:0cm;\r\n	mso-para-margin-bottom:.0001pt;\r\n	mso-pagination:widow-orphan;\r\n	font-size:10.0pt;\r\n	font-family:\"Times New Roman\",\"serif\";}\r\n</style>\r\n<![endif]-->', '', 'ANALOG DUROMETER', 'ANALOG DUROMETER', 'ANALOG DUROMETER', 'ANALOG DUROMETER', 4, 1, 1393475251, 1481470183, 2071, 'SATRA TM205, ASTM D2240', '');
INSERT INTO `table_product` (`id`, `id_list`, `id_item`, `id_item1`, `id_cat`, `noibat`, `new`, `hot`, `banchay`, `photo`, `thumb`, `ten_vi`, `ten_en`, `ten_cam`, `tenkhongdau`, `mota_vi`, `mota_en`, `mota_cam`, `gia`, `model`, `noidung_vi`, `noidung_en`, `noidung_cam`, `tags`, `meta_title`, `meta_description`, `meta_keyword`, `stt`, `hienthi`, `ngaytao`, `ngaysua`, `luotxem`, `tieuchuan`, `id_list_arr`) VALUES
(653, 0, 0, 0, 0, 0, 0, 0, 0, 'ozone-test-chambers_67126555.JPG', 'ozone-test-chambers_67126555_137.014925373x150.jpg', 'MÁY KHỬ OZONE', 'OZONE TEST CHAMBERS', '', 'ozone-test-chambers', 'Công nghệ thử ozone của SATRA đã được phát triển từ quá trình nghiên cứu hơn 30 năm. Công nghệ tiên tiến và kỹ thuật xây dựng đã được kết hợp để tạo ra một thiết bị đáng tin cậy, chính xác, hoàn toàn tự động, tiết kiệm nhân công và chi phí và thật sự an toàn về môi trường.', 'SATRA ozone testing technology has evolved as a result of more than 30 years of experience. State-of the-art technology and construction techniques have been combined with expertise to produce a reliable, accurate, fully automated, labour and cost saving ', '', 0, 'HTE 703/903', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">C&ocirc;ng nghệ thử ozone của SATRA đ&atilde; được ph&aacute;t triển từ qu&aacute; tr&igrave;nh nghi&ecirc;n cứu hơn 30 năm. C&ocirc;ng nghệ ti&ecirc;n tiến v&agrave; kỹ thuật x&acirc;y dựng đ&atilde; được kết hợp để tạo ra một thiết bị đ&aacute;ng tin cậy, ch&iacute;nh x&aacute;c, ho&agrave;n to&agrave;n tự động, tiết kiệm nh&acirc;n c&ocirc;ng v&agrave; chi ph&iacute; v&agrave; thật sự an to&agrave;n về m&ocirc;i trường.</span></p>\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">&nbsp;</span></p>\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">Một hệ thống luồng kh&iacute; ozone kh&eacute;p k&iacute;n đảm bảo kh&iacute; ozone nguy hiểm sẽ được giữ b&ecirc;n trong m&aacute;y &ndash; kh&ocirc;ng c&oacute; c&aacute;c lỗ tho&aacute;t hay bộ phận lọc kh&iacute; độc ra b&ecirc;n ngo&agrave;i.</span></p>\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">&nbsp;</span></p>\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">Tủ nh&ocirc;m d&agrave;y c&oacute; một lớp kim loại chống gỉ s&eacute;t b&ecirc;n trong v&agrave; được bổ sung một hệ thống bệ đỡ để sử dụng cho c&aacute;c loại mẫu thử c&oacute; bệ đỡ. Một loại bệ đỡ mẫu thử ổn định nhưng c&oacute; thể di chuyển được đạt chuẩn quốc tế được gắn sẵn trong m&aacute;y. Việc đ&aacute;nh gi&aacute; sẽ được thực hiện th&ocirc;ng qua một cửa k&iacute;nh hai lớp, k&iacute;n hơi v&agrave; đ&atilde; được kho&aacute; an to&agrave;n. M&aacute;y chỉ được ph&eacute;p mở khi m&ocirc;i trường b&ecirc;n trong m&aacute;y đ&atilde; được kh&ocirc;i phục lại mức nhiệt độ an to&agrave;n. C&aacute;c luồng &aacute;nh s&aacute;ng b&ecirc;n ngo&agrave;i sẽ bị loại trừ khỏi khu vực m&aacute;y th&ocirc;ng qua một tấm m&agrave;n cuộn (roller shade), trong khi đ&oacute; c&aacute;c b&oacute;ng đ&egrave;n trong m&aacute;y sẽ chiếu s&aacute;ng.</span></p>\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">&nbsp;</span></p>\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">Bộ điều khiển v&agrave; m&agrave;n h&igrave;nh kỹ thuật số được đặt tr&ecirc;n bảng điều khiển vận h&agrave;nh đơn giản th&ocirc;ng qua việc y&ecirc;u cầu c&agrave;i đặt trước quy tr&igrave;nh thử nghiệm của m&aacute;y. Chỉ cần c&agrave;i đặt kh&iacute; ozone, nhiệt độ, độ ẩm (chỉ được &aacute;p dụng cho m&aacute;y HTE 903), thời gian bắt đầu/ho&agrave;n th&agrave;nh/xả kh&iacute;.</span></p>\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">&nbsp;</span></p>\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">Nồng độ kh&iacute; ozone c&oacute; thể kh&aacute;c nhau từ 1 đến 500pphm (c&oacute; thể chọn lựa từ 1 đến 2000pphm) v&agrave; m&aacute;y sẽ tự động kiểm so&aacute;t. Nồng độ kh&iacute; được c&agrave;i đặt trước v&agrave; nồng độ kh&iacute; được kiểm so&aacute;t sẽ hiển thị bằng số v&agrave; nồng độ được kiểm so&aacute;t đồng thời được lưu lại.</span></p>\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">&nbsp;</span></p>\r\n<p><strong><span style=\"font-family: times new roman,times; font-size: medium;\">Kh&iacute; ozone</span></strong></p>\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">Bộ điều khiển kỹ thuật số hiển thị tỷ lệ v&agrave; hệ thống chuyển mạch tự động (switching automatic servo system) kiểm so&aacute;t lượng kh&iacute; ozone, c&oacute; 03 mức: nồng độ kh&iacute; ozone (đo theo đơn vị pphm theo NPT) 0-100, 0-250, 0-500. Độ ch&iacute;nh x&aacute;c &plusmn; 5% F.S.D. hoặc tốt hơn, đặc biệt l&agrave; &plusmn; 2pphm khi nồng độ ozone ở mức 50pphm, được đo trong điều kiện hấp thụ ổn định. Thời gian đo sau khi đặt mẫu thử v&agrave;o: 10% trong khoảng thời gian c&agrave;i đặt l&agrave; 15 ph&uacute;t.</span></p>\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">Khả năng ph&aacute;t sinh kh&iacute; ozone của đ&egrave;n ozone tia UV với khả năng ph&aacute;t sinh ra kh&iacute; ozone tối đa gần 50.000 pphm x l&iacute;t/ph&uacute;t, v&iacute; dụ như 200pphm sẽ ph&aacute;t sinh lượng kh&iacute; 250 l&iacute;t/ph&uacute;t. C&oacute; thể chọn lựa mức ph&aacute;t sinh cao l&agrave; 2000pphm (sử dụng với m&aacute;y ph&acirc;n t&iacute;ch tia UV). Kh&ocirc;ng kh&iacute; được biến đổi th&agrave;nh kh&iacute; ozone ở mức 50-500L/ph&uacute;t , cho ph&eacute;p tối đa 3 luồng kh&iacute; được biến đổi trong mỗi ph&uacute;t v&agrave; vận tốc đạt hiệu quả cao l&agrave; từ 3.3 đến 33.3mm/gi&acirc;y. Tốc độ quay của c&aacute;nh quạt b&ecirc;n trong c&oacute; thể chuyển đổi để tạo ra vận tốc l&agrave; 60cm/gi&acirc;y theo như ti&ecirc;u chuẩn ASTM D 1149. Độ sai số cho nồng độ kh&iacute; ozone l&agrave; &plusmn; 2pphm. Độ ch&iacute;nh x&aacute;c được kiểm so&aacute;t l&agrave; 4% so với gi&aacute; trị đ&atilde; c&agrave;i đặt [4% of set value] (&plusmn; 2pphm ở mức 50pphm).</span></p>\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">Quạt lưu th&ocirc;ng theo ti&ecirc;u chuẩn ASTM 1149.</span></p>\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">Thời gian l&agrave;m thử nghiệm: tự động lập tr&igrave;nh trong 7 ng&agrave;y, gồm thời gian thử nghiệm bắt dầu &ndash; kết th&uacute;c v&agrave; xả kh&iacute;.</span></p>\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">&nbsp;</span></p>\r\n<p><strong><span style=\"font-family: times new roman,times; font-size: medium;\">HTE 703</span></strong></p>\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">Lựa chọn nhiệt độ cho mẫu m&aacute;y 703: 0<sup>o</sup>C đến 70<sup>o</sup>C (*). 10<sup>o</sup>C đến 70<sup>o</sup>C. Nhiệt độ xung quanh (+ 5)<sup>o</sup>C đến 0<sup>o</sup>C.</span></p>\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">(*) Việc kiểm tra vật liệu cao su ở nhiệt độ thấp dưới 0<sup>o</sup>C sẽ được lưu lại ở dạng văn bản v&agrave; những kết luận từ việc kiểm tra, c&oacute; sử dụng c&aacute;c loại m&aacute;y kiểm tra ở nhiệt độ thấp của SATRA sẽ&nbsp; quan trọng cho việc ph&aacute;t triển phương ph&aacute;p khử ozone trong tương lai.</span></p>\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">Kiểm so&aacute;t nhiệt độ: &plusmn; 1<sup>o</sup>C ở mức 40<sup>o</sup>C v&agrave; &plusmn; 3<sup>o</sup>C nếu ở mức 70<sup>o</sup>C. Thời gian toả nhiệt v&agrave; kh&iacute; ozone tuỳ thuộc v&agrave;o việc đặt mẫu thử, &lt;10% thời gian đ&atilde; c&agrave;i đặt sau 15 ph&uacute;t v&agrave; 4% sau 30 ph&uacute;t (thời gian bắt đầu l&agrave;m lạnh sẽ rất kh&aacute;c nhau).</span></p>\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">Nguồn điện cho ph&eacute;p 220-240/1/50/60, c&ocirc;ng suất 2kVA v&agrave; kh&ocirc;ng bị ảnh hưởng do sự biến thi&ecirc;n 10% so với b&igrave;nh thường.</span></p>\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">&nbsp;</span></p>\r\n<p><strong><span style=\"font-family: times new roman,times; font-size: medium;\">HTE 903</span></strong></p>\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">Nhiệt độ cho mẫu m&aacute;y 903: 23<sup>o</sup>C đến 70<sup>o</sup>C. Tất cả c&aacute;c mức nhiệt độ sẽ được tự động kiểm so&aacute;t bằng một bộ điều khiển tỷ lệ nhiệt độ kỹ thuật số hiển thị v&agrave; được lưu lại tr&ecirc;n đồ thị.</span></p>\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">Kiểm so&aacute;t độ ẩm cho m&aacute;y 903: 50% đến 80% RH tr&ecirc;n nền nhiệt độ của m&aacute;y từ 23<sup>o</sup>C đến 40<sup>o</sup>C.</span></p>\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">Kiểm so&aacute;t ở mức &plusmn; 5% RH nếu nhiệt độ kh&ocirc;ng thay đổi. Bộ điều khiển kỹ thuật số gắn với 03 thiết bị lưu đồ thị.</span></p>\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">Nguồn nước: nhiệt độ tối đa 15<sup>o</sup>C. &Aacute;p suất tối thiểu l&ecirc;n 02 thanh (minimum pressure 2 bars). D&ograve;ng chảy tối đa phải đạt 80L/giờ. Nếu như l&agrave; loại nước cứng, n&ecirc;n sử dụng một l&ograve; nung v&agrave; nếu kh&ocirc;ng thể duy tr&igrave; nhiệt độ nước tối đa 15<sup>o</sup>C th&igrave; cần phải sử dụng một hệ thống l&agrave;m lạnh tuần ho&agrave;n.</span></p>\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">Nguồn điện cho ph&eacute;p 220-240/1/50/60 c&oacute; c&ocirc;ng suất 3kVA v&agrave; kh&ocirc;ng bị ảnh hưởng do sự biến thi&ecirc;n 10% so với b&igrave;nh thường.</span></p>', '<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium;\">SATRA ozone testing technology has evolved as a result of more than 30 years of experience. State-of the-art technology and construction techniques have been combined with expertise to produce a reliable, accurate, fully automated, labour and cost saving unit which is truly environmentally safe.</span></p>\r\n<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium;\">&nbsp;</span></p>\r\n<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium;\">An integral closed loop air-ozone system ensures that hazardous ozone gas is contained internally &ndash; eliminating the need to provide additional external venting and filtering of the spent gases.</span></p>\r\n<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium;\">&nbsp;</span></p>\r\n<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium;\">The heavy duty aluminum exposure chamber has an anti-corrosive interior and is complete with racking system to accept sample-mounting apparatus. A range of static and dynamic sample holders to international standards is available. Access is via a double-glazed, airtight and safety interlocked door.</span></p>\r\n<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium;\">&nbsp;</span></p>\r\n<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium;\">Entry to the test area is prevented until the interior environment reverts to safe ambient levels. Exterior lighting is excluded from the test area via a roller shade, while the interior can be lit by the integral test inspection lamp.</span></p>\r\n<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium;\">&nbsp;</span></p>\r\n<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium;\">Controls and digital displays are logically laid out on a control panel and reflect the simplicity of operation required to set up a test routine. Just set the ozone, temperature, relative humidity (903 only), test start/finish/purge time sequence.</span></p>\r\n<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium;\">&nbsp;</span></p>\r\n<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium;\">The ozone concentration is variable from 1 to 500pphm (1 to 2000pphm option) and is automatically controlled and monitored. The set concentration and monitored concentration are digitally displayed, with the monitored concentration simultaneously recorded.</span></p>\r\n<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium;\">&nbsp;</span></p>\r\n<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>HTE 703</strong><br />Temperature Ranges options for Model 703: 0&deg;C to 70&deg;C.* 10&deg;C to 70&deg;C. Ambient (+ 5)&deg;C to 0&deg;C.</span></p>\r\n<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium;\">*The testing of rubber at low temperatures 0&deg;C is well documented and conclusions from experiments, undertaken using low temperature SATRA test chambers may have an important bearing on the future development of ozone test methods.</span></p>\r\n<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium;\">Temperature control accuracy: &plusmn; 1&deg;C at 40&deg;C and &plusmn; 3&deg;C at 70&deg;C. Typical temperature and ozone recovery period following sample insertion&lt;10% of set point after 15minutes and 4% after 30minutes (cold start times will vary).</span></p>\r\n<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium;\">Electrical supply 220 - 240/1/50/60 rated at 2kVA system unaffected by variations of 10% from normal.</span></p>\r\n<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium;\">&nbsp;</span></p>\r\n<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>HTE 903</strong><br />Temperature Range for 903model: 23&deg;C to 70&deg;C All ranges are automatically controlled by a solid state digital proportional controller temperature digitally displayed and simultaneously recorded on the integral chart recorder.</span></p>\r\n<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium;\">Relative Humidity control for model 903: Range 50% to 80% RH over exposure chamber temperature range of 23&deg;C to 40&deg;C.</span></p>\r\n<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium;\">Control &plusmn; 5% RH at constant temperature. Digital proportional controller working in conjunction with a three channel chart recorder.</span></p>\r\n<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium;\">Water supply: Maximum temperature 15&deg;C. Minimum pressure 2 bars. Maximum flow required 80 L/hour. In areas of hard water a de-calcinator should be used and where a maximum water temperature of 15&deg;C cannot be maintained a recirculation chiller system should be employed.</span></p>\r\n<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium;\">Electrical supply 220 - 240/1/50/60 rated at 3kVA system unaffected by variations of 10% from normal.</span></p>\r\n<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium;\">&nbsp;</span></p>', '', 'OZONE TEST CHAMBERS, MÁY KHỬ OZONE, HTE 703/903', 'OZONE TEST CHAMBERS', 'OZONE TEST CHAMBERS', 'OZONE TEST CHAMBERS', 1, 1, 1393475369, 1480439900, 2287, '', ''),
(656, 0, 0, 0, 122, 0, 0, 0, 0, 'resilience-elasticity-tester_07003164.JPG', 'resilience-elasticity-tester_07003164_150x101.385041551.jpg', 'MÁY ĐO ĐỘ ĐÀN HỒI', 'RESILIENCE ELASTICITY TESTER', '', 'resilience-elasticity-tester', 'STD 645 là loại máy để bàn được thiết kế để đáp ứng yêu cầu của ngành công nghiệp cao su. Tính đàn hồi tạo điều kiện để thực hiện phương pháp đo khả năng giảm sốc đơn giản và có thể được sử dụng cùng với đồng hồ đo độ cứng để kiểm định các yếu tố cơ bản.', 'STD 645 is a sturdy bench-mounted instrument designed to meet the requirements of the rubber industry. ', '', 0, 'STD 645', '<p style=\"text-align:justify;line-height:20.0pt;\"><span style=\"font-size:14px;\"><span style=\"font-family: times new roman,times,serif;\">STD 645 là loại máy để bàn được thiết kế để đáp ứng yêu cầu của ngành công nghiệp cao su. Tính đàn hồi tạo điều kiện để thực hiện phương pháp đo khả năng giảm sốc đơn giản và có thể được sử dụng cùng với đồng hồ đo độ cứng để kiểm định các yếu tố cơ bản.</span></span></p>\r\n\r\n<p><span style=\"font-size:14px;\"><span style=\"font-family: times new roman,times,serif;\">Mẫu thử được đặt phía trước một cái đe đã được mài nhẵn và được cố định bởi những cái ngàm. Tuỳ theo độ dày của mẫu thử mà điều chỉnh cho phù hợp. Quả lắc sẽ lắc tự do theo phương nằm ngang và tác dụng lực lên mẫu thử tại một điểm nào đó theo phương thẳng đứng. Độ nảy cao của quả lắc được thể hiện bằng tỷ lệ phần trăm của khoảng cách từ quả lắc so với điểm bắt đầu.</span></span></p>\r\n', '<p><span><span><span>STD 645 is a sturdy bench-mounted instrument designed to meet the requirements of the rubber industry.</span></span></span></p>\r\n\r\n<p><span><span><span>Rebound resilience (elasticity) facilitates a simple method of measuring damping properties and is commonly used in conjunction with hardness testing for basic quality control.</span></span></span></p>\r\n\r\n<p><span><span><span>The sample is located against a polished anvil and secured by spring clips. Adjustment can be made to accommodate differences in sample thickness. The pendulum is released from a horizontal position and strikes the sample at a vertical point. Its rebound height is displayed digitally as a percentage of its distance from the horizontal start position.</span></span></span></p>\r\n', '', 'RESILIENCE ELASTICITY TESTER, MÁY ĐO ĐỘ ĐÀN HỒI, STD 645', 'RESILIENCE ELASTICITY TESTER, MÁY ĐO ĐỘ ĐÀN HỒI, STD 645', 'RESILIENCE ELASTICITY TESTER, MÁY ĐO ĐỘ ĐÀN HỒI, STD 645', 'RESILIENCE ELASTICITY TESTER, MÁY ĐO ĐỘ ĐÀN HỒI, STD 645', 7, 1, 1393475641, 1481471149, 1917, 'DIN 53512, ISO 4662', ''),
(659, 0, 0, 0, 108, 0, 0, 0, 0, 'crock-meter_39405982.JPG', 'crock-meter_39405982_150x75.8581235698.jpg', 'MÁY THỬ MÀI MÒN MA SÁT', 'CROCKMETER', '', 'crockmeter', 'Máy thử mài mòn do ma sát được dùng để xác định mức độ màu sắc được in lên bề mặt vật liệu này từ bề mặt một vật liệu khác bằng cách chà xát. Thiết bị này có tên là “crocking” có nghĩa là màu sắc của vật liệu được chuyển từ mẫu thử sang một loại vải ẩm hoặc khô đang chà xát lên bề mặt mẫu thử.', 'This test is designed for determining the degree of colour which may be transferred from the surface of coloured materials to other surfaces by rubbing. The machine takes its name from the term ‘crocking’ meaning the transfer of colouring matter or other ', '', 0, 'STD 422', '<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Máy thử mài mòn do ma sát được dùng để xác định mức độ màu sắc được in lên bề mặt vật liệu này từ bề mặt một vật liệu khác bằng cách chà xát. Thiết bị này có tên là “crocking” có nghĩa là màu sắc của vật liệu được chuyển từ mẫu thử sang một loại vải ẩm hoặc khô đang chà xát lên bề mặt mẫu thử.</span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\"> </span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\"><span style=\"font-family: terminal,monaco; font-size: medium;\">Máy thử mài mòn do ma sát </span>STD 422 có một cái bệ để đặt mẫu thử. Một cơ chế trượt được lắp đặt để trụ mài di chuyển dọc theo mẫu thử. Đầu trụ mài được bọc một miếng vải và có một lực đã xác định trước tác dụng lên thanh chà xát trong khi trượt. Vật liệu da nhuộm màu thường được kiểm tra bằng cách sử dụng một miếng vải đã được tẩy trắng – với vật liệu da màu trắng thì sử dụng loại vải bền màu có màu đen.</span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\"> </span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Sự di chuyển của thanh chà xát được thực hiện bằng tay quay. Một lần kiểm tra thường có 10 lần quay và mỗi giây quay 01 lần. Việc đánh giá độ chuyển màu sẽ dựa trên thước xám (Grey scale).</span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\"> </span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Vải màu trắng, theo tiêu chuẩn GSTD422CL/500, sử dụng việc chà xát và dùng <span style=\"font-family: terminal,monaco; font-size: medium;\">thước xám (Grey scale)</span> để so sánh.</span></p>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><strong>Tiêu chuẩn áp dụng: SATRA TM167; AATCC Method 8</strong></span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p> </p>\r\n', '<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">This test is designed for determining the degree of colour which may be transferred from the surface of coloured materials to other surfaces by rubbing. The machine takes its name from the term ‘crocking’ meaning the transfer of colouring matter or other substances from the test sample to a wet or dry cloth rubbed against it.</span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">The STD 422 consists of a base on to which the sample to be tested is secured. A sliding mechanism is arranged to traverse a finger along the sample. The end of the finger is covered by a piece of cloth and a pre-determined load is also applied to the finger during the sliding motion. Coloured leathers are usually tested using a white bleached cloth — for white leathers a black colour-fast cloth is employed.</span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">The movement of the finger is obtained from a cranked drive by means of a handle. A test would normally consist of 10 turns of the handle at 1 turn/second. Assessment of colour transfer is made using the grey scale.</span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">The white cloth, GSTD422CL/500, used for rubbing and the grey scales are available from SATRA Equipment Sales.</span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><strong>Standard application: SATRA TM167; AATCC Method 8</strong></span></span></p>\r\n', '', 'CROCKMETER, MÁY THỬ MÀI MÒN MA SÁT', 'CROCKMETER, MÁY THỬ MÀI MÒN DO MA SÁT', 'CROCKMETER, MÁY THỬ MÀI MÒN MA SÁT', 'CROCKMETER, MÁY THỬ MÀI MÒN MA SÁT', 2, 1, 1393475840, 1488016232, 3370, 'SATRA TM167; AATCC Method 8', ''),
(746, 0, 0, 0, 110, 0, 0, 0, 0, 'martindale-abrasion-tester_17798372.png', 'martindale-abrasion-tester_17798372_150x102.3.png', 'MÁY THỬ MÀI MÒN MARTINDALE', 'MARTINDALE ABRASION TESTER', '', 'martindale-abrasion-tester', 'Máy thử mài mòn Martindale này lý tưởng cho việc xác định khả năng kháng mài mòn của tất cả các loại vật liệu vải sợi và da dùng cho các sản phẩm như giày, bọc nệm, quần áo, găng tay và nhiều sản phẩm khác. Máy thử mài mònMartindale đạt tiêu chuẩn quốc tế về kiểm tra độ mài mòn của vật liệu vải sợi và cũng được dùng để xác định độ nhạy cảm của vật liệu vải sợi khi vải bị xù lông.', 'This machine is ideal for determining the abrasion resistance of all types of fabrics and leather used for footwear, upholstery, clothing, gloves and many other products. The Martindale is the internationally-accepted test standard for wear of fabrics and it is also used for determining the susceptibility of fabrics to pilling.', '', 0, 'STM 633', '<div class=\"noidung\">\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Máy thử mài mòn Martindale này lý tưởng cho việc xác định khả năng kháng mài mòn của tất cả các loại vật liệu vải sợi và da dùng cho các sản phẩm như giày, bọc nệm, quần áo, găng tay và nhiều sản phẩm khác. Máy thử mài mònMartindale đạt tiêu chuẩn quốc tế về kiểm tra độ mài mòn của vật liệu vải sợi và cũng được dùng để xác định độ nhạy cảm của vật liệu vải sợi khi vải bị xù lông.</span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\"> </span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Máy STM 633 còn được dùng để kiểm tra khả năng kháng mài mòn của các loại găng tay có chất liệu cao su, nhựa và vải bọc cao su bằng cách thay thế các loại vật liệu mài tiêu chuẩn bằng một loại giấy mài.</span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\"> </span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Chiếc máy cũng dùng để làm các thí nghiệm về độ bám bẩn của các loại vật liệu sáng màu. Một loại vải sợi được nhuộm màu đặc biệt sẽ thay thế các vật liệu mài tiêu chuẩn trong kiểm tra này.</span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\"> </span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Máy sẽ đi kèm với một lượng vải dùng để làm vật liệu mài tiêu chuẩn.</span></p>\r\n\r\n<p> </p>\r\n\r\n<p><strong><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Tiêu chuẩn áp dụng: SATRA TM31, EN ISO 20344</span></span></strong></p>\r\n</div>\r\n', '<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\">This machine is ideal for determining the abrasion resistance of all types of fabrics and leather used for footwear, upholstery, clothing, gloves and many other products. The Martindale is the internationally-accepted test standard for wear of fabrics and it is also used for determining the susceptibility of fabrics to pilling.</span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\"> </span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\">The STM 633 can also be used for testing the abrasion resistance of rubber gloves, plastic and rubber coated fabrics by substituting the standard abradant with a grit paper.</span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\"> </span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\">The machine can be used for soiling test for light colored materials. A specially inked fabric replaces the standard abradant for this test.</span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\"> </span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\">An initial amount of the standard abrasive fabric is supplied with the machine.</span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"> </p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><strong><span style=\"color: rgb(0, 0, 0);\">Standard application: </span>SATRA TM31, EN ISO 20344</strong></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"> </p>\r\n', '', 'MARTINDALE ABRASION TESTER, MÁY THỬ MÀI MÒN MARTINDALE, STM 633', 'MARTINDALE ABRASION TESTER, MÁY THỬ MÀI MÒN MARTINDALE, STM 633', 'MARTINDALE ABRASION TESTER, MÁY THỬ MÀI MÒN MARTINDALE, STM 633', 'MARTINDALE ABRASION TESTER, MÁY THỬ MÀI MÒN MARTINDALE, STM 633', 1, 1, 1479661070, 1488005590, 1894, 'SATRA TM31, EN ISO 20344', ''),
(661, 0, 0, 0, 0, 0, 0, 0, 0, 'sample-cutter_24590313.JPG', 'sample-cutter_24590313_150x115.14084507.jpg', 'DỤNG CỤ CẮT MẪU', 'SAMPLE CUTTER', '', 'sample-cutter', 'The cutters are designed to precisely cut samples (100 cm2) out of various materials, such as woven, non-woven and knitted fabric, carpet, film or paper. ', 'The cutters are designed to precisely cut samples (100 cm2) out of various materials, such as woven, non-woven and knitted fabric, carpet, film or paper. ', '', 0, 'KT/CC-100', '<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium;\">The cutters are designed to precisely cut samples (100 cm<sup>2</sup>) out of various materials, such as woven, non-woven and knitted fabric, carpet, film or paper.</span></p>\r\n<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium;\">These cutters are recommended for determination of weight per unit area.</span></p>\r\n<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>&nbsp;</strong></span></p>\r\n<p style=\"text-align: justify;\"><span style=\"text-decoration: underline;\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Features</strong></span></span></p>\r\n<ul style=\"text-align: justify;\">\r\n<li><span style=\"font-family: times new roman,times; font-size: medium;\">Easy to use</span></li>\r\n<li><span style=\"font-family: times new roman,times; font-size: medium;\">Rugged design</span></li>\r\n<li><span style=\"font-family: times new roman,times; font-size: medium;\">4 High quality blades for precision cut</span></li>\r\n</ul>\r\n<p style=\"text-align: justify;\"><span style=\"text-decoration: underline;\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>&nbsp;</strong></span></span></p>\r\n<p><span style=\"text-decoration: underline;\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Specifications</strong></span></span></p>\r\n<table class=\"table_colorbg_1\" style=\"width: 482px; height: 213px;\" border=\"0\" cellspacing=\"0\" cellpadding=\"0\">\r\n<thead>\r\n<tr><th scope=\"row\">\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">&nbsp;</span></p>\r\n</th><th scope=\"col\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Model</strong><strong>240</strong></span></p>\r\n</th><th scope=\"col\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">Model 230</span></p>\r\n</th></tr>\r\n</thead>\r\n<tbody>\r\n<tr><th style=\"text-align: left;\" scope=\"row\">\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">Cutting thickness</span></p>\r\n</th>\r\n<td>\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">Max. 3 mm</span></p>\r\n</td>\r\n<td>\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">Max. 10 mm</span></p>\r\n</td>\r\n</tr>\r\n<tr><th style=\"text-align: left;\" scope=\"row\">\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">Sample cutout</span></p>\r\n</th>\r\n<td>\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">100 cm<sup>2</sup></span></p>\r\n</td>\r\n<td>\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">100 cm<sup>2</sup></span></p>\r\n</td>\r\n</tr>\r\n<tr><th style=\"text-align: left;\" scope=\"row\">\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">Net weight</span></p>\r\n</th>\r\n<td>\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">1700 g</span></p>\r\n</td>\r\n<td>\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">1700 g</span></p>\r\n</td>\r\n</tr>\r\n<tr><th style=\"text-align: left;\" scope=\"row\">\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">Gross weight</span></p>\r\n</th>\r\n<td>\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">2300 g</span></p>\r\n</td>\r\n<td>\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">2400 g</span></p>\r\n</td>\r\n</tr>\r\n<tr><th style=\"text-align: left;\" scope=\"row\">\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">Dimensions &Oslash;</span></p>\r\n</th>\r\n<td>\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">165 mm</span></p>\r\n</td>\r\n<td>\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">165 mm</span></p>\r\n</td>\r\n</tr>\r\n<tr><th style=\"text-align: left;\" scope=\"row\">\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">Dimensions H</span></p>\r\n</th>\r\n<td>\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">115 mm</span></p>\r\n</td>\r\n<td>\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">110 mm</span></p>\r\n</td>\r\n</tr>\r\n<tr><th style=\"text-align: left;\" scope=\"row\">\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">Blades</span></p>\r\n</th>\r\n<td>\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">4 pcs.</span></p>\r\n</td>\r\n<td>\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">4 pcs.</span></p>\r\n</td>\r\n</tr>\r\n</tbody>\r\n</table>', '<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium;\">The cutters are designed to precisely cut samples (100 cm<sup>2</sup>) out of various materials, such as woven, non-woven and knitted fabric, carpet, film or paper.</span></p>\r\n<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium;\">These cutters are recommended for determination of weight per unit area.</span></p>\r\n<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>&nbsp;</strong></span></p>\r\n<p style=\"text-align: justify;\"><span style=\"text-decoration: underline;\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Features</strong></span></span></p>\r\n<ul style=\"text-align: justify;\">\r\n<li><span style=\"font-family: times new roman,times; font-size: medium;\">Easy to use</span></li>\r\n<li><span style=\"font-family: times new roman,times; font-size: medium;\">Rugged design</span></li>\r\n<li><span style=\"font-family: times new roman,times; font-size: medium;\">4 High quality blades for precision cut</span></li>\r\n</ul>\r\n<p style=\"text-align: justify;\"><span style=\"text-decoration: underline;\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>&nbsp;</strong></span></span></p>\r\n<p><span style=\"text-decoration: underline;\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Specifications</strong></span></span></p>\r\n<table class=\"table_colorbg_1\" style=\"width: 482px; height: 213px;\" border=\"0\" cellspacing=\"0\" cellpadding=\"0\">\r\n<thead>\r\n<tr><th scope=\"row\">\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">&nbsp;</span></p>\r\n</th><th scope=\"col\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Model</strong><strong>240</strong></span></p>\r\n</th><th scope=\"col\">\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">Model 230</span></p>\r\n</th></tr>\r\n</thead>\r\n<tbody>\r\n<tr><th style=\"text-align: left;\" scope=\"row\">\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">Cutting thickness</span></p>\r\n</th>\r\n<td>\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">Max. 3 mm</span></p>\r\n</td>\r\n<td>\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">Max. 10 mm</span></p>\r\n</td>\r\n</tr>\r\n<tr><th style=\"text-align: left;\" scope=\"row\">\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">Sample cutout</span></p>\r\n</th>\r\n<td>\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">100 cm<sup>2</sup></span></p>\r\n</td>\r\n<td>\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">100 cm<sup>2</sup></span></p>\r\n</td>\r\n</tr>\r\n<tr><th style=\"text-align: left;\" scope=\"row\">\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">Net weight</span></p>\r\n</th>\r\n<td>\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">1700 g</span></p>\r\n</td>\r\n<td>\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">1700 g</span></p>\r\n</td>\r\n</tr>\r\n<tr><th style=\"text-align: left;\" scope=\"row\">\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">Gross weight</span></p>\r\n</th>\r\n<td>\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">2300 g</span></p>\r\n</td>\r\n<td>\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">2400 g</span></p>\r\n</td>\r\n</tr>\r\n<tr><th style=\"text-align: left;\" scope=\"row\">\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">Dimensions &Oslash;</span></p>\r\n</th>\r\n<td>\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">165 mm</span></p>\r\n</td>\r\n<td>\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">165 mm</span></p>\r\n</td>\r\n</tr>\r\n<tr><th style=\"text-align: left;\" scope=\"row\">\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">Dimensions H</span></p>\r\n</th>\r\n<td>\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">115 mm</span></p>\r\n</td>\r\n<td>\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">110 mm</span></p>\r\n</td>\r\n</tr>\r\n<tr><th style=\"text-align: left;\" scope=\"row\">\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">Blades</span></p>\r\n</th>\r\n<td>\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">4 pcs.</span></p>\r\n</td>\r\n<td>\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">4 pcs.</span></p>\r\n</td>\r\n</tr>\r\n</tbody>\r\n</table>', '', 'SAMPLE CUTTER, DỤNG CỤ CẮT MẪU, KT/CC-100', 'SAMPLE CUTTER', 'SAMPLE CUTTER', 'SAMPLE CUTTER', 10, 1, 1393477177, 1480440687, 2166, '', ''),
(698, 0, 0, 0, 109, 0, 0, 0, 0, 'whole-shoe-flexing-machine_23372226.jpg', 'whole-shoe-flexing-machine_23372226_150x122.571428571.jpg', 'MÁY THỬ GẬP GIÀY THÀNH PHẨM', 'WHOLE SHOE FLEXING MACHINE', '', 'whole-shoe-flexing-machine', 'Máy thử gập giày thành phẩm đã được cải tiến để đánh giá độ bền uốn cong của sản phẩm giày hoàn chỉnh trong điều kiện ẩm và khô. Máy có 02 dạng, máy một khung và máy 02 khung, máy mô phỏng động tác uốn gập để làm mài mòn giày. Góc gập có thể được điều chỉnh lên đến 50 độ.', 'The STM 184 flexing machine has been developed to assess the flexing endurance of completed\r\nfootwear in wet and dry conditions. The machine is supplied in both single or twin station formats\r\nand the action simulates the flexing of footwear during wear.', '', 0, 'STM 184', '<p><span style=\"font-family: terminal,monaco; font-size: medium;\">     Máy thử gập giày thành phẩm đã được cải tiến để đánh giá độ bền uốn cong của sản phẩm giày hoàn chỉnh trong điều kiện ẩm và khô. Máy có 02 dạng, máy một khung và máy 02 khung, máy mô phỏng động tác uốn gập để làm mài mòn giày. Góc gập có thể được điều chỉnh lên đến 50<sup>o</sup>. Máy cũng kiểm tra để dự đoán mức độ hư hỏng của giày khi sử dụng trong thực tế. Máy đặc biệt thích hợp cho việc đánh giá nguy cơ hư hỏng của cấu trúc đế giày. Phần mũi giày được kẹp chặt bào một trong 05 cặp kẹp được đính kèm với máy. Phần gót giày sẽ được giữ ở phía thanh gập. Có một đồng hồ đếm được cài đặt sẵn và khi số lần gập xác định trước đã được thực hiện xong, máy sẽ ngừng hoạt động và chúng ta sẽ lấy giày ra để kiểm tra. Phần chuyển động gập của máy được lắp một khoá an toàn cùng với thiết bị bảo vệ hiện đại nhất để tránh tình trạng kiểm tra giày khi máy còn đang hoạt động. Cấu trúc máy cứng cáp và được phủ một lớp vật liệu chống mài mòn gỉ sét.</span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\"><span style=\"font-family: terminal,monaco; font-size: medium;\">     </span>Có một máy tương tự dùng để kiểm tra loại giày ống cao (mã số STM 184H), mực nước có thể tăng lên để làm ngập phần phía trước giày cho đến độ cao ở dây giày.</span></p>\r\n', '<p> </p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">The STM 184 flexing machine has been developed to assess the flexing endurance of completed footwear in wet and dry conditions. The machine is supplied in both single and twin station formats and the action simulates the flexing of footwear during wear. The angle of flex is adjustable up to 50°. The machine may be used to predict the failure of footwear in wear. It is particularly useful in assessing problems associated with bottom construction. Footwear is clamped to the machine at the toe end using the appropriate toe clamp from one of five pairs supplied. The heel end is secured to the flexing bar. A predetermining counter is fitted and once the appropriate number of flexes has been registered, it will stop the machine so that the shoe can be inspected. The moving parts of the machine are covered by a hinged guard which is fitted with the latest safety device to prevent access while the machine is still in use. The machine is robust and non-corrosive materials are used where applicable in its construction.</span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"> </span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">A similar machine is available for testing high leg boots (STM 184H) where water depth can be increased to cover the whole forepart of the footwear up to eyelet level.</span></p>\r\n', '', 'WHOLE SHOE FLEXING MACHINE, MÁY THỬ GẬP GIÀY THÀNH PHẨM, STM 184', 'WHOLE SHOE FLEXING MACHINE, MÁY THỬ GẬP GIÀY THÀNH PHẨM, STM 184', 'WHOLE SHOE FLEXING MACHINE, MÁY THỬ GẬP GIÀY THÀNH PHẨM, STM 184', 'WHOLE SHOE FLEXING MACHINE, MÁY THỬ GẬP GIÀY THÀNH PHẨM, STM 184', 15, 1, 1403107342, 1482596911, 2191, 'SATRA TM92', '');
INSERT INTO `table_product` (`id`, `id_list`, `id_item`, `id_item1`, `id_cat`, `noibat`, `new`, `hot`, `banchay`, `photo`, `thumb`, `ten_vi`, `ten_en`, `ten_cam`, `tenkhongdau`, `mota_vi`, `mota_en`, `mota_cam`, `gia`, `model`, `noidung_vi`, `noidung_en`, `noidung_cam`, `tags`, `meta_title`, `meta_description`, `meta_keyword`, `stt`, `hienthi`, `ngaytao`, `ngaysua`, `luotxem`, `tieuchuan`, `id_list_arr`) VALUES
(666, 0, 0, 0, 122, 0, 0, 0, 0, 'textile-moisture-meter_95704693.png', 'textile-moisture-meter_95704693_142.18009478673x150.png', 'MÁY ĐO ĐỘ ẨM VẢI DỆT', 'TEXTILE MOISTURE METER', '', 'textile-moisture-meter', 'The textile moisture meter is calibrated and tailor made specifically for the textile industry. The moisture meters analyse the moisture content of solid materials in a host of applications. Easy to use and highly portable, these compact meters deliver instant results with an accuracy of 0.1%. Recommended by official test and research laboratories, this moisture meter is the automatic choice of industrial specialists and scientists worldwide.', 'The textile moisture meter is calibrated and tailor made specifically for the textile industry. The moisture meters analyse the moisture content of solid materials in a host of applications. Easy to use and highly portable, these compact meters deliver instant results with an accuracy of 0.1%. Recommended by official test and research laboratories, this moisture meter is the automatic choice of industrial specialists and scientists worldwide.', '', 0, 'KT/ATM-TEM', '<p style=\"text-align: justify;\"><span style=\"text-decoration: underline;\"><strong><span style=\"font-family: times new roman,times; font-size: medium;\">Descriptions:</span></strong></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium;\">The textile moisture meter is calibrated and tailor made specifically for the textile industry. The moisture meters analyse the moisture content of solid materials in a host of applications. Easy to use and highly portable, these compact meters deliver instant results with an accuracy of 0.1%. Recommended by official test and research laboratories, this moisture meter is the automatic choice of industrial specialists and scientists worldwide.</span></p>\r\n\r\n<p style=\"text-align: justify;\"> </p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"text-decoration: underline;\"><strong><span style=\"font-family: times new roman,times; font-size: medium;\">Specifications:</span></strong></span></p>\r\n\r\n<p> </p>\r\n\r\n<table border=\"1\" cellpadding=\"0\" cellspacing=\"0\">\r\n	<tbody>\r\n		<tr>\r\n			<td width=\"206\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Built in scale</strong></span></p>\r\n			</td>\r\n			<td width=\"414\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\">2.5% ~ 24.5%</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"206\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Additional scales</strong></span></p>\r\n			</td>\r\n			<td width=\"414\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\">centesimal</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"206\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Products measured</strong></span></p>\r\n			</td>\r\n			<td width=\"414\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\">Textiles</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"206\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Product uses</strong></span></p>\r\n			</td>\r\n			<td width=\"414\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\">Textiles</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"206\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Accuracy</strong></span></p>\r\n			</td>\r\n			<td width=\"414\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\">plus/minus 0.1%</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"206\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Reproducibility</strong></span></p>\r\n			</td>\r\n			<td width=\"414\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\">0.2%</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"206\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Operation</strong></span></p>\r\n			</td>\r\n			<td width=\"414\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\">Press the white measuring button and read the result directly on the meter scale.</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"206\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Display</strong></span></p>\r\n			</td>\r\n			<td width=\"414\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\">Analogue</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"206\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Power source</strong></span></p>\r\n			</td>\r\n			<td width=\"414\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\">1 x 9v Battery</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"206\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Power type</strong></span></p>\r\n			</td>\r\n			<td width=\"414\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\">Batteries</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"206\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Dimensions</strong></span></p>\r\n			</td>\r\n			<td width=\"414\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\">115 x 50 x 170 mm (W x H x L)</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"206\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Application industry</strong></span></p>\r\n			</td>\r\n			<td width=\"414\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\">Textile and Leather</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"206\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Sub group</strong></span></p>\r\n			</td>\r\n			<td width=\"414\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\">Textiles</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"206\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Measuring range</strong></span></p>\r\n			</td>\r\n			<td width=\"414\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\">2.5% ~ 24.5%</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"206\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Origin</strong></span></p>\r\n			</td>\r\n			<td width=\"414\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\">Germany</span></p>\r\n			</td>\r\n		</tr>\r\n	</tbody>\r\n</table>\r\n', '<p style=\"text-align: justify;\"><span style=\"text-decoration: underline;\"><strong><span style=\"font-family: times new roman,times; font-size: medium;\">Descriptions:</span></strong></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium;\">The textile moisture meter is calibrated and tailor made specifically for the textile industry. The moisture meters analyse the moisture content of solid materials in a host of applications. Easy to use and highly portable, these compact meters deliver instant results with an accuracy of 0.1%. Recommended by official test and research laboratories, this moisture meter is the automatic choice of industrial specialists and scientists worldwide.</span></p>\r\n\r\n<p style=\"text-align: justify;\"> </p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"text-decoration: underline;\"><strong><span style=\"font-family: times new roman,times; font-size: medium;\">Specifications:</span></strong></span></p>\r\n\r\n<p> </p>\r\n\r\n<table border=\"1\" cellpadding=\"0\" cellspacing=\"0\">\r\n	<tbody>\r\n		<tr>\r\n			<td width=\"206\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Built in scale</strong></span></p>\r\n			</td>\r\n			<td width=\"414\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\">2.5% ~ 24.5%</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"206\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Additional scales</strong></span></p>\r\n			</td>\r\n			<td width=\"414\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\">centesimal</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"206\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Products measured</strong></span></p>\r\n			</td>\r\n			<td width=\"414\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\">Textiles</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"206\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Product uses</strong></span></p>\r\n			</td>\r\n			<td width=\"414\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\">Textiles</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"206\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Accuracy</strong></span></p>\r\n			</td>\r\n			<td width=\"414\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\">plus/minus 0.1%</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"206\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Reproducibility</strong></span></p>\r\n			</td>\r\n			<td width=\"414\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\">0.2%</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"206\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Operation</strong></span></p>\r\n			</td>\r\n			<td width=\"414\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\">Press the white measuring button and read the result directly on the meter scale.</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"206\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Display</strong></span></p>\r\n			</td>\r\n			<td width=\"414\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\">Analogue</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"206\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Power source</strong></span></p>\r\n			</td>\r\n			<td width=\"414\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\">1 x 9v Battery</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"206\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Power type</strong></span></p>\r\n			</td>\r\n			<td width=\"414\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\">Batteries</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"206\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Dimensions</strong></span></p>\r\n			</td>\r\n			<td width=\"414\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\">115 x 50 x 170 mm (W x H x L)</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"206\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Application industry</strong></span></p>\r\n			</td>\r\n			<td width=\"414\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\">Textile and Leather</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"206\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Sub group</strong></span></p>\r\n			</td>\r\n			<td width=\"414\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\">Textiles</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"206\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Measuring range</strong></span></p>\r\n			</td>\r\n			<td width=\"414\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\">2.5% ~ 24.5%</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"206\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Origin</strong></span></p>\r\n			</td>\r\n			<td width=\"414\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\">Germany</span></p>\r\n			</td>\r\n		</tr>\r\n	</tbody>\r\n</table>\r\n', '', 'TEXTILE MOISTURE METER, MÁY ĐO ĐỘ ẨM VẢI DỆT, KT/ATM-TEM', 'TEXTILE MOISTURE METER', 'TEXTILE MOISTURE METER', 'TEXTILE MOISTURE METER', 17, 1, 1393481104, 1482689144, 2128, '', ''),
(668, 0, 0, 0, 122, 0, 0, 0, 0, 'thickness-gauge_98770839.JPG', 'thickness-gauge_98770839_150x110.285132383.jpg', 'ĐỒNG HỒ ĐO ĐỘ DÀY', 'THICKNESS GAUGE', '', 'thickness-gauge', 'Đồng hồ đo độ dày được dùng để đo độ dày của da, vải, giấy, nỉ, cao su, nhôm, nhựa....', 'Thickness gauges are used for measuring the thickness of leather, textiles, cardboard, felt, rubber, sheet metal, foils, plywood, and plastic parts of all kinds, etc. ', '', 0, 'J100 / K200', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Thickness gauges are used for measuring the thickness of leather, textiles, cardboard, felt, rubber, sheet metal, foils, plywood, and plastic parts of all kinds, etc. Depending on the application, the following points are important for selecting the best model:</span></p>\r\n\r\n<ul>\r\n	<li><span style=\"font-family: times new roman,times; font-size: medium;\">Max. resolution required</span></li>\r\n	<li><span style=\"font-family: times new roman,times; font-size: medium;\">Measuring range</span></li>\r\n	<li><span style=\"font-family: times new roman,times; font-size: medium;\">Depth of jaw</span></li>\r\n	<li><span style=\"font-family: times new roman,times; font-size: medium;\">Shape of feelers</span></li>\r\n	<li><span style=\"font-family: times new roman,times; font-size: medium;\">Measurement principle</span></li>\r\n</ul>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">The aluminium housing is lightweight and rugged. It can be easily zeroed by turning the outer knurled ring of the scale.</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"> </span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Specifications</strong></span></p>\r\n\r\n<table border=\"0\" cellpadding=\"0\" cellspacing=\"0\">\r\n	<tbody>\r\n		<tr>\r\n			<td valign=\"top\" width=\"168\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Model</strong></span></p>\r\n			</td>\r\n			<td valign=\"top\" width=\"170\">\r\n			<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>J100</strong></span></p>\r\n			</td>\r\n			<td valign=\"top\" width=\"170\">\r\n			<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>K200</strong></span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td valign=\"top\" width=\"168\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Resolution</strong></span></p>\r\n			</td>\r\n			<td valign=\"top\" width=\"170\">\r\n			<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">0.01 mm</span></p>\r\n			</td>\r\n			<td valign=\"top\" width=\"170\">\r\n			<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">0.1</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td valign=\"top\" width=\"168\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Measuring Range</strong></span></p>\r\n			</td>\r\n			<td valign=\"top\" width=\"170\">\r\n			<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">10 mm</span></p>\r\n			</td>\r\n			<td valign=\"top\" width=\"170\">\r\n			<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">30</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td valign=\"top\" width=\"168\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Depth of Jaws</strong></span></p>\r\n			</td>\r\n			<td valign=\"top\" width=\"170\">\r\n			<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">100 mm</span></p>\r\n			</td>\r\n			<td valign=\"top\" width=\"170\">\r\n			<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">200</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td valign=\"top\" width=\"168\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Scale Diameter</strong></span></p>\r\n			</td>\r\n			<td valign=\"top\" width=\"170\">\r\n			<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">54 mm</span></p>\r\n			</td>\r\n			<td valign=\"top\" width=\"170\">\r\n			<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">54</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td valign=\"top\" width=\"168\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Measuring Pressure</strong></span></p>\r\n			</td>\r\n			<td valign=\"top\" width=\"170\">\r\n			<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">0.8 N</span></p>\r\n			</td>\r\n			<td valign=\"top\" width=\"170\">\r\n			<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">1.8</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td valign=\"top\" width=\"168\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>On Request</strong></span></p>\r\n			</td>\r\n			<td valign=\"top\" width=\"170\">\r\n			<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">0.6 N / 2 N</span></p>\r\n			</td>\r\n			<td valign=\"top\" width=\"170\">\r\n			<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">0.9 / 2.5 N</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td valign=\"top\" width=\"168\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Feeler Shape</strong></span></p>\r\n			</td>\r\n			<td valign=\"top\" width=\"170\">\r\n			<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">a / b / c / d / e</span></p>\r\n			</td>\r\n			<td valign=\"top\" width=\"170\">\r\n			<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">a / b / c / d / e</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td valign=\"top\" width=\"168\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Lifting Wheel</strong></span></p>\r\n			</td>\r\n			<td valign=\"top\" width=\"170\">\r\n			<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">-----</span></p>\r\n			</td>\r\n			<td valign=\"top\" width=\"170\">\r\n			<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">-----</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td valign=\"top\" width=\"168\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Spring Force</strong></span></p>\r\n			</td>\r\n			<td valign=\"top\" width=\"170\">\r\n			<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">-----</span></p>\r\n			</td>\r\n			<td valign=\"top\" width=\"170\">\r\n			<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">-----</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td valign=\"top\" width=\"168\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Net Weight</strong></span></p>\r\n			</td>\r\n			<td valign=\"top\" width=\"170\">\r\n			<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">450 g</span></p>\r\n			</td>\r\n			<td valign=\"top\" width=\"170\">\r\n			<p style=\"text-align: center;\"><span style=\"font-family: times new roman,times; font-size: medium;\">450 g </span></p>\r\n			</td>\r\n		</tr>\r\n	</tbody>\r\n</table>\r\n\r\n<p> </p>\r\n\r\n<p> </p>\r\n', '<p> </p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">Thickness gauges are used for measuring the thickness of leather, textiles, cardboard, felt, rubber, sheet metal, foils, plywood, and plastic parts of all kinds, etc. Depending on the application, the following points are important for selecting the best model:</span></p>\r\n\r\n<ul>\r\n	<li><span style=\"font-family: times new roman,times; font-size: medium;\">Max. resolution required</span></li>\r\n	<li><span style=\"font-family: times new roman,times; font-size: medium;\">Measuring range</span></li>\r\n	<li><span style=\"font-family: times new roman,times; font-size: medium;\">Depth of jaw</span></li>\r\n	<li><span style=\"font-family: times new roman,times; font-size: medium;\">Shape of feelers</span></li>\r\n	<li><span style=\"font-family: times new roman,times; font-size: medium;\">Measurement principle</span></li>\r\n</ul>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">The aluminium housing is lightweight and rugged. It can be easily zeroed by turning the outer knurled ring of the scale.</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"> </span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Specifications</strong></span></p>\r\n\r\n<table border=\"0\" cellpadding=\"0\" cellspacing=\"0\">\r\n	<tbody>\r\n		<tr>\r\n			<td valign=\"top\" width=\"168\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Model</strong></span></p>\r\n			</td>\r\n			<td valign=\"top\" width=\"170\">\r\n			<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>J100</strong></span></p>\r\n			</td>\r\n			<td valign=\"top\" width=\"170\">\r\n			<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>K200</strong></span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td valign=\"top\" width=\"168\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Resolution</strong></span></p>\r\n			</td>\r\n			<td valign=\"top\" width=\"170\">\r\n			<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">0.01 mm</span></p>\r\n			</td>\r\n			<td valign=\"top\" width=\"170\">\r\n			<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">0.1</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td valign=\"top\" width=\"168\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Measuring Range</strong></span></p>\r\n			</td>\r\n			<td valign=\"top\" width=\"170\">\r\n			<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">10 mm</span></p>\r\n			</td>\r\n			<td valign=\"top\" width=\"170\">\r\n			<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">30</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td valign=\"top\" width=\"168\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Depth of Jaws</strong></span></p>\r\n			</td>\r\n			<td valign=\"top\" width=\"170\">\r\n			<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">100 mm</span></p>\r\n			</td>\r\n			<td valign=\"top\" width=\"170\">\r\n			<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">200</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td valign=\"top\" width=\"168\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Scale Diameter</strong></span></p>\r\n			</td>\r\n			<td valign=\"top\" width=\"170\">\r\n			<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">54 mm</span></p>\r\n			</td>\r\n			<td valign=\"top\" width=\"170\">\r\n			<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">54</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td valign=\"top\" width=\"168\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Measuring Pressure</strong></span></p>\r\n			</td>\r\n			<td valign=\"top\" width=\"170\">\r\n			<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">0.8 N</span></p>\r\n			</td>\r\n			<td valign=\"top\" width=\"170\">\r\n			<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">1.8</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td valign=\"top\" width=\"168\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>On Request</strong></span></p>\r\n			</td>\r\n			<td valign=\"top\" width=\"170\">\r\n			<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">0.6 N / 2 N</span></p>\r\n			</td>\r\n			<td valign=\"top\" width=\"170\">\r\n			<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">0.9 / 2.5 N</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td valign=\"top\" width=\"168\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Feeler Shape</strong></span></p>\r\n			</td>\r\n			<td valign=\"top\" width=\"170\">\r\n			<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">a / b / c / d / e</span></p>\r\n			</td>\r\n			<td valign=\"top\" width=\"170\">\r\n			<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">a / b / c / d / e</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td valign=\"top\" width=\"168\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Lifting Wheel</strong></span></p>\r\n			</td>\r\n			<td valign=\"top\" width=\"170\">\r\n			<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">-----</span></p>\r\n			</td>\r\n			<td valign=\"top\" width=\"170\">\r\n			<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">-----</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td valign=\"top\" width=\"168\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Spring Force</strong></span></p>\r\n			</td>\r\n			<td valign=\"top\" width=\"170\">\r\n			<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">-----</span></p>\r\n			</td>\r\n			<td valign=\"top\" width=\"170\">\r\n			<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">-----</span></p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td valign=\"top\" width=\"168\">\r\n			<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>Net Weight</strong></span></p>\r\n			</td>\r\n			<td valign=\"top\" width=\"170\">\r\n			<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\">450 g</span></p>\r\n			</td>\r\n			<td valign=\"top\" width=\"170\">\r\n			<p style=\"text-align: center;\"><span style=\"font-family: times new roman,times; font-size: medium;\">450 g </span></p>\r\n			</td>\r\n		</tr>\r\n	</tbody>\r\n</table>\r\n\r\n<p> </p>\r\n\r\n<p> </p>\r\n', '', 'THICKNESS GAUGE, ĐỒNG HỒ ĐO ĐỘ DÀY, J100 / K200', 'THICKNESS GAUGE', 'THICKNESS GAUGE', 'THICKNESS GAUGE', 8, 1, 1393481213, 1481472329, 2305, '', ''),
(669, 0, 0, 0, 108, 0, 0, 0, 0, 'verivide-colour-assessment_88385940.JPG', 'verivide-colour-assessment_88385940_150x124.198250729.jpg', 'TỦ SO MÀU', 'VERIVIDE COLOUR ASSESSMENT', '', 'verivide-colour-assessment', 'Tủ so màu được dùng để thực hiện đánh giá màu sắc bằng mắt nhìn theo điều kiện đạt chuẩn. Đây là tiêu chuẩn của nền công nghiệp, tủ sử dụng tấm màng chiếu sáng có thể thay đổi và những bóng đèn chấn lưu điện tử.', 'This is used for the visual assessment of colour under standardised conditions. Recognised as an industry standard, this cabinet features membrane switching and electronic ballast control of the lamps. ', '', 0, 'STM 500', '<div class=\"noidung\">\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Tủ so màu được dùng để thực hiện đánh giá màu sắc bằng mắt nhìn theo điều kiện đạt chuẩn. Đây là tiêu chuẩn của nền công nghiệp, tủ sử dụng tấm màng chiếu sáng có thể thay đổi và những bóng đèn chấn lưu điện tử (electronic ballast). Các loại bóng đèn có kích thước 26mm hay 38mm có thể được lắp đặt vào tủ hay kết hợp sử dụng cả 02 loại. Tủ phù hợp sử dụng cho 04 loại đèn chiếu sáng khác nhau.</span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\"> </span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Thiết bị này có thể đáp ứng yêu cầu của nhiều tiêu chuẩn và bao gồm kệ mẫu nghiêng 45<sup>o</sup> như trong hình minh hoạ. Tủ cũng có một đồng hồ đếm giờ theo tiêu chuẩn. Có thể sử dụng kết hợp các loại đèn khác nhau và khi đặt mua cần làm rõ các loại đèn đó. Việc sử dụng kết hợp các loại đèn cũng sẽ được hướng dẫn kỹ lưỡng.</span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\"> </span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Các loại đèn đạt chuẩn (nhiệt độ màu gần đúng):</span></p>\r\n\r\n<ul style=\"list-style-type: circle;\">\r\n	<li><span style=\"font-family: terminal,monaco; font-size: medium;\">D65         Ánh sáng nhân tạo (cấp độ 1) 6500<sup>o</sup>K</span></li>\r\n	<li><span style=\"font-family: terminal,monaco; font-size: medium;\">D652       Ánh sáng nhân tạo (cấp độ 2) 6500<sup>o</sup>K</span></li>\r\n	<li><span style=\"font-family: terminal,monaco; font-size: medium;\">N             Đèn huỳnh quang (ánh sáng tự nhiên) 4000<sup>o</sup>K</span></li>\r\n	<li><span style=\"font-family: terminal,monaco; font-size: medium;\">TL84       Đèn huỳnh quang 4000<sup>o</sup>K</span></li>\r\n	<li><span style=\"font-family: terminal,monaco; font-size: medium;\">TL83       Đèn huỳnh quang 3000<sup>o</sup>K</span></li>\r\n	<li><span style=\"font-family: terminal,monaco; font-size: medium;\">F             Đèn dây tóc (điện gia dụng) 2300 to 28000<sup>o</sup>K</span></li>\r\n	<li><span style=\"font-family: terminal,monaco; font-size: medium;\">UVB       Đèn sử dụng tia cực tím</span></li>\r\n	<li><span style=\"font-family: terminal,monaco; font-size: medium;\">HM         Đồng hồ đếm giờ</span></li>\r\n</ul>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\"> </span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Lưu ý: đèn nhân tạo cấp độ 2 thích hợp sử dụng cho những màu sắc có hệ số phản xạ thấp. Bóng đèn dây tóc được dùng để thử nghiệm cho metamerism BS 950. Đèn sử dụng tia cực tím được dùng để làm xuất hiện các chất nhuộm huỳnh quang và các chất tẩy trắng. Các bóng đèn làm xuất hiện chất nhuộm huỳnh quang chỉ được gắn tối đa 03 bóng.</span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\"> </span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Các loại đèn có thể gắn với nhau theo tiêu chuẩn:</span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">D652FUVB/HM                   D65NFUVB/HM</span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">D65STL84UVB/HM            D65TL83UVB/HM</span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">D65TL84FTL83/HM           D65UVBFUVB/HM</span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">D65TL83FTL84/HM</span></p>\r\n</div>\r\n', '<p><span><span>This is used for the visual assessment of colour under standardised conditions. Recognised as an industry standard, this cabinet features membrane switching and electronic ballast control of the lamps. Either 26mm or 38mm lamps can be installed or a combination of both utilised. The cabinet accommodates up to four different light sources.</span></span></p>\r\n\r\n<p><span><span>The cabinet meets a variety of standards and includes a fixed 45° specimen table as illustrated. An hour meter is also included in the standard supply. A choice of different lamp combinations is available and these should be specified when ordering. A standard lamp combination is supplied in the event that a combination is not specified from the list of standard lamps.</span></span></p>\r\n\r\n<p><span><span><strong>Standard lamps</strong> (Colour temperature approx.):<br />\r\nD65      Artificial daylight (1 Level) 6500°K<br />\r\nD652    Artificial daylight (2 Levels) 6500°K<br />\r\nN         Point of sale lighting (natural lamp) 4000°K<br />\r\nTL84    Point of sale lighting 4000°K<br />\r\nTL83    Point of sale lighting 3000°K<br />\r\nF         Filament (domestic) lighting 2300 to 28000°K<br />\r\nUVB     Ultra-violet<br />\r\nHM      Hour counter</span></span></p>\r\n\r\n<p><span><span>N.B: A second level of daylight is recommended for colours of low reflectance. Filament lighting is required as a test for metamerism BS 950. The ultra-violet lamp is used to reveal the presence of fluorescent dyes and bleaches. Alternative fluorescent lamps can be incorporated up to a maximum of three.</span></span></p>\r\n\r\n<p><span><span><strong>Standard lamp combinations:</strong><br />\r\nD652FUVB/HM D65NFUVB/HM<br />\r\nD65STL84UVB/HM D65TL83UVB/HM<br />\r\nD65TL84FTL83/HM D65UVBFUVB/HM<br />\r\nD65TL83FTL84/HM</span></span></p>\r\n', '', 'VERIVIDE COLOUR ASSESSMENT, TỦ SO MÀU, STM 500', 'VERIVIDE COLOUR ASSESSMENT', 'VERIVIDE COLOUR ASSESSMENT', 'VERIVIDE COLOUR ASSESSMENT', 6, 1, 1393481265, 1480580209, 1969, '', ''),
(748, 0, 0, 0, 122, 0, 0, 0, 0, 'density-scale_42738196.png', 'density-scale_42738196_100.12987012987x150.png', 'CÂN TỶ TRỌNG', 'DENSITY SCALE', '', 'density-scale', 'Cân tỷ trọng được dùng để cân tỷ tr5ong của vật liệu', 'Density scale is used to weigh density of materials', '', 0, 'XS 125A', '<p><span style=\"text-decoration: underline;\"><strong>Features:</strong></span></p>\r\n\r\n<ul>\r\n	<li>Wide range of integrated application programmes</li>\r\n	<li>10 button keyboard</li>\r\n	<li>Application specific display</li>\r\n	<li>Elegant design: robust die-cast aluminium casing</li>\r\n	<li>Fully automatic self calibration system SCS</li>\r\n	<li>Ergonomic, bench-space saving draft shield</li>\r\n	<li>Bright vacuum fluorescent display</li>\r\n	<li>Swiss quality with extended guarantee</li>\r\n	<li>World-wide service</li>\r\n	<li>Internet updates</li>\r\n	<li>Full range from 120g/0.1mg to10, 200g/1g</li>\r\n</ul>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"text-decoration: underline;\"><strong>Specifications:</strong></span></p>\r\n\r\n<p> </p>\r\n\r\n<table border=\"1\" cellpadding=\"0\" cellspacing=\"0\">\r\n	<tbody>\r\n		<tr>\r\n			<td width=\"306\">\r\n			<p><strong>Weighing range</strong></p>\r\n			</td>\r\n			<td width=\"313\">\r\n			<p>125 g</p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"306\">\r\n			<p><strong>Readability</strong></p>\r\n			</td>\r\n			<td width=\"313\">\r\n			<p>0.1 mg</p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"306\">\r\n			<p><strong>Taring range subtractive</strong></p>\r\n			</td>\r\n			<td width=\"313\">\r\n			<p>125 g</p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"306\">\r\n			<p><strong>Reproducibility</strong></p>\r\n			</td>\r\n			<td width=\"313\">\r\n			<p>≤ 0.1 mg</p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"306\">\r\n			<p><strong>Linearity</strong></p>\r\n			</td>\r\n			<td width=\"313\">\r\n			<p>± 0.2 mg</p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"306\">\r\n			<p><strong>Response time</strong></p>\r\n			</td>\r\n			<td width=\"313\">\r\n			<p>» 2~4s</p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"306\">\r\n			<p><strong>Stability</strong></p>\r\n			</td>\r\n			<td width=\"313\">\r\n			<p>Adjustable in 3 steps</p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"306\">\r\n			<p><strong>Temperature of environment</strong></p>\r\n			</td>\r\n			<td width=\"313\">\r\n			<p>0 ~ 40°C</p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"306\">\r\n			<p><strong>Sensitivity drift (10…30°C)</strong></p>\r\n			</td>\r\n			<td width=\"313\">\r\n			<p>± 2ppm/°C</p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"306\">\r\n			<p><strong>Line voltage</strong></p>\r\n			</td>\r\n			<td width=\"313\">\r\n			<p>115/230V</p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"306\">\r\n			<p><strong>Tolerance of voltage variations</strong></p>\r\n			</td>\r\n			<td width=\"313\">\r\n			<p>+15 / -20%</p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"306\">\r\n			<p><strong>Frequency</strong></p>\r\n			</td>\r\n			<td width=\"313\">\r\n			<p>50-60 Hz</p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"306\">\r\n			<p><strong>Power consumption</strong></p>\r\n			</td>\r\n			<td width=\"313\">\r\n			<p>6VA</p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"306\">\r\n			<p><strong>Display</strong></p>\r\n			</td>\r\n			<td width=\"313\">\r\n			<p>Fluorescent optional</p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"306\">\r\n			<p><strong>Dimension (L x W x H)</strong></p>\r\n			</td>\r\n			<td width=\"313\">\r\n			<p>210 x 340 x 345 mm</p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"306\">\r\n			<p><strong>Balance pan chrome nickel steel</strong></p>\r\n			</td>\r\n			<td width=\"313\">\r\n			<p>Φ 80 mm</p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"306\">\r\n			<p><strong>Wind shield</strong></p>\r\n			</td>\r\n			<td width=\"313\">\r\n			<p>240 mm</p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"306\">\r\n			<p><strong>Net weight</strong></p>\r\n			</td>\r\n			<td width=\"313\">\r\n			<p>5.9 kg</p>\r\n			</td>\r\n		</tr>\r\n	</tbody>\r\n</table>\r\n', '<p><span style=\"text-decoration: underline;\"><strong>Features:</strong></span></p>\r\n\r\n<ul>\r\n	<li>Wide range of integrated application programmes</li>\r\n	<li>10 button keyboard</li>\r\n	<li>Application specific display</li>\r\n	<li>Elegant design: robust die-cast aluminium casing</li>\r\n	<li>Fully automatic self calibration system SCS</li>\r\n	<li>Ergonomic, bench-space saving draft shield</li>\r\n	<li>Bright vacuum fluorescent display</li>\r\n	<li>Swiss quality with extended guarantee</li>\r\n	<li>World-wide service</li>\r\n	<li>Internet updates</li>\r\n	<li>Full range from 120g/0.1mg to10, 200g/1g</li>\r\n</ul>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"text-decoration: underline;\"><strong>Specifications:</strong></span></p>\r\n\r\n<p> </p>\r\n\r\n<table border=\"1\" cellpadding=\"0\" cellspacing=\"0\">\r\n	<tbody>\r\n		<tr>\r\n			<td width=\"306\">\r\n			<p><strong>Weighing range</strong></p>\r\n			</td>\r\n			<td width=\"313\">\r\n			<p>125 g</p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"306\">\r\n			<p><strong>Readability</strong></p>\r\n			</td>\r\n			<td width=\"313\">\r\n			<p>0.1 mg</p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"306\">\r\n			<p><strong>Taring range subtractive</strong></p>\r\n			</td>\r\n			<td width=\"313\">\r\n			<p>125 g</p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"306\">\r\n			<p><strong>Reproducibility</strong></p>\r\n			</td>\r\n			<td width=\"313\">\r\n			<p>≤ 0.1 mg</p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"306\">\r\n			<p><strong>Linearity</strong></p>\r\n			</td>\r\n			<td width=\"313\">\r\n			<p>± 0.2 mg</p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"306\">\r\n			<p><strong>Response time</strong></p>\r\n			</td>\r\n			<td width=\"313\">\r\n			<p>» 2~4s</p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"306\">\r\n			<p><strong>Stability</strong></p>\r\n			</td>\r\n			<td width=\"313\">\r\n			<p>Adjustable in 3 steps</p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"306\">\r\n			<p><strong>Temperature of environment</strong></p>\r\n			</td>\r\n			<td width=\"313\">\r\n			<p>0 ~ 40°C</p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"306\">\r\n			<p><strong>Sensitivity drift (10…30°C)</strong></p>\r\n			</td>\r\n			<td width=\"313\">\r\n			<p>± 2ppm/°C</p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"306\">\r\n			<p><strong>Line voltage</strong></p>\r\n			</td>\r\n			<td width=\"313\">\r\n			<p>115/230V</p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"306\">\r\n			<p><strong>Tolerance of voltage variations</strong></p>\r\n			</td>\r\n			<td width=\"313\">\r\n			<p>+15 / -20%</p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"306\">\r\n			<p><strong>Frequency</strong></p>\r\n			</td>\r\n			<td width=\"313\">\r\n			<p>50-60 Hz</p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"306\">\r\n			<p><strong>Power consumption</strong></p>\r\n			</td>\r\n			<td width=\"313\">\r\n			<p>6VA</p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"306\">\r\n			<p><strong>Display</strong></p>\r\n			</td>\r\n			<td width=\"313\">\r\n			<p>Fluorescent optional</p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"306\">\r\n			<p><strong>Dimension (L x W x H)</strong></p>\r\n			</td>\r\n			<td width=\"313\">\r\n			<p>210 x 340 x 345 mm</p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"306\">\r\n			<p><strong>Balance pan chrome nickel steel</strong></p>\r\n			</td>\r\n			<td width=\"313\">\r\n			<p>Φ 80 mm</p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"306\">\r\n			<p><strong>Wind shield</strong></p>\r\n			</td>\r\n			<td width=\"313\">\r\n			<p>240 mm</p>\r\n			</td>\r\n		</tr>\r\n		<tr>\r\n			<td width=\"306\">\r\n			<p><strong>Net weight</strong></p>\r\n			</td>\r\n			<td width=\"313\">\r\n			<p>5.9 kg</p>\r\n			</td>\r\n		</tr>\r\n	</tbody>\r\n</table>\r\n', '', 'CÂN TỶ TRỌNG, DENSITY SCALE, XS 125A', 'CÂN TỶ TRỌNG, DENSITY SCALE, XS 125A', 'CÂN TỶ TRỌNG, DENSITY SCALE, XS 125A', 'CÂN TỶ TRỌNG, DENSITY SCALE, XS 125A', 9, 1, 1479663344, 1481472690, 2223, '', '');
INSERT INTO `table_product` (`id`, `id_list`, `id_item`, `id_item1`, `id_cat`, `noibat`, `new`, `hot`, `banchay`, `photo`, `thumb`, `ten_vi`, `ten_en`, `ten_cam`, `tenkhongdau`, `mota_vi`, `mota_en`, `mota_cam`, `gia`, `model`, `noidung_vi`, `noidung_en`, `noidung_cam`, `tags`, `meta_title`, `meta_description`, `meta_keyword`, `stt`, `hienthi`, `ngaytao`, `ngaysua`, `luotxem`, `tieuchuan`, `id_list_arr`) VALUES
(677, 0, 0, 0, 120, 0, 0, 0, 0, 'tensile-testing-machine_23339748.png', 'tensile-testing-machine_23339748_150x140.83333333333.png', 'MÁY THỬ LỰC KÉO', 'TENSILE TESTING MACHINE', '', 'tensile-testing-machine', 'Máy thử lực kéo là một trong những loại máy có nhiều công dụng ở phòng thí nghiệm. Nó có thể thực hiện nhiều loại thử nghiệm có liên quan đến sức nặng, sự kéo giãn và nén. Đặc biệt lý tưởng cho việc kiểm tra giày, máy SATRA được khen ngợi là loại máy có đa dạng các loại ngàm và kết quả kiểm tra cho thấy có thể ứng dụng cho các quá trình kiểm tra phức tạp.', 'SATRA have now introduced a new tensile testing machine (STM 566) rated up to 5,000N. This machine is a robust twin column model with reliable mechanics incorporating digital software control. ', '', 0, 'STM 566', '<div class=\"noidung\">\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Máy thử lực kéo là một trong những loại máy có nhiều công dụng ở phòng thí nghiệm. Nó có thể thực hiện nhiều loại thử nghiệm có liên quan đến sức nặng, sự kéo giãn và nén. Đặc biệt lý tưởng cho việc kiểm tra giày, máy SATRA được khen ngợi là loại máy có đa dạng các loại ngàm và kết quả kiểm tra cho thấy có thể ứng dụng cho các quá trình kiểm tra phức tạp.</span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\"> </span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Máy SATRA có cấu trúc mạnh mẽ, bảo đảm tận dụng tối đa. Thân máy gồm 02 trụ cao và được gắn vào một bảng xủ lý tạo được sự kết nối 02 chiều giữa 02 cột trụ và phần mềm của SATRA cung cấp những kết quả nhanh chóng và dễ hiểu.</span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\"> </span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Mỗi màn hình cung cấp sự điều khiển cho toàn máy, với đồ thị thời gian và có thêm một số màn hình phụ giúp đồng bộ quá trình thử nghiệm. Có thể cài đặt và lưu lại tiến trình thử nghiệm để truy cập tức thời. Các ổ đĩa lưu trữ dữ liệu và các thông số của máy được cài đặt mật mã bảo vệ, ngăn chặn việc truy cập không được cho phép và xem xét các biên bản thử nghiệm.</span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\"> </span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Phần mềm của SATRA được cung cấp cùng với máy để cài đặt vào ổ cứng máy vi tính.</span></p>\r\n\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\"> </span></p>\r\n\r\n<ul style=\"list-style-type: circle;\">\r\n	<li><span style=\"font-family: terminal,monaco; font-size: medium;\"><strong>STM 566SB</strong>: Đây là loại ngàm hình chữ C thường dùng trong thử nghiệm để kiểm tra độ bám dính của đế giày vào phần mũ giày. Nó cũng có thể được dùng như một loại ngàm thông thường.</span></li>\r\n	<li><span style=\"font-family: terminal,monaco; font-size: medium;\"><strong>STM 566H</strong>: Thiết bị này dùng để xác định độ chắc chắn của miếng đế trong, đặc biệt là vị trí tiếp xúc với gót chân của miếng đế.</span></li>\r\n	<li><span style=\"font-family: terminal,monaco; font-size: medium;\"><strong>STM 566F</strong>: Đây là loại ngàm có nhiều công dụng, đạt chuẩn và phẳng.</span></li>\r\n	<li><span style=\"font-family: terminal,monaco; font-size: medium;\"><strong>STM 566TB</strong><span style=\"text-decoration: underline;\">:</span> Đây là cặp móc neo dùng để xác định sức nặng có thể làm rách hay đứt dây giày.</span></li>\r\n	<li><span style=\"font-family: terminal,monaco; font-size: medium;\"><strong>STM 566HP</strong>: Dùng để đánh giá cường độ cần thiết để lấy đinh ra khỏi gót giày.</span></li>\r\n	<li><span style=\"font-family: terminal,monaco; font-size: medium;\"><strong>STM 566Z</strong>: Kiểm tra mẫu vật liệu bằng lực kéo nằm ngang, thường được gọi là kiểm tra cường lực AZ, thiết bị này dùng để đo cường lực AZ.</span></li>\r\n	<li><span style=\"font-family: terminal,monaco; font-size: medium;\"><strong>STM 566HA</strong> : Dùng để kiểm tra độ chắc chắn của gót giày được gắn vào đế giày.</span></li>\r\n	<li><span style=\"font-family: terminal,monaco; font-size: medium;\"><strong>STM 566AF</strong>: Thiết bị này dùng để kiểm tra độ bám dính của vật liệu da hay vật liệu tổng hợp. Thiết bị này gồm một cái móc gắn vào một cái ngàm và một bản lề giữ mẫu vật liệu gắn vào một cái ngàm khác.</span></li>\r\n	<li><span style=\"font-family: terminal,monaco; font-size: medium;\"><strong>STM 566LH</strong> : Với thiết bị này, các kiểm tra độ nứt của da sẽ được thực hiện để đánh giá lực làm nổ hay rách mẫu vật liệu.</span></li>\r\n	<li><span style=\"font-family: terminal,monaco; font-size: medium;\"><strong>STM 566WT</strong>: Được cung cấp theo số lượng cặp/đôi, vòng tròn phía trên dùng để xác định lực và độ giãn làm đứt mẫu thử.</span></li>\r\n	<li><span style=\"font-family: terminal,monaco; font-size: medium;\"><strong>STM 566NP1</strong>: Thiết bị này dùng để kiểm tra đế giày hoàn chỉnh, với đế giữa bảo vệ để có thể gắn đinh trên đế.</span></li>\r\n	<li><span style=\"font-family: terminal,monaco; font-size: medium;\"><strong>STM 566NP2</strong>: Thiết bị này dùng để kiểm tra đế giữa tách rời để gắn đinh trên đế.</span></li>\r\n	<li><span style=\"font-family: terminal,monaco; font-size: medium;\"><strong>STM 566ST</strong>: Thường được gọi là thiết bị kiểm tra độ rách của vật liệu kiểu Baumann, đây là thiết bị tiêu chuẩn của ngành công nghiệp dùng để kiểm tra lực kéo rách vật liệu da.</span></li>\r\n	<li><span style=\"font-family: terminal,monaco; font-size: medium;\"><strong>STM 566LT</strong>: Thiết bị này dùng để đánh giá lực kéo dây giày (cần sử dụng 02 ngàm).</span></li>\r\n	<li><span style=\"font-family: terminal,monaco; font-size: medium;\"><strong>STM 566NT</strong>: Thường được gọi là thiết bị kiểm tra độ rách của vật liệu do kim gây ra, thiết bị này giữ chặt mẫu vật liệu trong ngàm và một dọc các cây kim sẽ đâm xuyên qua mẫu vật liệu.</span></li>\r\n	<li><span style=\"font-family: terminal,monaco; font-size: medium;\"><strong>STM 566QR</strong>: Đây là loại ngàm duy nhất có khoá và chỉ cần gỡ khoá thì ngàm sẽ được sử dụng như một loại ngàm bình thường dùng trong các kiểm tra khác nhau.</span></li>\r\n</ul>\r\n</div>\r\n', '<p><span><span><span>SATRA have now introduced a new tensile testing machine (STM 566) rated up to 5,000N. This machine is a robust twin column model with reliable mechanics incorporating digital software control. It delivers precision performance via high efficiency pre-loaded balls crews, auto ranging high resolution load cells and digital AC servo drive. The STM 566 operates in tension and compression and provides an 800% overload capacity without damaging the load cells.</span></span></span></p>\r\n\r\n<p><span><span><span>The supplied software runs on customers’ computer systems, and is user friendly with large display pages for data input. The program provides a particular strength to the machine operation, allowing pre-loading of a wide range of test methods and giving a range of options for exporting, storage and analysis of results. Ready-to-load software (specific to SATRA test methods) together with test specific jaws can be provided for a wide range of tests.</span></span></span></p>\r\n\r\n<p><span><span><span>The choice of specification and the quality of components and machine build allows SATRA to offer the STM 566 with enhanced capability, reliability and durability. Taking advantage of the latest design techniques and modern components means that we are able to offer this machine at a lower price than our previous model.</span></span></span></p>\r\n\r\n<p><span><span><span><strong>STM 566SB</strong>  This specially shaped \'C\' clamp is normally used in the peel strength testing of sole to upper. It can also be used as a general purpose clamp. Top clamp provided (used in conjunction with 566F or 566QR bottom clamp).</span></span></span></p>\r\n\r\n<p><span><span><span><strong>STM 566H</strong>  This attachment is used to determine the strength of insole board, particularly in the seat region. Supplied as a complete unit.</span></span></span></p>\r\n\r\n<p><span><span><span><strong>STM 566F</strong>  This is a versatile, standard, flat jaw, used for a variety of general purpose clamping. Sold individually (normally a pair would be required).</span></span></span></p>\r\n\r\n<p><span><span><span><strong>STM 566TB</strong>  These SATRA thread bollards are used to determine the breaking load of threads and laces. Supplied as a pair of jaws.</span></span></span></p>\r\n\r\n<p><span><span><span><strong>STM 566HP</strong>  This test was developed to assess the strength required to pull a nail from the heel. Supplied as a pair of jaws.</span></span></span></p>\r\n\r\n<p><span><span><span><strong>STM 566Z</strong>  The transverse tensile strength of sheet materials, usually called the AZ tensile test, is measured using this device. Supplied as jaw set (top and bottom).</span></span></span></p>\r\n\r\n<p><span><span><span><strong>STM 566HA</strong>  This is used to measure the strength of attachment of heel to shoe. Bottom clamp provided (used in conjunction with an STM 566F top clamp).</span></span></span></p>\r\n\r\n<p><span><span><span><strong>STM 566AF</strong>  This is used for testing the strength of adhesion of the finish to the leather or synthetic material. It consists of a hook attached to one jaw and a sample holder to the other. Supplied as jaw set (top and bottom).</span></span></span></p>\r\n\r\n<p><span><span><span><strong>STM 566LH</strong>  With this attachment lastometer tests can be carried out to check the burst or crack strength. Supplied as a complete unit.</span></span></span></p>\r\n\r\n<p><span><span><span><strong>STM 566WT</strong>  Supplied as a pair, the top-line bollards are used to determine breaking force and extension at break of whole shoe top-lines.</span></span></span></p>\r\n\r\n<p><span><span><span><strong>STM 566NP1</strong>  This tests a whole sole unit, complete with protective midsole, for nail penetration. Supplied as jaw set (top and bottom).</span></span></span></p>\r\n\r\n<p><span><span><span><strong>STM 566NP2</strong>  This tests the protective midsole as a separate unit for nail penetration. Supplied as jaw set (top and bottom).</span></span></span></p>\r\n\r\n<p><span><span><span><strong>STM 566ST</strong>  Often called the Baumann tear test, this is the industry standard for testing the tear strength of leather. Supplied as a pair of jaws.</span></span></span></p>\r\n\r\n<p><span><span><span><strong>STM 566LT</strong>  This is used to assess the attachment strength of the shoelace tag to the lace. (A second jaw is required). Top clamp provided (used in conjunction with an STM 566F bottom clamp).</span></span></span></p>\r\n\r\n<p><span><span><span><strong>STM 566NT</strong>  Normally called the needle tear test, this device allows the sample material to be clamped and a series of needles pushed through the material. Top clamp provided (used in conjunction with an STM 566F bottom clamp).</span></span></span></p>\r\n\r\n<p><span><span><span><strong>STM 566QR</strong>  This is a unique self locking jaw with a quick release action which can be used as a general purpose clamp for many duties. Sold individually (normally a pair would be required).</span></span></span></p>\r\n', '', 'TENSILE TESTING MACHINE, MÁY THỬ LỰC KÉO, STM 566', 'TENSILE TESTING MACHINE', 'TENSILE TESTING MACHINE', 'TENSILE TESTING MACHINE', 4, 1, 1393481780, 1488390161, 2578, 'SATRA TM33, TM5', ''),
(678, 0, 0, 0, 117, 0, 0, 0, 0, 'aatcc-9-steps-chromatic-scale_39713704.JPG', 'aatcc-9-steps-chromatic-scale_39713704_135.836909871x150.jpg', 'BẢNG SO MÀU 9 BẬC AATCC', 'AATCC 9 STEPS CHROMATIC SCALE', '', 'aatcc-9-steps-chromatic-scale', 'Bảng so màu 9 bậc AATCC được dùng để đánh giá độ chuyển màu hay phai màu của vật liệu bằng mắt. Năm sắc màu chuẩn: đỏ, vàng, xanh lá, xanh dương và tím được chọn lựa từ tập sách màu Munsell. Dải các ô màu xám trung tính tương ứng với các thang xám trên thước xám dùng kiểm tra phai màu. Bảng so màu 9 bậc mang đến sự thuận tiện khi đánh giá độ phai màu, đặc biệt khi được sử dụng bởi kỹ thuật viên chưa có nhiều kinh nghiệm.', 'This scale is used to visually evaluate color transfer or staining. The five hues, red, yellow, green, blue and purple, were selected from the Munsell Book of color. ', '', 0, 'KT/MG-09', '<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small;\">Bảng so màu 9 bậc AATCC được dùng để đánh giá độ chuyển màu hay phai màu của vật liệu bằng mắt. Năm sắc màu chuẩn: đỏ, vàng, xanh lá, xanh dương và tím được chọn lựa từ tập sách màu Munsell. Dải các ô màu xám trung tính tương ứng với các thang xám trên thước xám dùng kiểm tra phai màu. Bảng so màu 9 bậc mang đến sự thuận tiện khi đánh giá độ phai màu, đặc biệt khi được sử dụng bởi kỹ thuật viên chưa có nhiều kinh nghiệm.</span></p>\r\n', '<p><span style=\"font-family: tahoma,arial,helvetica,sans-serif;\"> </span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">This scale is used to visually evaluate color transfer or staining. The five hues, red, yellow, green, blue and purple, were selected from the Munsell Book of color. The neutral gray chips were selected to correspond to the gray chips on the Gray Scale for Staining. The Chromatic Transference Scale may facilitate evaluations of staining, especially when used by a less experienced technician.</span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"> </span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><strong><span style=\"text-decoration: underline;\">Note:</span></strong></span></p>\r\n\r\n<ul style=\"text-align: justify;\">\r\n	<li><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">Test methods which include the use of the Chromatic Transference Scale for evaluating staining will contain the following clause: \"For very critical evaluations and in cases of arbitration, ratings must be based on the geometric Gray Scale for Evaluating Staining.\"</span></li>\r\n	<li><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">Instructions for use of 9-Step Scale are given in AATCC Evaluation Procedure 8.</span></li>\r\n</ul>\r\n', '', 'AATCC 9 STEPS CHROMATIC SCALE, BẢNG SO MÀU 9 BẬC AATCC', 'AATCC 9 STEPS CHROMATIC SCALE, BẢNG SO MÀU 9 BẬC AATCC', 'AATCC 9 STEPS CHROMATIC SCALE, BẢNG SO MÀU 9 BẬC AATCC', 'AATCC 9 STEPS CHROMATIC SCALE, BẢNG SO MÀU 9 BẬC AATCC', 1, 1, 1393481875, 1480498578, 3326, 'AATCC 8', ''),
(731, 0, 0, 0, 119, 0, 0, 0, 0, 'refacing-disc-for-taber-abrasion-machine_03895812.jpg', 'refacing-disc-for-taber-abrasion-machine_03895812_150x140.18691588785.jpg', 'TẤM MÀI MẪU THỬ NGHIỆM MÀI MÒN TABER', 'REFACING DISC FOR TABER ABRASION MACHINE', '', 'refacing-disc-for-taber-abrasion-machine', 'Tấm mài mẫu thử nghiệm mài mòn Taber', 'Refacing disc used for Taber abrasion machine', '', 0, 'KT/RD-11', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Tấm mài mẫu thử nghiệm mài mòn Taber</span></p>\r\n', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Refacing disc used for Taber abrasion machine</span></p>\r\n', '', 'REFACING DISC, TẤM MÀI MẪU THỬ NGHIỆM MÀI MÒN TABER, KT/RD-11', 'REFACING DISC, TẤM MÀI MẪU THỬ NGHIỆM MÀI MÒN TABER, KT/RD-11', 'REFACING DISC, TẤM MÀI MẪU THỬ NGHIỆM MÀI MÒN TABER, KT/RD-11', 'REFACING DISC, TẤM MÀI MẪU THỬ NGHIỆM MÀI MÒN TABER, KT/RD-11', 27, 1, 1478943327, 1482598838, 1351, 'ASTM D3884', ''),
(732, 0, 0, 0, 119, 0, 0, 0, 0, 'abrasive-cloth-for-stoll-abrasion-machine_03267498.png', 'abrasive-cloth-for-stoll-abrasion-machine_03267498_150x92.25.png', 'GIẤY NHÁM THỬ MÀI MÒN STOLL', 'ABRASIVE CLOTH FOR STOLL ABRASION MACHINE', '', 'abrasive-cloth-for-stoll-abrasion-machine', 'Giấy nhám dùng cho máy thử nghiệm mài mòn Stoll', 'Abrasive cloth used for Stoll abrasion machine', '', 0, 'KT/ST-N0', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Giấy nhám dùng cho máy thử nghiệm mài mòn Stoll</span></p>\r\n', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Abrasive cloth used for Stoll abrasion machine</span></p>\r\n', '', 'ABRASIVE CLOTH, GIẤY NHÁM THỬ MÀI MÒN STOLL, KT/ST-N0', 'ABRASIVE CLOTH, GIẤY NHÁM THỬ MÀI MÒN STOLL, KT/ST-N0', 'ABRASIVE CLOTH, GIẤY NHÁM THỬ MÀI MÒN STOLL, KT/ST-N0', 'ABRASIVE CLOTH, GIẤY NHÁM THỬ MÀI MÒN STOLL, KT/ST-N0', 28, 1, 1478943818, 1482598953, 1330, 'ASTM D3886', ''),
(733, 0, 0, 0, 119, 0, 0, 0, 0, 'abrasive-paper-for-stoll-abrasion-machine_49041183.jpg', 'abrasive-paper-for-stoll-abrasion-machine_49041183_150x150.jpg', 'GIẤY NHÁM THỬ MÀI MÒN STOLL', 'ABRASIVE PAPER FOR STOLL ABRASION MACHINE', '', 'abrasive-paper-for-stoll-abrasion-machine', 'Giấy nhám dùng cho máy thử nghiệm mài mòn Stoll', 'Abrasive paper used for Stoll abrasion machine', '', 0, 'KT/ST-N320', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Giấy nhám dùng cho máy thử nghiệm mài mòn Stoll</span></p>\r\n', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Abrasive paper used for Stoll abrasion machine</span></p>\r\n', '', 'ABRASIVE PAPER FOR STOLL ABRASION MACHINE, GIẤY NHÁM THỬ MÀI MÒN STOLL, KT/ST-N320', 'ABRASIVE PAPER FOR STOLL ABRASION MACHINE, GIẤY NHÁM THỬ MÀI MÒN STOLL, KT/ST-N320', 'ABRASIVE PAPER FOR STOLL ABRASION MACHINE, GIẤY NHÁM THỬ MÀI MÒN STOLL, KT/ST-N320', 'ABRASIVE PAPER FOR STOLL ABRASION MACHINE, GIẤY NHÁM THỬ MÀI MÒN STOLL, KT/ST-N320', 29, 1, 1478943986, 1482599147, 1367, 'NIKE, NEW BALANCE', ''),
(734, 0, 0, 0, 119, 0, 0, 0, 0, 'rubber-diaphragm-for-stoll-abrasion-machine_98745589.png', 'rubber-diaphragm-for-stoll-abrasion-machine_98745589_150x104.2600896861.png', 'CAO SU THỬ MÀI MÒN STOLL', 'RUBBER DIAPHRAGM FOR STOLL ABRASION MACHINE', '', 'rubber-diaphragm-for-stoll-abrasion-machine', 'Cao su dùng cho máy thử mài mòn Stoll', 'Rubber diaphragm used for Stoll abrasion machine', '', 0, 'KT/ST-RF01', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Cao su dùng cho máy thử mài mòn Stoll</span></p>\r\n', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Rubber diaphragm used for Stoll abrasion machine</span></p>\r\n', '', 'RUBBER DIAPHRAGM FOR STOLL ABRASION MACHINE, CAO SU THỬ MÀI MÒN STOLL, KT/ST-RF01', 'RUBBER DIAPHRAGM FOR STOLL ABRASION MACHINE, CAO SU THỬ MÀI MÒN STOLL, KT/ST-RF01', 'RUBBER DIAPHRAGM FOR STOLL ABRASION MACHINE, CAO SU THỬ MÀI MÒN STOLL, KT/ST-RF01', 'RUBBER DIAPHRAGM FOR STOLL ABRASION MACHINE, CAO SU THỬ MÀI MÒN STOLL, KT/ST-RF01', 30, 1, 1478944192, 1482599184, 1321, 'ASTM D3886', ''),
(735, 0, 0, 0, 125, 0, 0, 0, 0, 'standard-aluminium-foil-for-bursting-test_84938098.jpg', 'standard-aluminium-foil-for-bursting-test_84938098_89.814814814815x150.jpg', 'NHÔM CHUẨN MÁY ĐO ĐỘ BỤC', 'STANDARD ALUMINIUM FOIL FOR BURSTING TEST', '', 'standard-aluminium-foil-for-bursting-test', 'Nhôm chuẩn dùng cho máy đo độ bục', 'Standard aluminium foil used for bursting strength tester', '', 0, 'KT/BC-AFH', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Nhôm chuẩn dùng cho máy đo độ bục</span></p>\r\n', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Standard aluminium foil used for bursting strength tester</span></p>\r\n', '', 'STANDARD ALUMINIUM FOIL FOR BURSTING TEST, NHÔM CHUẨN MÁY ĐO ĐỘ BỤC, KT/BC-AFH', 'STANDARD ALUMINIUM FOIL FOR BURSTING TEST, NHÔM CHUẨN MÁY ĐO ĐỘ BỤC, KT/BC-AFH', 'STANDARD ALUMINIUM FOIL FOR BURSTING TEST, NHÔM CHUẨN MÁY ĐO ĐỘ BỤC, KT/BC-AFH', 'STANDARD ALUMINIUM FOIL FOR BURSTING TEST, NHÔM CHUẨN MÁY ĐO ĐỘ BỤC, KT/BC-AFH', 31, 1, 1478944452, 1482601507, 1356, 'ASTM D3786-01', ''),
(736, 0, 0, 0, 125, 0, 0, 0, 0, 'rubber-film-for-bursting-test_57984991.png', 'rubber-film-for-bursting-test_57984991_150x149.80443285528.png', 'CAO SU MÁY ĐO ĐỘ BỤC', 'RUBBER FILM FOR BURSTING TEST', '', 'rubber-film-for-bursting-test', 'Cao su dùng cho máy đo độ bục', 'Rubber film used for bursting strength tester', '', 0, 'KT/BC-RFA', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Cao su dùng cho máy đo độ bục</span></p>\r\n', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Rubber film used for bursting strength tester</span></p>\r\n', '', 'RUBBER FILM FOR BURSTING TEST, CAO SU MÁY ĐO ĐỘ BỤC, KT/BC-RFA', 'RUBBER FILM FOR BURSTING TEST, CAO SU CHUẨN MÁY ĐO ĐỘ BỤC, KT/BC-RFA', 'RUBBER FILM FOR BURSTING TEST, CAO SU MÁY ĐO ĐỘ BỤC, KT/BC-RFA', 'RUBBER FILM FOR BURSTING TEST, CAO SU MÁY ĐO ĐỘ BỤC, KT/BC-RFA', 32, 1, 1478944767, 1482601405, 1283, 'ASTM D3786-01', ''),
(739, 0, 0, 0, 117, 0, 0, 0, 0, 'osram-bulb-for-yellowing-test_43342106.jpg', 'osram-bulb-for-yellowing-test_43342106_121.54150197628x150.jpg', 'BÓNG ĐÈN OSRAM THỬ NGHIỆM BIẾN VÀNG', 'OSRAM BULB FOR YELLOWING TEST', '', 'osram-bulb-for-yellowing-test', 'Bóng đèn osram dùng cho thử nghiệm biến vàng', 'Osram bulb used for yellowing test', '', 0, 'KT/OR-300', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Bóng đèn osram dùng cho thử nghiệm biến vàng</span></p>\r\n', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Osram bulb used for yellowing test</span></p>\r\n', '', 'OSRAM BULB FOR YELLOWING TEST, BÓNG ĐÈN OSRAM THỬ NGHIỆM BIẾN VÀNG, KT/OR-300', 'OSRAM BULB FOR YELLOWING TEST, BÓNG ĐÈN OSRAM THỬ NGHIỆM BIẾN VÀNG, KT/OR-300', 'OSRAM BULB FOR YELLOWING TEST, BÓNG ĐÈN OSRAM THỬ NGHIỆM BIẾN VÀNG, KT/OR-300', 'OSRAM BULB FOR YELLOWING TEST, BÓNG ĐÈN OSRAM THỬ NGHIỆM BIẾN VÀNG, KT/OR-300', 35, 1, 1478970397, 1482601708, 1284, 'NEW BALANCE', ''),
(737, 0, 0, 0, 125, 0, 0, 0, 0, 'glycerine-for-bursting-test_07023941.png', 'glycerine-for-bursting-test_07023941_77.571428571429x150.png', 'DẦU GLYCERINE MÁY ĐO ĐỘ BỤC', 'GLYCERINE FOR BURSTING TEST', '', 'glycerine-for-bursting-test', 'Dầu Glycerine dùng cho máy đo độ bục', 'Glycerine used for bursting strength tester', '', 0, 'KT/BC-GL', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Dầu Glycerine dùng cho máy đo độ bục</span></p>\r\n', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Glycerine used for bursting strength tester</span></p>\r\n', '', 'GLYCERINE FOR BURSTING TEST, DẦU GLYCERINE MÁY ĐO ĐỘ BỤC, KT/BC-GL', 'GLYCERINE FOR BURSTING TEST, DẦU GLYCERINE MÁY ĐO ĐỘ BỤC, KT/BC-GL', 'GLYCERINE FOR BURSTING TEST, DẦU GLYCERINE MÁY ĐO ĐỘ BỤC, KT/BC-GL', 'GLYCERINE FOR BURSTING TEST, DẦU GLYCERINE MÁY ĐO ĐỘ BỤC, KT/BC-GL', 33, 1, 1478945049, 1482601560, 1447, 'ASTM D3786-01', ''),
(738, 0, 0, 0, 125, 0, 0, 0, 0, 'xenon-replacement-lamp-for-suntest_49655193.jpg', 'xenon-replacement-lamp-for-suntest_49655193_150x37.5.jpg', 'BÓNG ĐÈN XENON MÁY THỬ BỀN MÀU ÁNH SÁNG', 'XENON REPLACEMENT LAMP FOR SUNTEST', '', 'xenon-replacement-lamp-for-suntest', 'Bóng đèn xenon 2,200W dùng cho máy thử nghiệm bền màu ánh sáng suntest\r\n\r\n', '2,200W xenon replacement lamp for suntest lightfastness tester', '', 0, 'KT/XN-2200', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Bóng đèn xenon 2,200W dùng cho máy thử nghiệm bền màu ánh sáng</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"> </span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"> </span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"> </span></p>\r\n', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">2,200W xenon replacement lamp for suntest lightfastness tester</span></p>\r\n', '', 'XENON REPLACEMENT LAMP FOR SUNTEST, BÓNG ĐÈN XENON MÁY THỬ BỀN MÀU ÁNH SÁNG, KT/XN-2200', 'XENON REPLACEMENT LAMP FOR SUNTEST, BÓNG ĐÈN XENON MÁY THỬ BỀN MÀU ÁNH SÁNG, KT/XN-2200', 'XENON REPLACEMENT LAMP FOR SUNTEST, BÓNG ĐÈN XENON MÁY THỬ BỀN MÀU ÁNH SÁNG, KT/XN-2200', 'XENON REPLACEMENT LAMP FOR SUNTEST, BÓNG ĐÈN XENON MÁY THỬ BỀN MÀU ÁNH SÁNG, KT/XN-2200', 34, 1, 1478945351, 1482601632, 1822, 'FT-11', ''),
(740, 0, 0, 0, 117, 0, 0, 0, 0, 'color-change-staining-grey-scale_10988559.png', 'color-change-staining-grey-scale_10988559_150x84.128878281623.png', 'THƯỚC XÁM KIỂM TRA THAY ĐỔI & PHAI MÀU', 'COLOR CHANGE & STAINING GREY SCALE', '', 'color-change-staining-grey-scale', 'Thước xám dùng kiểm tra độ thay đổi và phai màu của vật liệu', 'Grey scale used for assessing color change and staining', '', 0, 'KT/GS-AS & KT/GS-AC', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Thước xám dùng kiểm tra độ thay đổi và phai màu của vật liệu</span></p>\r\n', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Grey scale used for assessing color change and staining</span></p>\r\n', '', 'COLOR CHANGE & STAINING GREY SCALE, THƯỚC XÁM KIỂM TRA THAY ĐỔI & PHAI MÀU, KT/GS-AS & KT/GS-AC', 'COLOR CHANGE & STAINING GREY SCALE, THƯỚC XÁM KIỂM TRA THAY ĐỔI & PHAI MÀU, KT/GS-AS & KT/GS-AC', 'COLOR CHANGE & STAINING GREY SCALE, THƯỚC XÁM KIỂM TRA THAY ĐỔI & PHAI MÀU, KT/GS-AS & KT/GS-AC', 'COLOR CHANGE & STAINING GREY SCALE, THƯỚC XÁM KIỂM TRA THAY ĐỔI & PHAI MÀU, KT/GS-AS & KT/GS-AC', 36, 1, 1478972224, 1482601751, 1717, 'ISO 105A02 & A03', ''),
(741, 0, 0, 0, 125, 0, 0, 0, 0, 'masking-tape-for-paint-peel-test_52553564.jpg', 'masking-tape-for-paint-peel-test_52553564_130.61630218688x150.jpg', 'BĂNG KEO THỬ NGHIỆM BÁM DÍNH', 'MASKING TAPE FOR PAINT PEEL TEST', '', 'masking-tape-for-paint-peel-test', 'Băng keo thử nghiệm độ bám dính mực in, đáp ứng phương pháp thử New Balance', 'Masking tape used for paint peel test, conforms to New Balance method', '', 0, 'KT/MT-3M', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Băng keo thử nghiệm độ bám dính mực in, đáp ứng phương pháp thử New Balance</span></p>\r\n', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Masking tape used for paint peel test, conforms to New Balance method</span></p>\r\n', '', '3M GENERAL MASKING TAPE, BĂNG KEO THỬ NGHIỆM BÁM DÍNH', '3M GENERAL MASKING TAPE, BĂNG KEO THỬ NGHIỆM BÁM DÍNH', '3M GENERAL MASKING TAPE, BĂNG KEO THỬ NGHIỆM BÁM DÍNH', '3M GENERAL MASKING TAPE, BĂNG KEO THỬ NGHIỆM BÁM DÍNH', 37, 1, 1478973068, 1482601809, 1178, 'NEW BALANCE', ''),
(742, 0, 0, 0, 119, 0, 0, 0, 0, 'doubleside-tape-for-din-abrasion-machine_88320638.jpg', 'doubleside-tape-for-din-abrasion-machine_88320638_150x150.jpg', 'BĂNG KEO MÁY THỬ MÀI MÒN DIN', 'DOUBLE-SIDE TAPE FOR DIN ABRASION MACHINE', '', 'doubleside-tape-for-din-abrasion-machine', 'Băng keo dùng cho máy thử nghiệm mài mòn DIN', 'Double-side tape used for DIN abrasion machine', '', 0, 'KT/DT-DIN', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Băng keo dùng cho máy thử nghiệm mài mòn DIN</span></p>\r\n', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Double-side tape used for DIN abrasion machine</span></p>\r\n', '', 'DOUBLE-SIDE TAPE FOR DIN ABRASION MACHINE,BĂNG KEO MÁY THỬ MÀI MÒN DIN', 'DOUBLE-SIDE TAPE FOR DIN ABRASION MACHINE,BĂNG KEO MÁY THỬ MÀI MÒN DIN', 'DOUBLE-SIDE TAPE FOR DIN ABRASION MACHINE,BĂNG KEO MÁY THỬ MÀI MÒN DIN', 'DOUBLE-SIDE TAPE FOR DIN ABRASION MACHINE,BĂNG KEO MÁY THỬ MÀI MÒN DIN', 38, 1, 1478973373, 1482601854, 1203, 'N/A', ''),
(743, 0, 0, 0, 122, 0, 0, 0, 0, 'testing-wascator_54133105.jpg', 'testing-wascator_54133105_97.5x150.jpg', 'MÁY GIẶT THỬ NGHIỆM', 'REFERENCE WASHER EXTRACTOR', '', 'reference-washer-extractor', 'Meets IEC and ISO international standards, suitable for testing washing effects of detergents and chemicals and for textile quality control', 'Meets IEC and ISO international standards, suitable for testing washing effects of detergents and chemicals and for textile quality control', '', 0, 'FOM 71CLS', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">  +  Meets IEC and ISO international standards</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">  +  </span>Suitable for testing washing effects of detergents and chemicals and for textile quality control</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">  +  </span>Suspended drum construction allows a high extraction force. No foundation required</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">  +  </span>Small space between outer/inner drum for efficient use of water and detergent</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">  +  </span>Dual water control of volume (weight) and level</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">  +  </span>Built in scale for precise volume control, accuracy: 1 12,300</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">        *  volume control ± 0.2 litre/bath</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">        *  </span>level control ± 0.8 litre/bathEquipped with Clarus Control® - a fully programmable electronic timer</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">  +  </span>Frequency controlled motor system for flexibility in programming and precise speed</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">  +  </span>Test tap for water samples</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">  +  </span>Stainless steel drum assembly, front, side and top panel</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">  +  </span>Standard application: Adidas test method, ISO 6330</span></p>\r\n', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">  +  Meets IEC and ISO international standards</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">  +  </span>Suitable for testing washing effects of detergents and chemicals and for textile quality control</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">  +  </span>Suspended drum construction allows a high extraction force. No foundation required</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">  +  </span>Small space between outer/inner drum for efficient use of water and detergent</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">  +  </span>Dual water control of volume (weight) and level</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">  +  </span>Built in scale for precise volume control, accuracy: 1 12,300</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">        *  volume control ± 0.2 litre/bath</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">        *  </span>level control ± 0.8 litre/bathEquipped with Clarus Control® - a fully programmable electronic timer</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">  +  </span>Frequency controlled motor system for flexibility in programming and precise speed</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">  +  </span>Test tap for water samples</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">  +  </span>Stainless steel drum assembly, front, side and top panel</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">  +  </span>Standard application: Adidas test method, ISO 6330</span></p>\r\n', '', 'MÁY GIẶT THỬ NGHIỆM,TESTING WASCATOR, FOM 71CLS', 'MÁY GIẶT THỬ NGHIỆM,TESTING WASCATOR, FOM 71CLS', 'MÁY GIẶT THỬ NGHIỆM,TESTING WASCATOR, FOM 71CLS', 'MÁY GIẶT THỬ NGHIỆM,TESTING WASCATOR, FOM 71CLS', 19, 1, 1479526238, 1627643948, 1553, 'ISO 6330', '');
INSERT INTO `table_product` (`id`, `id_list`, `id_item`, `id_item1`, `id_cat`, `noibat`, `new`, `hot`, `banchay`, `photo`, `thumb`, `ten_vi`, `ten_en`, `ten_cam`, `tenkhongdau`, `mota_vi`, `mota_en`, `mota_cam`, `gia`, `model`, `noidung_vi`, `noidung_en`, `noidung_cam`, `tags`, `meta_title`, `meta_description`, `meta_keyword`, `stt`, `hienthi`, `ngaytao`, `ngaysua`, `luotxem`, `tieuchuan`, `id_list_arr`) VALUES
(744, 0, 0, 0, 122, 0, 0, 0, 0, 'electrolux-washing-machine_77169118.jpg', 'electrolux-washing-machine_77169118_150x150.jpg', 'MÁY GIẶT THỬ NGHIỆM', 'WASHER EXTRACTOR', '', 'washer-extractor', 'Large display and one control knob for easy program selection', 'Large display and one control knob for easy program selection', '', 0, 'W555H', '<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong><span style=\"text-decoration: underline; font-size: large; color: #0000ff;\">Descriptions</span></strong></span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>* Compass Pro® microprocessor offers:</strong></span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">    +  Large display and one control knob for easy program selection</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">    +  </span>Language selection</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">    +  </span>Quick selection and option buttons for the most frequently used wash programs and options</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">    +  </span>Wash program packages optimized on Economy, Perfomance and Time</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>* </strong></span>AS – Automatic Savings:</strong></span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">    +  </span>The machine weighs the linen and adjusts the amount of water and energy according to the load. This leads to considerable savings in case the machine is not fully loaded</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">    +  </span>Extremely low water and energy consumption – see table below</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">    +  </span>Four compartment detergent box for manual dosing of powder or liquid detergent</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">    +  </span>High extraction force for efficient dewatering</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">    +  </span>Door with gasket and strong hinges built for heavy duty operation</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">    +  </span>Stainless and galvanized steel in all vital parts for high degree of rust protection</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>* </strong></span>Power Balance:</strong></span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">    +  </span>Maximises the extraction force</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">    +  </span>Less stress on the machine</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">    +  </span>Reduces vibrations</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"> </span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: large; color: #0000ff;\"><strong><span style=\"text-decoration: underline;\">Main options</span></strong></span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">    +  </span>Automatic liquid detergent supply (optional I/O board)</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">    +  </span>Connection to booking- /payment- system or coin meter</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">    +  </span>Drain pump</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">    +  </span>Stacking kit to install tumble dryer T5130 on top to save space</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"> </span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: large; color: #0000ff;\"><strong><span style=\"text-decoration: underline;\">Specifications:</span></strong></span></p>\r\n\r\n<p><strong><span style=\"text-decoration: underline;\"><img alt=\"\" height=\"316\" src=\"data:image/png;base64,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\" width=\"638\" /></span></strong></p>\r\n\r\n<p> </p>\r\n\r\n<p><img alt=\"\" height=\"430\" 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\" width=\"643\" /></p>\r\n', '<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong><span style=\"text-decoration: underline; font-size: large; color: #0000ff;\">Descriptions</span></strong></span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>* Compass Pro® microprocessor offers:</strong></span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">    +  Large display and one control knob for easy program selection</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">    +  </span>Language selection</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">    +  </span>Quick selection and option buttons for the most frequently used wash programs and options</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">    +  </span>Wash program packages optimized on Economy, Perfomance and Time</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>* </strong></span>AS – Automatic Savings:</strong></span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">    +  </span>The machine weighs the linen and adjusts the amount of water and energy according to the load. This leads to considerable savings in case the machine is not fully loaded</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">    +  </span>Extremely low water and energy consumption – see table below</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">    +  </span>Four compartment detergent box for manual dosing of powder or liquid detergent</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">    +  </span>High extraction force for efficient dewatering</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">    +  </span>Door with gasket and strong hinges built for heavy duty operation</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">    +  </span>Stainless and galvanized steel in all vital parts for high degree of rust protection</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>* </strong></span>Power Balance:</strong></span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">    +  </span>Maximises the extraction force</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">    +  </span>Less stress on the machine</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">    +  </span>Reduces vibrations</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"> </span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: large; color: #0000ff;\"><strong><span style=\"text-decoration: underline;\">Main options</span></strong></span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">    +  </span>Automatic liquid detergent supply (optional I/O board)</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">    +  </span>Connection to booking- /payment- system or coin meter</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">    +  </span>Drain pump</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">    +  </span>Stacking kit to install tumble dryer T5130 on top to save space</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"> </span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: large; color: #0000ff;\"><strong><span style=\"text-decoration: underline;\">Specifications:</span></strong></span></p>\r\n\r\n<p><strong><span style=\"text-decoration: underline;\"><img alt=\"\" height=\"316\" src=\"data:image/png;base64,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\" width=\"638\" /></span></strong></p>\r\n\r\n<p> </p>\r\n\r\n<p><img alt=\"\" height=\"430\" 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\" width=\"643\" /></p>\r\n', '', 'W555H, MÁY GIẶT ELECTROLUX, ELECTROLUX WASHING MACHINE', 'W555H, MÁY GIẶT ELECTROLUX, ELECTROLUX WASHING MACHINE', 'W555H, MÁY GIẶT ELECTROLUX, ELECTROLUX WASHING MACHINE', 'W555H, MÁY GIẶT ELECTROLUX, ELECTROLUX WASHING MACHINE', 27, 1, 1479528039, 1627644244, 1612, '', '');
INSERT INTO `table_product` (`id`, `id_list`, `id_item`, `id_item1`, `id_cat`, `noibat`, `new`, `hot`, `banchay`, `photo`, `thumb`, `ten_vi`, `ten_en`, `ten_cam`, `tenkhongdau`, `mota_vi`, `mota_en`, `mota_cam`, `gia`, `model`, `noidung_vi`, `noidung_en`, `noidung_cam`, `tags`, `meta_title`, `meta_description`, `meta_keyword`, `stt`, `hienthi`, `ngaytao`, `ngaysua`, `luotxem`, `tieuchuan`, `id_list_arr`) VALUES
(729, 0, 0, 0, 119, 0, 0, 0, 0, 'abrasive-wheel-for-taber-abrasion-machine_87672184.jpg', 'abrasive-wheel-for-taber-abrasion-machine_87672184_150x90.697674418605.jpg', 'ĐÁ MÀI THỬ NGHIỆM MÀI MÒN TABER', 'ABRASIVE WHEEL FOR TABER ABRASION MACHINE', '', 'abrasive-wheel-for-taber-abrasion-machine', 'Đá mài dùng cho máy thử nghiệm mài mòn Taber', 'Abrasive wheel for Taber abrasion machine', '', 0, 'KT/AW-10/17/18/22', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Đá mài dùng cho máy thử nghiệm mài mòn Taber</span></p>\r\n', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Abrasive wheel for Taber abrasion machine</span></p>\r\n', '', 'ABRASIVE WHEEL FOR TABER ABRASION MACHINE, ĐÁ MÀI THỬ NGHIỆM MÀI MÒN TABER', 'ABRASIVE WHEEL FOR TABER ABRASION MACHINE, ĐÁ MÀI THỬ NGHIỆM MÀI MÒN TABER', 'ABRASIVE WHEEL FOR TABER ABRASION MACHINE, ĐÁ MÀI THỬ NGHIỆM MÀI MÒN TABER', 'ABRASIVE WHEEL FOR TABER ABRASION MACHINE, ĐÁ MÀI THỬ NGHIỆM MÀI MÒN TABER', 25, 1, 1478942513, 1482598447, 1334, 'ASTM D3884', ''),
(730, 0, 0, 0, 119, 0, 0, 0, 0, 'mounting-card-for-taber-abrasion-machine_98592497.png', 'mounting-card-for-taber-abrasion-machine_98592497_145.54455445545x150.png', 'TẤM GẮN MẪU THỬ NGHIỆM MÀI MÒN TABER', 'MOUNTING CARD FOR TABER ABRASION MACHINE', '', 'mounting-card-for-taber-abrasion-machine', 'Tấm gắn mẫu dùng cho máy thử nghiệm mài mòn Taber', 'Mounting card used for Taber abrasion machine', '', 0, 'KT/MC-36/371', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Tấm gắn mẫu dùng cho máy thử nghiệm mài mòn Taber</span></p>\r\n', '<p>Mounting card used for Taber abrasion machine</p>\r\n', '', 'MOUNTING CARD FOR TABER ABRASION MACHINE, TẤM GẮN MẪU THỬ NGHIỆM MÀI MÒN TABER', 'MOUNTING CARD FOR TABER ABRASION MACHINE, TẤM GẮN MẪU THỬ NGHIỆM MÀI MÒN TABER', 'MOUNTING CARD FOR TABER ABRASION MACHINE, TẤM GẮN MẪU THỬ NGHIỆM MÀI MÒN TABER', 'MOUNTING CARD FOR TABER ABRASION MACHINE, TẤM GẮN MẪU THỬ NGHIỆM MÀI MÒN TABER', 26, 1, 1478943149, 1482598516, 1202, 'ASTM D3884', ''),
(725, 0, 0, 0, 116, 0, 0, 0, 0, 'control-fabric_13886130.jpg', 'control-fabric_13886130_150x112.5.jpg', 'VẢI KIỂM TRA THỬ NGHIỆM BỀN MÀU', 'CONTROL FABRIC', '', 'control-fabric', 'Vải thử nghiệm bền màu', 'Control fabric for color fastness test', '', 0, 'KT/YL-01', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Vải thử nghiệm bền màu</span></p>\r\n', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Control fabric for color fastness test</span></p>\r\n', '', 'CONTROL FABRIC, VẢI KIỂM TRA THỬ NGHIỆM BỀN MÀU, KT/YL-01', 'CONTROL FABRIC, VẢI KIỂM TRA THỬ NGHIỆM BỀN MÀU, KT/YL-01', 'CONTROL FABRIC, VẢI KIỂM TRA THỬ NGHIỆM BỀN MÀU, KT/YL-01', 'CONTROL FABRIC, VẢI KIỂM TRA THỬ NGHIỆM BỀN MÀU, KT/YL-01', 21, 1, 1478939118, 1482598166, 1231, 'EN ISO 105-X18:2007, FT-08', ''),
(726, 0, 0, 0, 116, 0, 0, 0, 0, 'impregnated-test-paper_73287162.jpg', 'impregnated-test-paper_73287162_150x134.00852878465.jpg', 'GIẤY THẤM THỬ NGHIỆM BỀN MÀU', 'IMPREGNATED TEST PAPER', '', 'impregnated-test-paper', 'Giấy thấm thử nghiệm bền màu', 'Impregnated test paper of color fastness test', '', 0, 'KT/YL-02', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Giấy thấm thử nghiệm bền màu</span></p>\r\n', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Impregnated test paper of color fastness test</span></p>\r\n', '', 'IMPREGNATED TEST PAPER, GIẤY THẤM THỬ NGHIỆM BỀN MÀU, KT/YL-02', 'IMPREGNATED TEST PAPER, GIẤY THẤM THỬ NGHIỆM BỀN MÀU, KT/YL-02', 'IMPREGNATED TEST PAPER, GIẤY THẤM THỬ NGHIỆM BỀN MÀU, KT/YL-02', 'IMPREGNATED TEST PAPER, GIẤY THẤM THỬ NGHIỆM BỀN MÀU, KT/YL-02', 22, 1, 1478939299, 1482598177, 1743, 'EN ISO 105-X18:2007, FT-08', ''),
(727, 0, 0, 0, 116, 0, 0, 0, 0, 'bht-free-polythene-film_88827892.jpg', 'bht-free-polythene-film_88827892_150x91.285714285714.jpg', 'NYLON THỬ NGHIỆM BỀN MÀU', 'BHT - FREE POLYTHENE FILM', '', 'bht-free-polythene-film', 'Nylon thử nghiệm bền màu', 'BHT - free Polythene film of color fastness test', '', 0, 'KT/YL-03', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Nylon thử nghiệm bền màu</span></p>\r\n', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">BHT - free Polythene film of color fastness test</span></p>\r\n', '', 'BHT - FREE POLYTHENE FILM, NYLON THỬ NGHIỆM BỀN MÀU, KT/YL-03', 'BHT - FREE POLYTHENE FILM, NYLON THỬ NGHIỆM BỀN MÀU, KT/YL-03', 'BHT - FREE POLYTHENE FILM, NYLON THỬ NGHIỆM BỀN MÀU, KT/YL-03', 'BHT - FREE POLYTHENE FILM, NYLON THỬ NGHIỆM BỀN MÀU, KT/YL-03', 23, 1, 1478939434, 1482598153, 1514, 'EN ISO 105-X18:2007, FT-08', ''),
(728, 0, 0, 0, 117, 0, 0, 0, 0, 'soft-pvc-sheet_92914351.png', 'soft-pvc-sheet_92914351_120.57877813505x150.png', 'MÀNG PVC THỬ NGHIỆM BỀN MÀU', 'SOFT PVC SHEET', '', 'soft-pvc-sheet', 'Màng PVC thử nghiệm bền màu', 'Soft PVC sheet for color migration test', '', 0, 'KT/MG-27', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Màng PVC thử nghiệm bền màu</span></p>\r\n', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Soft PVC sheet for color migration test</span></p>\r\n', '', 'SOFT PVC SHEET, MÀNG PVC THỬ NGHIỆM BỀN MÀU, KT/MG-27', 'SOFT PVC SHEET, MÀNG PVC THỬ NGHIỆM BỀN MÀU, KT/MG-27', 'SOFT PVC SHEET, MÀNG PVC THỬ NGHIỆM BỀN MÀU, KT/MG-27', 'SOFT PVC SHEET, MÀNG PVC THỬ NGHIỆM BỀN MÀU, KT/MG-27', 24, 1, 1478939826, 1482598256, 1408, 'FT-02, ISO 15701', ''),
(712, 0, 0, 0, 118, 0, 0, 0, 0, 'vinyl-floor-tile_50170825.png', 'vinyl-floor-tile_50170825_150x125.4.png', 'SÀN NHỰA THỬ NGHIỆM KHÁNG TRƯỢT', 'VINYL FLOOR TILE', '', 'vinyl-floor-tile', 'Sàn nhựa dùng cho thử nghiệm kháng trượt và lưu vết', 'Vinyl floor tile is used for slip resistance test and marking test by solings or top pieces', '', 0, 'STD 165TB', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Sàn nhựa dùng cho thử nghiệm kháng trượt và lưu vết</span></p>\r\n', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Vinyl floor tile is used for slip resistance test and marking test by solings or top pieces</span></p>\r\n', '', 'VINYL FLOOR TILE, SÀN NHỰA THỬ NGHIỆM KHÁNG TRƯỢT,STD 165TB', 'VINYL FLOOR TILE, SÀN NHỰA THỬ NGHIỆM KHÁNG TRƯỢT, STD 165TB', 'VINYL FLOOR TILE, SÀN NHỰA THỬ NGHIỆM KHÁNG TRƯỢT, STD 165TB', 'VINYL FLOOR TILE, SÀN NHỰA THỬ NGHIỆM KHÁNG TRƯỢT, STD 165TB', 8, 1, 1478933790, 1481472280, 1127, 'SATRA TM144', ''),
(713, 0, 0, 0, 118, 0, 0, 0, 0, 'ceramic-tile-for-slip-resistance-test_77658362.png', 'ceramic-tile-for-slip-resistance-test_77658362_150x88.654353562005.png', 'SÀN GỐM THỬ NGHIỆM KHÁNG TRƯỢT', 'CERAMIC TILE FOR SLIP RESISTANCE TEST', '', 'ceramic-tile-for-slip-resistance-test', 'Sàn gốm dùng thử nghiệm kháng trượt', 'Ceramic tile used for slip resistance test', '', 0, 'STM 603T-2', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Sàn gốm dùng thử nghiệm kháng trượt</span></p>\r\n', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Ceramic tile used for slip resistance test</span></p>\r\n', '', 'CERAMIC TILE FOR SLIP TEST, SÀN GỐM THỬ NGHIỆM KHÁNG TRƯỢT, STM 603T-2', 'CERAMIC TILE FOR SLIP TEST, SÀN GỐM THỬ NGHIỆM KHÁNG TRƯỢT, STM 603T-2', 'CERAMIC TILE FOR SLIP TEST,SÀN GỐM THỬ NGHIỆM KHÁNG TRƯỢT, STM 603T-2', 'CERAMIC TILE FOR SLIP TEST, SÀN GỐM THỬ NGHIỆM KHÁNG TRƯỢT, STM 603T-2', 9, 1, 1478934349, 1481473171, 1191, 'EN ISO 13287', ''),
(714, 0, 0, 0, 118, 0, 0, 0, 0, 'standard-rubber-for-slip-resistance-test_23328046.png', 'standard-rubber-for-slip-resistance-test_23328046_150x66.6.png', 'CAO SU CHUẨN THỬ NGHIỆM KHÁNG TRƯỢT', 'STANDARD RUBBER FOR SLIP RESISTANCE TEST', '', 'standard-rubber-for-slip-resistance-test', 'Cao su chuẩn dùng cho thử nghiệm kháng trượt', 'Standard rubber used for slip resistance test', '', 0, 'STM 603R', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Cao su chuẩn dùng cho thử nghiệm kháng trượt</span></p>\r\n', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Standard rubber used for slip resistance test</span></p>\r\n', '', 'STANDARD RUBBER FOR SLIP RESISTANCE TEST, CAO SU CHUẨN THỬ NGHIỆM KHÁNG TRƯỢT', 'STANDARD RUBBER FOR SLIP RESISTANCE TEST, CAO SU CHUẨN THỬ NGHIỆM KHÁNG TRƯỢT', 'STANDARD RUBBER FOR SLIP RESISTANCE TEST, CAO SU CHUẨN THỬ NGHIỆM KHÁNG TRƯỢT', 'STANDARD RUBBER FOR SLIP RESISTANCE TEST, CAO SU CHUẨN THỬ NGHIỆM KHÁNG TRƯỢT', 10, 1, 1478934701, 1480498447, 1156, 'SATRA TM144', ''),
(715, 0, 0, 0, 118, 0, 0, 0, 0, 'stainless-steel-floor-for-slip-resistance-test_76279502.png', 'stainless-steel-floor-for-slip-resistance-test_76279502_150x57.2.png', 'SÀN THÉP THỬ NGHIỆM KHÁNG TRƯỢT', 'STAINLESS STEEL FLOOR FOR SLIP RESISTANCE TEST', '', 'stainless-steel-floor-for-slip-resistance-test', 'Sàn thép dùng thử nghiệm kháng trượt', 'Stainless steel floor for slip resistance test', '', 0, 'STM 603S', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Sàn thép dùng thử nghiệm kháng trượt</span></p>\r\n', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Stainless steel floor for slip resistance test</span></p>\r\n', '', 'STAINLESS STEEL FLOOR FOR SLIP RESISTANCE TEST,SÀN THÉP THỬ NGHIỆM KHÁNG TRƯỢT', 'STAINLESS STEEL FLOOR FOR SLIP RESISTANCE TEST, SÀN THÉP DÙNG THỬ NGHIỆM KHÁNG TRƯỢT', 'STAINLESS STEEL FLOOR FOR SLIP RESISTANCE TEST, SÀN THÉP THỬ NGHIỆM KHÁNG TRƯỢT', 'STAINLESS STEEL FLOOR FOR SLIP RESISTANCE TEST, SÀN THÉP THỬ NGHIỆM KHÁNG TRƯỢT', 11, 1, 1478934925, 1480498459, 1137, 'SATRA TM144', ''),
(716, 0, 0, 0, 119, 0, 0, 0, 0, 'abrasive-paper-for-din-abrasion-machine_72716477.png', 'abrasive-paper-for-din-abrasion-machine_72716477_150x44.922737306843.png', 'GIẤY NHÁM THỬ MÀI MÒN DIN', 'ABRASIVE PAPER FOR DIN ABRASION MACHINE', '', 'abrasive-paper-for-din-abrasion-machine', 'Giấy nhám thử mài mòn DIN', 'Abrasive paper used for DIN abrasion machine', '', 0, 'STM 469A', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Giấy nhám thử mài mòn DIN</span></p>\r\n', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Abrasive paper used for DIN abrasion machine</span></p>\r\n', '', 'ABRASIVE PAPER FOR DIN ABRASION MACHINE, GIẤY NHÁM THỬ MÀI MÒN DIN, STM 469A', 'ABRASIVE PAPER FOR DIN ABRASION MACHINE, GIẤY NHÁM THỬ MÀI MÒN DIN, STM 469A', 'ABRASIVE PAPER FOR DIN ABRASION MACHINE, GIẤY NHÁM THỬ MÀI MÒN DIN, STM 469A', 'ABRASIVE PAPER FOR DIN ABRASION MACHINE, GIẤY NHÁM THỬ MÀI MÒN DIN, STM 469A', 12, 1, 1478935219, 1482596317, 1390, 'SATRA TM174', ''),
(717, 0, 0, 0, 0, 0, 0, 0, 0, 'certified-standard-rubber-for-din-abrasion-machine_82410222.jpg', 'certified-standard-rubber-for-din-abrasion-machine_82410222_105.85516178737x150.jpg', 'CAO SU CHUẨN THỬ MÀI MÒN DIN', 'CERTIFIED STANDARD RUBBER FOR DIN ABRASION MACHINE', '', 'certified-standard-rubber-for-din-abrasion-machine', 'Cao su chuẩn dùng cho thử nghiệm mài mòn DIN', 'Certified standard rubber for DIN abrasion machine', '', 0, 'STM 469CR', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Cao su chuẩn dùng cho thử nghiệm mài mòn DIN</span></p>\r\n', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Certified standard rubber for DIN abrasion machine</span></p>\r\n', '', 'CERTIFIED STANDARD RUBBER FOR DIN ABRASION MACHINE, CAO SU CHUẨN THỬ MÀI MÒN DIN, STM 469CR', 'CERTIFIED STANDARD RUBBER FOR DIN ABRASION MACHINE, CAO SU CHUẨN THỬ MÀI MÒN DIN, STM 469CR', 'CERTIFIED STANDARD RUBBER FOR DIN ABRASION MACHINE, CAO SU CHUẨN THỬ MÀI MÒN DIN, STM 469CR', 'CERTIFIED STANDARD RUBBER FOR DIN ABRASION MACHINE, CAO SU CHUẨN THỬ MÀI MÒN DIN, STM 469CR', 13, 1, 1478935457, 1482596352, 1330, 'SATRA TM174, TM193; ISO 4649; DIN 53516A', ''),
(718, 0, 0, 0, 0, 0, 0, 0, 0, 'needle-for-seam-strength_41287289.png', 'needle-for-seam-strength_41287289_150x88.392857142857.png', 'KIM THỬ NGHIỆM XÉ RÁCH ĐƯỜNG MAY', 'NEEDLE FOR SEAM STRENGTH', '', 'needle-for-seam-strength', 'Kim cho dùng thử nghiệm xé rách đường may', 'Needle used for seam strength test', '', 0, 'KT/ST-14', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Kim cho dùng thử nghiệm xé rách đường may</span></p>\r\n', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Needle used for seam strength test</span></p>\r\n', '', 'NEEDLE FOR SEAM STRENGTH, KIM THỬ NGHIỆM XÉ RÁCH ĐƯỜNG MAY, KT/ST-14', 'NEEDLE FOR SEAM STRENGTH, KIM THỬ NGHIỆM XÉ RÁCH ĐƯỜNG MAY, KT/ST-14', 'NEEDLE FOR SEAM STRENGTH, KIM THỬ NGHIỆM XÉ RÁCH ĐƯỜNG MAY, KT/ST-14', 'NEEDLE FOR SEAM STRENGTH, KIM THỬ NGHIỆM XÉ RÁCH ĐƯỜNG MAY, KT/ST-14', 14, 1, 1478935587, 1482596532, 1282, 'SATRA TM33, ST-05', ''),
(719, 0, 0, 0, 124, 0, 0, 0, 0, 'belt-for-whole-sole-flex-test_82260986.png', 'belt-for-whole-sole-flex-test_82260986_150x136.4406779661.png', 'DÂY ĐAI THỬ UỐN GẤP ĐẾ GIÀY', 'BELT FOR WHOLE SOLE FLEX TEST', '', 'belt-for-whole-sole-flex-test', 'Dây đai dùng thử nghiệm uốn gấp đế bằng dây đai', 'Belt used for whole sole flex with bata belt', '', 0, 'STM 459BELT', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Dây đai dùng thử nghiệm uốn gấp đế bằng dây đai</span></p>\r\n', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Belt used for whole sole flex with bata belt</span></p>\r\n', '', 'BELT FOR WHOLE SOLE FLEX TEST, DÂY ĐAI THỬ UỐN GẤP ĐẾ GIÀY, STM 459BELT', 'BELT FOR WHOLE SOLE FLEX TEST, DÂY ĐAI THỬ UỐN GẤP ĐẾ GIÀY, STM 459BELT', 'BELT FOR WHOLE SOLE FLEX TEST, DÂY ĐAI THỬ UỐN GẤP ĐẾ GIÀY, STM 459BELT', 'BELT FOR WHOLE SOLE FLEX TEST, DÂY ĐAI THỬ UỐN GẤP ĐẾ GIÀY, STM 459BELT', 15, 1, 1478935882, 1482596902, 1098, 'SATRA TM161', ''),
(720, 0, 0, 0, 123, 0, 0, 0, 0, 'pvc-strip-for-adhesive-test_73707764.jpg', 'pvc-strip-for-adhesive-test_73707764_150x150.jpg', 'THANH PVC THỬ NGHIỆM BÁM DÍNH', 'PVC STRIP FOR ADHESIVE TEST', '', 'pvc-strip-for-adhesive-test', 'Miếng PVC dùng thử nghiệm bám dính của da hoặc vật liệu tổng hợp thành phầm', 'PVC strip used for adhesive test of finished leather or synthetic material', '', 0, 'STD 112P', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Miếng PVC dùng thử nghiệm bám dính của da hoặc vật liệu tổng hợp thành phầm</span></p>\r\n', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">PVC strip used for adhesive test of finished leather or synthetic material</span></p>\r\n', '', 'PVC STRIP FOR ADHESIVE TEST, PVC DÙNG THỬ NGHIỆM BÁM DÍNH', 'PVC STRIP FOR ADHESIVE TEST, PVC DÙNG THỬ NGHIỆM BÁM DÍNH', 'PVC STRIP FOR ADHESIVE TEST, PVC DÙNG THỬ NGHIỆM BÁM DÍNH', 'PVC STRIP FOR ADHESIVE TEST, PVC DÙNG THỬ NGHIỆM BÁM DÍNH', 16, 1, 1478936526, 1482596923, 1120, '', ''),
(721, 0, 0, 0, 117, 0, 0, 0, 0, 'dw-multifibre-fabric_04471925.jpg', 'dw-multifibre-fabric_04471925_150x135.53571428571.jpg', 'VẢI THỬ NGHIỆM ĐA SỢI DW', 'DW MULTIFIBRE FABRIC', '', 'dw-multifibre-fabric', 'Vải thử nghiệm đa sợi DW', 'DW Multifibre fabric', '', 0, 'KT/MF-DW', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Vải thử nghiệm đa sợi DW</span></p>\r\n', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">DW Multifibre fabric</span></p>\r\n', '', 'DW MULTIFIBRE FABRIC, VẢI THỬ NGHIỆM ĐA SỢI DW, KT/MF-DW', 'DW MULTIFIBRE FABRIC, VẢI THỬ NGHIỆM ĐA SỢI DW, KT/MF-DW', 'DW MULTIFIBRE FABRIC, VẢI THỬ NGHIỆM ĐA SỢI DW, KT/MF-DW', 'DW MULTIFIBRE FABRIC, VẢI THỬ NGHIỆM ĐA SỢI DW, KT/MF-DW', 17, 1, 1478936758, 1482597002, 1533, 'ISO 105-F10', ''),
(722, 0, 0, 0, 117, 0, 0, 0, 0, 'multifibre-fabric_39910330.jpg', 'multifibre-fabric_39910330_150x146.07142857143.jpg', 'VẢI THỬ NGHIỆM ĐA SỢI', 'MULTIFIBRE FABRIC', '', 'multifibre-fabric', 'Vải thử nghiệm đa sợi', 'Multifibre fabric', '', 0, 'KT/MF-10', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Vải thử nghiệm đa sợi</span></p>\r\n', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Multifibre fabric</span></p>\r\n', '', 'MULTIFIBRE FABRIC, VẢI THỬ NGHIỆM ĐA SỢI, KT/MF-10', 'MULTIFIBRE FABRIC, VẢI THỬ NGHIỆM ĐA SỢI, KT/MF-10', 'MULTIFIBRE FABRIC, VẢI THỬ NGHIỆM ĐA SỢI, KT/MF-10', 'MULTIFIBRE FABRIC, VẢI THỬ NGHIỆM ĐA SỢI, KT/MF-10', 18, 1, 1478936983, 1482597310, 1560, 'AATCC, ISO & M&S', ''),
(723, 0, 0, 0, 117, 0, 0, 0, 0, 'multifibre-fabric_75048108.jpg', 'multifibre-fabric_75048108_150x146.07142857143.jpg', 'VẢI THỬ NGHIỆM ĐA SỢI', 'MULTIFIBRE FABRIC', '', 'multifibre-fabric', 'Vải thử nghiệm đa sợi', 'Multifibre fabric', '', 0, 'KT/MF-10A', '<p>Vải thử nghiệm đa sợi</p>\r\n', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Multifibre fabric</span></p>\r\n', '', 'MULTIFIBRE FABRIC, VẢI THỬ NGHIỆM ĐA SỢI, KT/MF-10A', 'MULTIFIBRE FABRIC, VẢI THỬ NGHIỆM ĐA SỢI, KT/MF-10A', 'MULTIFIBRE FABRIC, VẢI THỬ NGHIỆM ĐA SỢI, KT/MF-10A', 'MULTIFIBRE FABRIC, VẢI THỬ NGHIỆM ĐA SỢI, KT/MF-10A', 19, 1, 1478937105, 1482597484, 2206, 'AATCC, ISO & M&S', ''),
(724, 0, 0, 0, 117, 0, 0, 0, 0, 'crocking-cloth_30003057.png', 'crocking-cloth_30003057_150x90.123456790123.png', 'VẢI THỬ NGHIỆM MÀI MÒN MA SÁT', 'CROCKING CLOTH', '', 'crocking-cloth', 'Vải thử nghiệm mài mòn ma sát', 'Cotton cloth used for crocking test', '', 0, 'KT/CL-01', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Vải thử nghiệm mài mòn ma sát</span></p>\r\n', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Cotton cloth used for crocking test</span></p>\r\n', '', 'CROCKING CLOTH, VẢI THỬ NGHIỆM MÀI MÒN MA SÁT, KT/CL-01', 'CROCKING CLOTH, VẢI THỬ NGHIỆM MÀI MÒN MA SÁT, KT/CL-01', 'CROCKING CLOTH, VẢI THỬ NGHIỆM MÀI MÒN MA SÁT, KT/CL-01', 'CROCKING CLOTH, VẢI THỬ NGHIỆM MÀI MÒN MA SÁT, KT/CL-01', 20, 1, 1478937315, 1482597677, 1586, 'AATCC 8', ''),
(702, 0, 0, 0, 119, 0, 0, 0, 0, 'martindale-felt-disc_70385500.png', 'martindale-felt-disc_70385500_146.484375x150.png', 'NỈ THỬ MÀI MÒN MARTINDALE', 'MARTINDALE FELT DISC', '', 'martindale-felt-disc', 'Nỉ thử mài mòn Martindale', 'Martindale felt disc', '', 0, 'STM 105FD', '<p><span style=\"font-family:times new roman,times,serif;\"><span style=\"font-size: 16px;\">Những miếng nỉ này được sử dụng cho máy thử mài mòn Martindale. Nỉ mài mòn được cung cấp theo gói, 100 miếng/gói, với kích thước cắt sẵn, phù hợp với máy thử mài mòn Martindale SATRA (STM 105 / STM 604, STM 633).</span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-family:times new roman,times,serif;\"><span style=\"font-size: 16px;\"><strong>Tiêu chuẩn áp dụng: SATRA TM31, EN ISO 12947-1:1998, EN ISO 20344:2011</strong></span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p> </p>\r\n', '<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">These felt discs are used in conjunction with the Martindale Abrasion Tester. The felt discs are supplied in pack of 100 and cut to size ready to use with the SATRA machines (STM 105 / STM 604, STM 633).</span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><strong>Standard application: SATRA TM31, EN ISO 12947-1:1998, EN ISO 20344:2011</strong></span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p> </p>\r\n', '', 'Martindale felt disc,Nỉ thử mài mòn Martindale', 'Martindale felt disc, Nỉ thử mài mòn Martindale', 'Martindale felt disc, Nỉ thử mài mòn Martindale', 'Martindale felt disc, Nỉ thử mài mòn Martindale', 2, 1, 1478769876, 1488016087, 1489, 'SATRA TM31, EN ISO 12947-1, EN ISO 20344', ''),
(703, 0, 0, 0, 119, 0, 0, 0, 0, 'martindale-rep-disc_40083498.png', 'martindale-rep-disc_40083498_150x143.1.png', 'VẢI THỬ MÀI MÒN MARTINDALE', 'MARTINDALE REP DISC', '', 'martindale-rep-disc', 'Vải thử mài mòn Martindale', 'Martindale rep disc', '', 0, 'STM 105RD', '<p><span style=\"font-family:times new roman,times,serif;\"><span style=\"font-size: 16px;\">Những miếng vải này được sử dụng cho máy thử mài mòn Martindale. Nỉ mài mòn được cung cấp theo gói, 100 miếng/gói, với kích thước cắt sẵn, phù hợp với máy thử mài mòn Martindale SATRA (STM 105 / STM 604, STM 633).</span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-family:times new roman,times,serif;\"><span style=\"font-size: 16px;\"><strong>Tiêu chuẩn áp dụng: SATRA TM31, EN ISO 12947-1:1998, EN ISO 20344:2011</strong></span></span></p>\r\n', '<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">These rep discs are used in conjunction with the Martindale Abrasion Tester. The felt discs are supplied in pack of 100 and cut to size ready to use with the SATRA machines (STM 105 / STM 604, STM 633).</span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><strong>Standard application: SATRA TM31, EN ISO 12947-1:1998, EN ISO 20344:2011</strong></span></span></p>\r\n', '', 'Martindale rep disc, Vải thử mài mòn Martindale', 'Martindale rep disc, Vải thử mài mòn Martindale', 'Martindale rep disc, Vải thử mài mòn Martindale', 'Martindale rep disc, Vải thử mài mòn Martindale', 3, 1, 1478770005, 1488274883, 1567, 'SATRA TM31, EN ISO 20344', ''),
(704, 0, 0, 0, 119, 0, 0, 0, 0, 'martindale-felt-washer_96439426.JPG', 'martindale-felt-washer_96439426_150x74.4.jpg', 'NỈ ĐỆM MÁY MÀI MÒN MARTINDALE', 'MARTINDALE FELT WASHER', '', 'martindale-felt-washer', 'Nỉ đệm máy mài mòn Martindale', 'Martindale felt washer', '', 0, 'STM 105FW', '<p>Nỉ đệm máy mài mòn Martindale</p>\r\n', '<p>Martindale felt washer</p>\r\n', '', 'Martindale felt washer, Nỉ đệm máy mài mòn Martindale', 'Martindale felt washer, Nỉ đệm máy mài mòn Martindale', 'Martindale felt washer, Nỉ đệm máy mài mòn Martindale', 'Martindale felt washer, Nỉ đệm máy mài mòn Martindale', 4, 1, 1478770126, 1480498610, 1422, '', ''),
(705, 0, 0, 0, 117, 0, 0, 0, 0, 'square-felt-pads_52039479.jpg', 'square-felt-pads_52039479_150x141.5625.jpg', 'NỈ VUÔNG THỬ NGHIỆM MÀI MÒN', 'SQUARE FELT PADS', '', 'square-felt-pads', 'Nỉ vuông thử nghiệm mài mòn', 'Square felt pads', '', 0, 'STM 421P', '<p>Nỉ vuông thử nghiệm mài mòn</p>\r\n', '<p>Square felt pads</p>\r\n', '', 'Square felt pads, Nỉ vuông thử nghiệm mài mòn', 'Square felt pads, Nỉ vuông thử nghiệm mài mòn', 'Square felt pads, Nỉ vuông thử nghiệm mài mòn', 'Square felt pads, Nỉ vuông thử nghiệm mài mòn', 5, 1, 1478771142, 1481470238, 1421, 'SATRA TM 173, TM177', ''),
(706, 0, 0, 0, 117, 0, 0, 0, 0, 'circular-felt-pads_85999827.jpg', 'circular-felt-pads_85999827_150x147.5.jpg', 'NỈ TRÒN THỬ NGHIỆM MÀI MÒN', 'CIRCULAR FELT PADS', '', 'circular-felt-pads', 'Nỉ tròn thử nghiệm mài mòn', 'Circular felt pads', '', 0, 'STM 102P', '<p>Nỉ tròn thử nghiệm mài mòn</p>\r\n', '<p>Circular felt pads</p>\r\n', '', 'Nỉ tròn thử nghiệm mài mòn, Circular felt pads', 'Nỉ tròn thử nghiệm mài mòn, Circular felt pads', 'Nỉ tròn thử nghiệm mài mòn, Circular felt pads', 'Nỉ tròn thử nghiệm mài mòn, Circular felt pads', 6, 1, 1478771464, 1481470323, 1454, 'SATRA TM8, TM14', ''),
(707, 0, 0, 0, 118, 0, 0, 0, 0, 'calibrated-floor-quarry-tile_40383981.png', 'calibrated-floor-quarry-tile_40383981_150x147.png', 'SÀN GẠCH THỬ NGHIỆM KHÁNG TRƯỢT', 'CALIBRATED FLOOR QUARRY TILE', '', 'calibrated-floor-quarry-tile', 'Sàn gạch thử nghiệm kháng trượt', 'Calibrated floor quarry tile', '', 0, 'STM 603AC', '<p>Sàn gạch thử nghiệm kháng trượt</p>\r\n', '<p>Calibrated floor quarry tile</p>\r\n', '', 'Calibrated floor quarry tile, Sàn gạch thử nghiệm kháng trượt,STM 603AC', 'Calibrated floor quarry tile, Sàn gạch thử nghiệm kháng trượt, STM 603AC', 'Calibrated floor quarry tile, Sàn gạch thử nghiệm kháng trượt, STM 603AC', 'Calibrated floor quarry tile, Sàn gạch thử nghiệm kháng trượt, STM 603AC', 7, 1, 1478771694, 1481471170, 1255, 'SATRA TM144', ''),
(708, 0, 0, 0, 0, 0, 0, 0, 0, 'circular-blade-cut-resistance-tester_98967829.png', 'circular-blade-cut-resistance-tester_98967829_150x113.26530612245.png', 'MÁY THỬ CHỐNG CẮT', 'CIRCULAR BLADE CUT RESISTANCE TESTER', '', 'circular-blade-cut-resistance-tester', 'Máy thử chống cắt kiểm tra độ chống cắt của vật liệu theo tiêu chuẩn EN 388 (Mục 2). Mẫu thử được gắn vào một gá mẫu mà có thể tháo lắp dễ dàng.', 'This machine measures the cut resistance of a material in accordance with EN 388 (Clause 6.2). A test sample is clamped in an easily removed holder.', '', 0, 'STM 611', '<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Máy thử chống cắt kiểm tra độ chống cắt của vật liệu theo tiêu chuẩn EN 388 (Mục 2).</span></span></p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"> </span></span></p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Mẫu thử được gắn vào một gá mẫu mà có thể tháo lắp dễ dàng. Sau đó, gá mẫu sẽ được gắn vào máy. Lưỡi dao tròn được hạ xuống nhẹ nhàng và chạm vào mẫu thử. Bộ đếm được cài đặt về không và nhấn nút “Start Test” để bắt đầu thử mẫu. Khi lưỡi dao xoay tròn xuyên qua mẫu, máy sẽ tự động dừng. Số vòng thử hiển thị trên màn hình bộ đếm sẽ xác định chỉ số bị cắt, là chỉ số chống cắt của vật liệu.</span></span></p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"> </span></span></p>\r\n\r\n<ul style=\"list-style-type: circle;\">\r\n	<li><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Kích thước: 49 x 36 x 40 cm</span></span></li>\r\n	<li><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Trọng lượng: khoảng 21 kg</span></span></li>\r\n	<li><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><strong>Tiêu chuẩn áp dụng: EN 388 – 6.2</strong></span></span></li>\r\n</ul>\r\n', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">This machine measures the cut resistance of a material in accordance with EN 388 (Clause 6.2).</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"> </span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">A test sample is clamped in an easily removed holder. The holder is then placed onto the machine. The circular blade is gently lowered so that it touches the test sample. With the counter set to zero the ʻStart Testʼ button is pressed to initialise the test. When the rotating blade penetrates the test sample the machine will automatically stop. The number of cycles displayed on the counter screen is used to produce the cut index which is a measure of the materialʼs cut resistance.</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"> </span></p>\r\n\r\n<ul style=\"list-style-type: circle;\">\r\n	<li><span style=\"font-family: times new roman,times; font-size: medium;\">Dimensions: 49 x 36 x 40 cm</span></li>\r\n	<li><span style=\"font-family: times new roman,times; font-size: medium;\">Net weight: approx. 21 kg</span></li>\r\n	<li><strong><span style=\"font-family: times new roman,times; font-size: medium;\">Application standard: EN 388 – 6.2</span></strong></li>\r\n</ul>\r\n', '', 'CIRCULAR BLADE CUT RESISTANCE TESTER, MÁY THỬ CHỐNG CẮT', 'CIRCULAR BLADE CUT RESISTANCE TESTER, MÁY THỬ CHỐNG CẮT', 'CIRCULAR BLADE CUT RESISTANCE TESTER, MÁY THỬ CHỐNG CẮT', 'CIRCULAR BLADE CUT RESISTANCE TESTER, MÁY THỬ CHỐNG CẮT', 1, 1, 1478917151, 1488005655, 1436, 'EN 388 - 6.2', ''),
(710, 0, 0, 0, 0, 0, 0, 0, 0, 'cut-resistance-evaluator_84499464.jpg', 'cut-resistance-evaluator_84499464_150x131.8359375.jpg', 'MÁY THỬ NGHIỆM CHỐNG CẮT', 'CUT RESISTANCE EVALUATOR', '', 'cut-resistance-evaluator', 'Máy thử nghiệm chống cắt cắt mẫu bằng một lưỡi dao thẳng. Mỗi đường cắt đều được tạo thành bởi một lưỡi dao mới với lực tiếp xúc khác nhau.', 'This tester applies a cut to the sample with a straight blade. A number of cuts are made each using a new blade and using a different contact force.', '', 0, 'STM 610', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">Máy thử nghiệm chống cắt cắt mẫu bằng một lưỡi dao thẳng. Mỗi đường cắt đều được tạo thành bởi một lưỡi dao mới với lực tiếp xúc khác nhau.</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"> </span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">Đối chiếu đồ thị vẽ hành trình cắt với lực ép của lưỡi dao sẽ dự đoán áp lực mà lưỡi dao cắt xuyên qua mẫu thử tại hành trình 20 mm. Áp lực hiển thị bằng đơn vị newton cho biết chỉ số chống cắt và tiêu chuẩn EN 388:2003 bao gồm sự tương quan tiềm ẩn tương tự với chỉ số cắt của máy STM 611.</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"> </span></p>\r\n\r\n<p><strong><span style=\"font-family: times new roman,times; font-size: medium;\">Tiêu chuẩn áp dụng: EN ISO 13997-99; ANSI/ISEA 105-16 & ASTM F2992, F2992M-15</span></strong></p>\r\n\r\n<p> </p>\r\n\r\n<p> </p>\r\n', '<p><span style=\"font-family: times new roman,times; font-size: medium;\">This tester applies a cut to the sample with a straight blade. A number of cuts are made each using a new blade and using a different contact force.</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"> </span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">A graph is then plotted of cutting stroke length compared to blade loading to predict the force at which the blade will just penetrate the material at 20 mm stroke. That force in newton gives the cut index and EN 388:2003 includes a potential correlation with the blade cut index value such as that produced by STM 611.</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"> </span></p>\r\n\r\n<p><strong><span style=\"font-family: times new roman,times; font-size: medium;\">Application standard: EN ISO 13997-99; ANSI/ISEA 105-16 & ASTM F2992, F2992M-15</span></strong></p>\r\n\r\n<p> </p>\r\n\r\n<p> </p>\r\n', '', 'CUT RESISTANCE EVALUATOR, MÁY THỬ NGHIỆM CHỐNG CẮT', 'CUT RESISTANCE EVALUATOR, MÁY THỬ NGHIỆM CHỐNG CẮT', 'CUT RESISTANCE EVALUATOR, MÁY THỬ NGHIỆM CHỐNG CẮT', 'CUT RESISTANCE EVALUATOR, MÁY THỬ NGHIỆM CHỐNG CẮT', 3, 1, 1478922271, 1488274755, 1346, 'EN ISO 13997-99, ASTM F2992', ''),
(711, 0, 0, 0, 0, 0, 0, 0, 0, 'tensile-testing-machine-stylus-jaw_65899833.jpg', 'tensile-testing-machine-stylus-jaw_65899833_86.681715575621x150.jpg', 'MÁY THỬ LỰC KÉO & NGÀM KẸP THỬ XUYÊN THỦNG', 'TENSILE TESTING MACHINE & STYLUS JAW', '', 'tensile-testing-machine-stylus-jaw', 'Máy thử lực kéo hiển nhiên là một trong những loại được sử dụng linh hoạt nhất trong phòng thí nghiệm STM 566 có khả năng thực hiện nhiều thử nghiệm đo độ giãn hay độ nén dưới một áp lực nhất định. Máy thử lực kéo SATRA có thể thử nghiệm nhiều phương pháp khác nhau với nhiều loại ngàm kẹp khác nhau.', 'The tensile tester is probably one of the most versatile machines used in a laboratory. The STM 566 is capable of carrying out tests where measurement of extension or compression against load is involved. The SATRA tensile tester can perform many tests required by a wide range of standards and is complemented by a full range of associated tensile jaws.', '', 0, 'STM 566 & STM 566P', '<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium; color: #000000;\">Máy thử lực kéo hiển nhiên là một trong những loại được sử dụng linh hoạt nhất trong phòng thí nghiệm. STM 566 có khả năng thực hiện nhiều thử nghiệm đo độ giãn hay độ nén dưới một áp lực nhất định. Máy thử lực kéo SATRA có thể thử nghiệm nhiều phương pháp khác nhau với nhiều loại ngàm kẹp khác nhau.</span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium; color: #000000;\"> </span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium; color: #000000;\">Các loại ngàm kẹp đặc biệt cho phép thử nghiệm theo tiêu chuẩn EN 388 (Mục 6.3 & 6.4 - xé rách và chống xuyên thủng). Máy thử lực kéo có 2 trụ cao hơn được thiết kế thân thiện với người dùng, có phần mềm thử nghiệm đơn giản dùng kèm với máy tính (không được cung cấp kèm với máy). Phần mềm thử nghiệm thể hiện dữ liệu về thời gian thử mẫu và đồ thị, cho phép người dùng lựa chọn các thông tin cần thu thập.</span></p>\r\n', '<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium; color: #000000;\">The tensile tester is probably one of the most versatile machines used in a laboratory. The STM 566 is capable of carrying out tests where measurement of extension or compression against load is involved. The SATRA tensile tester can perform many tests required by a wide range of standards and is complemented by a full range of associated tensile jaws.</span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium; color: #000000;\"> </span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium; color: #000000;\">Special jigs are available to enable the tests in EN 388 Clauses 6.3 and 6.4 (tear and puncture resistance) to be carried out. The machine is a twin column machine for extra strength and has been designed to be user-friendly with simple software operating the machine from a PC (not supplied with the machine). Each screen output to a PC shows real time data and graphs are displayed to allow constant monitoring of information gathered.</span></p>\r\n', '', 'TENSILE TESTING MACHINE & STYLUS JAW, MÁY THỬ LỰC KÉO & NGÀM KẸP THỬ XUYÊN THỦNG', 'TENSILE TESTING MACHINE & STYLUS JAW, MÁY THỬ LỰC KÉO & NGÀM KẸP THỬ XUYÊN THỦNG', 'TENSILE TESTING MACHINE & STYLUS JAW, MÁY THỬ LỰC KÉO & NGÀM KẸP THỬ XUYÊN THỦNG', 'TENSILE TESTING MACHINE & STYLUS JAW, MÁY THỬ LỰC KÉO & NGÀM KẸP THỬ XUYÊN THỦNG', 5, 1, 1478922926, 1481470212, 1466, 'EN 388', ''),
(745, 0, 0, 0, 117, 0, 0, 0, 0, 'electrolux-tumble-dryer_31576677.jpg', 'electrolux-tumble-dryer_31576677_108.13492063492x150.jpg', 'MÁY SẤY THỬ NGHIỆM ELECTROLUX', 'ELECTROLUX TUMBLE DRYER', '', 'electrolux-tumble-dryer', 'Large display and one control knob for easy program selection', 'Large display and one control knob for easy program selection', '', 0, 'T5130', '<p><span style=\"font-family: times new roman,times; font-size: large; color: #0000ff;\"><strong><span style=\"text-decoration: underline;\">Features</span></strong></span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>  +  </strong>Large display and one control knob for easy program selection</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>  +  </strong></span>Language selection</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>  +  </strong></span>Quick start and option buttons for frequently used programs</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>  +  </strong></span>Drying program packages optimized for Economy, Care and Time</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>  +  </strong></span>Service program for adjustment of parameters</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>  +  </strong></span>USB connection</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>  +  </strong></span>Residual Moisture Control for an accurate drying result and a low energy consumption</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>  +  </strong></span>Reversing drum for less tangling of large items</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>  +  </strong></span>Stainless steel drum</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>  +  </strong></span>Reversable door hanging for a convenient laundry flowEasy access to vital parts from the top and rear for simple servicing</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>  +  </strong></span>The coin version with Ecopower to avoid over drying of the garments and get a lower energy consumption</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"> </span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: large; color: #0000ff;\"><strong><span style=\"text-decoration: underline;\">Main options</span></strong></span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>  +  </strong></span>Stainless steel front</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>  +  </strong></span>Connection to booking- /payment- system or coin meter</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>  +  </strong></span>Stacking frame for mounting T5130 on top of W555H</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>  +  </strong></span>Stainless steel base frame</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>  +  </strong></span>Integrated condense system</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"> </span></p>\r\n\r\n<p> </p>\r\n\r\n<p> </p>\r\n\r\n<p> </p>\r\n', '<p><span style=\"font-family: times new roman,times; font-size: large; color: #0000ff;\"><strong><span style=\"text-decoration: underline;\">Features</span></strong></span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>  +  </strong>Large display and one control knob for easy program selection</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>  +  </strong></span>Language selection</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>  +  </strong></span>Quick start and option buttons for frequently used programs</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>  +  </strong></span>Drying program packages optimized for Economy, Care and Time</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>  +  </strong></span>Service program for adjustment of parameters</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>  +  </strong></span>USB connection</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>  +  </strong></span>Residual Moisture Control for an accurate drying result and a low energy consumption</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>  +  </strong></span>Reversing drum for less tangling of large items</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>  +  </strong></span>Stainless steel drum</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>  +  </strong></span>Reversable door hanging for a convenient laundry flowEasy access to vital parts from the top and rear for simple servicing</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>  +  </strong></span>The coin version with Ecopower to avoid over drying of the garments and get a lower energy consumption</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"> </span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: large; color: #0000ff;\"><strong><span style=\"text-decoration: underline;\">Main options</span></strong></span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>  +  </strong></span>Stainless steel front</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>  +  </strong></span>Connection to booking- /payment- system or coin meter</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>  +  </strong></span>Stacking frame for mounting T5130 on top of W555H</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>  +  </strong></span>Stainless steel base frame</span></p>\r\n\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>  +  </strong></span>Integrated condense system</span></p>\r\n\r\n<p> </p>\r\n\r\n<p> </p>\r\n', '', 'ELECTROLUX TUMBLE DRYER, T5130, MÁY SẤY THỬ NGHIỆM ELECTROLUX', '', '', '', 28, 1, 1479528539, 1627642699, 1098, '', '');
INSERT INTO `table_product` (`id`, `id_list`, `id_item`, `id_item1`, `id_cat`, `noibat`, `new`, `hot`, `banchay`, `photo`, `thumb`, `ten_vi`, `ten_en`, `ten_cam`, `tenkhongdau`, `mota_vi`, `mota_en`, `mota_cam`, `gia`, `model`, `noidung_vi`, `noidung_en`, `noidung_cam`, `tags`, `meta_title`, `meta_description`, `meta_keyword`, `stt`, `hienthi`, `ngaytao`, `ngaysua`, `luotxem`, `tieuchuan`, `id_list_arr`) VALUES
(747, 0, 0, 0, 108, 0, 0, 0, 0, 'rub-fastness-tester_76855681.png', 'rub-fastness-tester_76855681_138.72x150.png', 'MÁY THỬ BỀN MÀU CHÀ XÁT', 'RUB FASTNESS TESTER', '', 'rub-fastness-tester', 'Máy thử bền màu chà xát (STM 421 & STM 705) được thiết kế để thực hiện thử nghiệm độ bền chà xát trên bề mặt vật liệu da để xác định mức độ hư hỏng của bề mặt da hay của giày thành phẩm và xác định lượng màu sắc đã chuyển từ mẫu thử sang miếng đệm chà xát.', 'Rub fastness testers(STM 421 & STM 705) are designed to carry out a rub fastness test on the surface of leather to determine the amount of ‘marring’ of the leather surface or the finish and to assess the amount of colour transfer from the sample to the rubbing pad.', '', 0, 'STM 421', '<div class=\"noidung\">\r\n<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium;\">Máy thử bền màu chà xát (STM 421 & STM 705) được thiết kế để thực hiện thử nghiệm độ bền chà xát trên bề mặt vật liệu da để xác định mức độ hư hỏng của bề mặt da hay của giày thành phẩm và xác định lượng màu sắc đã chuyển từ mẫu thử sang miếng đệm chà xát.</span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium;\"> </span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium;\">Thử nghiệm có thể được thực hiện trong điều kiện khô hay ẩm bằng cách sử dụng thanh chà xát khô – hay thanh chà xát đã được làm ẩm bằng nước cất hay mồ hôi trước đó để thử nghiệm. Loại máy tương tự cũng có thể được dùng để xác định độ kháng mài mòn của đế trong. Dạng thử nghiệm này được thực hiện theo tiêu chuẩn VESLIC – C4500 và tiêu chuẩn IUP 450.</span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium;\"> </span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium;\">Máy thích hợp với nhiều dạng thử nghiệm yêu cầu sự chuyển động qua lại trên bề mặt vật liệu. Chà xát, số vòng, trọng tải và nhiệt độ có thể được điều chỉnh cho phù hợp với yêu cầu kiểm tra.</span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium;\"> </span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium;\">Có 02 loại máy: máy đơn STM 421 và máy có 02 khung STM 705. Máy STM 705 cũng có lợi thế vì có một khung được đốt nóng dùng để kiểm tra các thử nghiệm ủi lên vật liệu. Thử nghiệm này dùng để xác định phản ứng của bề mặt da với tác động của nhiệt và áp lực đặc biệt trong quá trình ‘ủi’ và kết hợp quá trình kéo giãn thông thường. Các loại thành phẩm có thành phần chủ yếu là chất dẻo nhiệt thường sẽ bị hư hỏng khi áp dụng động tác ủi. Độ nóng ủi lên bề mặt da có thể bị ảnh hưởng bởi các chất hoá học khác có trong sản phẩm và các chất này làm cho bề mặt da thích ứng với việc bị ủi nóng. Một bàn chân bằng kim loại được cung cấp để hỗ trợ quá trình ủi. Việc kiểm tra này tuân theo tiêu chuẩn VESLIC – C4580.</span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium;\"> </span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium;\">Sự ảnh hưởng mài mòn của phần vật liệu làm mũ giày cũng sẽ được kiểm định. Sử dụng một miếng cao su nhỏ thay cho miếng vật liệu nỉ để kiểm tra mẫu thử . Độ mài mòn có thể xảy ra do quá trình sử dụng trong thực tế đặc biệt khi người sử dụng xếp chéo chân và mặt đế của chân bên này đặt lên trên phần mũ chiếc giày ở chân bên kia. Kiểm tra này được thực hiện theo tiêu chuẩn VESLIC – C4505.</span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium;\"> </span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium;\">Việc kéo căng mẫu thử trước khi tiến hành thử nghiệm là một đặc điểm chung của cả hai mẫu máy. Nó đặc biệt hữu ích khi kiểm tra các loại vật liệu da co giãn và đặc tính này được yêu cầu khi kiểm định độ mài mòn theo tiêu chuẩn C4580.</span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium;\"> </span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium;\">Máy vận hành rất đơn giản. Mẫu thử được đặt trên bề mặt kiểm tra và được miếng kẹp cố định. Việc kéo căng mẫu thử trước khi tiến hành thử nghiệm có thể được điều khiển bằng nút hiệu chỉnh được gắn trên bảng kiểm định. Một đồng hồ đã cài đặt trước được gắn trên máy sẽ ngưng hoạt động của máy khi máy đã đạt đủ thời gian được cài đặt. Miếng lót nỉ hình vuông (mã số STM 421P) được đặt vào trong máy ở phía cuối của thanh chà xát mà sẽ được hạ thấp xuống đến bề mặt của mẫu thử và sau đó máy bắt đầu hoạt động. Bề mặt mẫu thử và miếng chà xát được quan sát bằng mắt thường, trong trường hợp có sự chuyển giao màu sắc, miếng chà xát bằng nỉ sẽ được so với bảng màu được đính kèm với máy.</span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium;\"> </span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium;\">Các miếng vật liệu len nỉ được cung cấp kèm theo máy.</span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium;\"> </span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-family: times new roman,times; font-size: medium;\">Máy kiểm tra giày thành phẩm kiểu Bally là thiết bị duy nhất được chấp nhận và đạt chuẩn VESLIC.</span></p>\r\n\r\n<p style=\"text-align: justify;\"> </p>\r\n\r\n<p style=\"text-align: justify;\"><strong><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\">Tiêu chuẩn áp dụng<span style=\"color: rgb(0, 0, 0);\">: </span>SATRA TM 173, TM177</span></span></strong></p>\r\n\r\n<p style=\"text-align: justify;\"> </p>\r\n\r\n<p style=\"text-align: justify;\"> </p>\r\n</div>\r\n', '<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\">Rub fastness testers are designed to carry out a rub fastness test on the surface of leather to determine the amount of ‘marring’ of the leather surface or the finish and to assess the amount of colour transfer from the sample to the rubbing pad.</span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\"> </span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\">The test can be carried out under dry or wet conditions by using a dry rubbing pad — or pre-wetting the rubbing pad in distilled water or a sweat solution prior to testing. The same machine can also be used to assess the abrasion resistance of insole boards. This test is covered by VESLIC - C4500 and IUP 450.</span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\"> </span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\">The testing machines are suitable for a wide range of tests that require a ’to and fro’ movement on a material surface. The rubbing element, number of cycles, load and temperature can be adjusted to suit the test material requirements.</span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\"> </span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\">There are two models: a single (STM 421) and a two-station (STM 705) machine. The latter also has the benefit of having one station heated for ironing tests. This test is used to determine the reaction of the leather surface to the application of heat and pressure particularly when experienced during ‘ironing’ but also when associated with the normal lasting process. Thermoplastic-based finishes are particularly susceptible to damage through ironing. The ironing characteristics of the leather can be influenced by the addition of agents in the finish which help them to achieve a leather surface favourable to ironing. A metal foot is provided with the machine to facilitate the ironing process. This test is covered by VESLIC - C4580.</span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\"> </span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\">The abrasion effect of soling materials on upper materials can also be tested on this equipment. Using a small profiled rubber pad in place of the felt pad, samples can be tested for this effect. Abrasion of the upper by the soling material can be caused in normal wear particularly when wearers cross their legs and the sole of one foot rests on the upper of the other foot. This test is covered by VESLIC - C4505.</span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\"> </span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\">The ability to pre-tension the test sample is a feature of both models. This is particularly useful when testing stretchy leathers and is a requirement of the abrasion test under C4580.</span></span></span></p>\r\n\r\n<p style=\"text-align: justify;\"><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\"> </span></span></span></p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><span style=\"color: rgb(0, 0, 0);\">The Bally finish tester is the only equipment approved and promoted by VESLIC.</span></span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p><span style=\"font-size:16px;\"><span style=\"font-family: times new roman,times,serif;\"><strong><span style=\"color: rgb(0, 0, 0);\">Standard application: </span>SATRA TM 173, TM177</strong></span></span></p>\r\n\r\n<p> </p>\r\n\r\n<p> </p>\r\n', '', 'RUB FASTNESS TESTER, MÁY THỬ BỀN MÀU CHÀ XÁT, STM 421', 'RUB FASTNESS TESTER, MÁY THỬ BỀN MÀU CHÀ XÁT, STM 421', 'RUB FASTNESS TESTER, MÁY THỬ BỀN MÀU CHÀ XÁT, STM 421', 'RUB FASTNESS TESTER, MÁY THỬ BỀN MÀU CHÀ XÁT, STM 421', 3, 1, 1479661417, 1488273628, 1774, 'SATRA TM 173, TM177', '');

-- --------------------------------------------------------

--
-- Cấu trúc bảng cho bảng `table_product_cat`
--

CREATE TABLE `table_product_cat` (
  `id` int(11) NOT NULL,
  `id_list` int(11) DEFAULT NULL,
  `ten_vi` varchar(255) DEFAULT NULL,
  `ten_en` varchar(255) DEFAULT NULL,
  `ten_cam` varchar(255) DEFAULT NULL,
  `tenkhongdau` varchar(255) DEFAULT NULL,
  `photo` varchar(255) DEFAULT NULL,
  `thumb` varchar(255) DEFAULT NULL,
  `stt` int(11) DEFAULT NULL,
  `hienthi` int(11) DEFAULT NULL,
  `hientrangchu` int(11) DEFAULT NULL,
  `ngaytao` int(11) DEFAULT NULL,
  `ngaysua` int(11) DEFAULT NULL
) ENGINE=MyISAM DEFAULT CHARSET=utf8;

--
-- Đang đổ dữ liệu cho bảng `table_product_cat`
--

INSERT INTO `table_product_cat` (`id`, `id_list`, `ten_vi`, `ten_en`, `ten_cam`, `tenkhongdau`, `photo`, `thumb`, `stt`, `hienthi`, `hientrangchu`, `ngaytao`, `ngaysua`) VALUES
(108, 69, 'MÁY THỬ NGHIỆM BỀN MÀU', 'COLOR FASTNESS TESTER', '', 'color-fastness-tester', '', '', 4, 1, 0, 1385227740, 1480485533),
(109, 69, 'MÁY THỬ UỐN GẤP', 'FLEXING TESTER', '', 'flexing-tester', '', '', 3, 1, 0, 1385227757, 1480484951),
(110, 69, 'MÁY THỬ MÀI MÒN', 'ABRASION TESTER', '', 'abrasion-tester', '', '', 2, 1, 0, 1385229613, 1480484934),
(112, 69, 'MÁY THỬ KHÁNG TRƯỢT', 'SLIP RESISTANCE TESTER', '', 'slip-resistance-tester', '', '', 1, 1, 0, 1385244295, 1480484910),
(116, 74, 'THỬ NGHIỆM BIẾN VÀNG', 'YELLOWING TEST', '', 'yellowing-test', NULL, NULL, 1, 1, NULL, 1480498145, NULL),
(117, 74, 'THỬ NGHIỆM BỀN MÀU', 'COLOUR FASTNESS', '', 'colour-fastness', NULL, NULL, 2, 1, NULL, 1480498187, NULL),
(118, 74, 'THỬ NGHIỆM KHÁNG TRƯỢT', 'SLIP RESISTANCE TEST', '', 'slip-resistance-test', NULL, NULL, 5, 1, NULL, 1480498336, 1480498509),
(119, 74, 'THỬ NGHIỆM MÀI MÒN', 'ABRASION TEST', '', 'abrasion-test', NULL, NULL, 4, 1, NULL, 1480498502, NULL),
(120, 69, 'MÁY THỬ LỰC KÉO', 'TENSILE TESTING MACHINE', '', 'tensile-testing-machine', NULL, NULL, 5, 1, NULL, 1481470016, NULL),
(121, 69, 'ĐỒNG HỒ ĐO ĐỘ CỨNG', 'DUROMETER HARDNESS', '', 'durometer-hardness', NULL, NULL, 6, 1, NULL, 1481470168, NULL),
(122, 69, 'THIẾT BỊ KHÁC', 'OTHER EQUIPMENT', '', 'other-equipment', NULL, NULL, 7, 1, NULL, 1481470540, NULL),
(123, 74, 'THỬ NGHIỆM LỰC KÉO', 'TENSILE TEST', '', 'tensile-test', NULL, NULL, 6, 1, NULL, 1482596797, 1482596884),
(124, 74, 'THỬ NGHIỆM UỐN GẤP', 'FLEX TEST', '', 'flex-test', NULL, NULL, 5, 1, NULL, 1482596873, NULL),
(125, 74, 'VẬT TƯ KHÁC', 'OTHER CONSUMABLES', '', 'other-consumables', NULL, NULL, 7, 1, NULL, 1482601387, NULL);

-- --------------------------------------------------------

--
-- Cấu trúc bảng cho bảng `table_product_color_condition`
--

CREATE TABLE `table_product_color_condition` (
  `id` int(11) NOT NULL,
  `id_color` int(11) DEFAULT NULL,
  `id_product` int(11) DEFAULT NULL,
  `image` text COLLATE utf8_unicode_ci
) ENGINE=MyISAM DEFAULT CHARSET=utf8 COLLATE=utf8_unicode_ci;

--
-- Đang đổ dữ liệu cho bảng `table_product_color_condition`
--

INSERT INTO `table_product_color_condition` (`id`, `id_color`, `id_product`, `image`) VALUES
(256, 76, 746, NULL),
(255, 71, 746, NULL),
(257, 76, 708, NULL),
(254, 69, 746, NULL),
(9, 70, 653, NULL),
(261, 71, 659, NULL),
(260, 69, 659, NULL),
(258, 69, 627, NULL),
(264, 71, 747, NULL),
(263, 69, 747, NULL),
(121, 74, 678, NULL),
(259, 74, 702, NULL),
(265, 76, 710, NULL),
(267, 71, 637, NULL),
(266, 69, 637, NULL),
(123, 74, 704, NULL),
(156, 70, 651, NULL),
(155, 69, 651, NULL),
(282, 76, 677, NULL),
(281, 70, 677, NULL),
(280, 71, 677, NULL),
(279, 69, 677, NULL),
(157, 76, 711, NULL),
(158, 74, 705, NULL),
(250, 71, 666, NULL),
(36, 70, 650, NULL),
(35, 69, 650, NULL),
(159, 69, 649, NULL),
(160, 74, 706, NULL),
(174, 74, 707, NULL),
(171, 70, 695, NULL),
(170, 69, 695, NULL),
(40, 69, 667, NULL),
(41, 71, 667, NULL),
(173, 70, 656, NULL),
(172, 69, 656, NULL),
(176, 74, 712, NULL),
(178, 71, 668, NULL),
(177, 69, 668, NULL),
(132, 71, 669, NULL),
(131, 69, 669, NULL),
(181, 70, 748, NULL),
(180, 71, 748, NULL),
(179, 69, 748, NULL),
(182, 74, 713, NULL),
(53, 69, 699, NULL),
(54, 70, 699, NULL),
(186, 71, 644, NULL),
(185, 69, 644, NULL),
(118, 74, 714, NULL),
(249, 71, 696, NULL),
(248, 69, 696, NULL),
(119, 74, 715, NULL),
(61, 71, 661, NULL),
(62, 69, 635, NULL),
(63, 71, 635, NULL),
(262, 69, 621, NULL),
(193, 74, 716, NULL),
(268, 69, 620, NULL),
(194, 74, 717, NULL),
(196, 71, 613, NULL),
(195, 69, 613, NULL),
(197, 74, 718, NULL),
(204, 70, 697, NULL),
(203, 69, 697, NULL),
(205, 74, 719, NULL),
(206, 69, 698, NULL),
(207, 74, 720, NULL),
(192, 70, 647, NULL),
(191, 71, 647, NULL),
(190, 69, 647, NULL),
(208, 74, 721, NULL),
(209, 69, 617, NULL),
(212, 74, 722, NULL),
(211, 69, 612, NULL),
(302, 71, 743, NULL),
(301, 69, 743, NULL),
(215, 74, 723, NULL),
(220, 71, 628, NULL),
(219, 69, 628, NULL),
(218, 74, 724, NULL),
(222, 69, 632, NULL),
(225, 74, 726, NULL),
(224, 74, 727, NULL),
(226, 74, 728, NULL),
(227, 69, 634, NULL),
(228, 74, 729, NULL),
(229, 74, 730, NULL),
(230, 69, 614, NULL),
(304, 69, 744, NULL),
(232, 74, 731, NULL),
(233, 74, 732, NULL),
(234, 74, 733, NULL),
(235, 74, 734, NULL),
(237, 74, 736, NULL),
(238, 74, 735, NULL),
(239, 74, 737, NULL),
(240, 74, 738, NULL),
(241, 74, 739, NULL),
(242, 74, 740, NULL),
(243, 74, 741, NULL),
(244, 74, 742, NULL),
(269, 74, 763, NULL),
(270, 74, 765, NULL),
(284, 71, 771, NULL),
(285, 70, 771, NULL),
(286, 71, 796, NULL),
(287, 71, 797, NULL),
(288, 69, 798, NULL),
(289, 71, 798, NULL),
(290, 70, 798, NULL),
(291, 76, 798, NULL),
(292, 74, 798, NULL),
(296, 71, 799, NULL),
(295, 69, 799, NULL),
(300, 71, 745, NULL),
(299, 69, 745, NULL),
(305, 71, 744, NULL);

-- --------------------------------------------------------

--
-- Cấu trúc bảng cho bảng `table_product_item`
--

CREATE TABLE `table_product_item` (
  `id` int(10) UNSIGNED NOT NULL,
  `id_list` int(11) NOT NULL,
  `id_cat` int(10) NOT NULL,
  `ten_vi` varchar(255) CHARACTER SET utf8 COLLATE utf8_unicode_ci NOT NULL,
  `ten_en` varchar(255) CHARACTER SET utf8 NOT NULL,
  `tenkhongdau` varchar(255) COLLATE latin1_general_ci NOT NULL,
  `photo` varchar(20) COLLATE latin1_general_ci NOT NULL,
  `thumb` varchar(255) COLLATE latin1_general_ci NOT NULL,
  `stt` int(2) NOT NULL,
  `hienthi` int(2) NOT NULL,
  `ngaysua` int(10) NOT NULL,
  `ngaytao` int(10) NOT NULL
) ENGINE=MyISAM DEFAULT CHARSET=latin1 COLLATE=latin1_general_ci;

--
-- Đang đổ dữ liệu cho bảng `table_product_item`
--

INSERT INTO `table_product_item` (`id`, `id_list`, `id_cat`, `ten_vi`, `ten_en`, `tenkhongdau`, `photo`, `thumb`, `stt`, `hienthi`, `ngaysua`, `ngaytao`) VALUES
(37, 31, 72, 'Cấp 3 vi', 'Cấp 3 en', 'cap-3-vi', '', '', 1, 1, 0, 1381112968);

-- --------------------------------------------------------

--
-- Cấu trúc bảng cho bảng `table_product_item1`
--

CREATE TABLE `table_product_item1` (
  `id` int(10) UNSIGNED NOT NULL,
  `id_list` int(11) NOT NULL,
  `id_cat` int(10) NOT NULL,
  `id_item` int(10) NOT NULL,
  `ten_vi` varchar(255) CHARACTER SET utf8 COLLATE utf8_unicode_ci NOT NULL,
  `ten_en` varchar(255) CHARACTER SET utf8 NOT NULL,
  `tenkhongdau` varchar(255) COLLATE latin1_general_ci NOT NULL,
  `photo` varchar(20) COLLATE latin1_general_ci NOT NULL,
  `thumb` varchar(255) COLLATE latin1_general_ci NOT NULL,
  `stt` int(2) NOT NULL,
  `hienthi` int(2) NOT NULL,
  `ngaysua` int(10) NOT NULL,
  `ngaytao` int(10) NOT NULL
) ENGINE=MyISAM DEFAULT CHARSET=latin1 COLLATE=latin1_general_ci;

--
-- Đang đổ dữ liệu cho bảng `table_product_item1`
--

INSERT INTO `table_product_item1` (`id`, `id_list`, `id_cat`, `id_item`, `ten_vi`, `ten_en`, `tenkhongdau`, `photo`, `thumb`, `stt`, `hienthi`, `ngaysua`, `ngaytao`) VALUES
(1, 15, 18, 8, 'Cấp 4', '', 'cap-4', '', '', 1, 1, 0, 1377184608),
(2, 25, 59, 33, 'XE TẢI DAEWOO CABIN CHASSIS 25 TẤN ', 'XE TẢI DAEWOO CABIN CHASSIS 25 TẤN ', 'xe-tai-daewoo-cabin-chassis-25-tan', '', '', 1, 1, 1378197460, 1378195499);

-- --------------------------------------------------------

--
-- Cấu trúc bảng cho bảng `table_product_list`
--

CREATE TABLE `table_product_list` (
  `id` int(11) NOT NULL,
  `ten_vi` varchar(255) DEFAULT NULL,
  `ten_en` varchar(255) DEFAULT NULL,
  `ten_cam` varchar(255) DEFAULT NULL,
  `tenkhongdau` varchar(255) DEFAULT NULL,
  `photo` varchar(255) DEFAULT NULL,
  `thumb` varchar(255) DEFAULT NULL,
  `stt` int(11) NOT NULL DEFAULT '0',
  `hienthi` int(11) NOT NULL DEFAULT '0',
  `hientrangchu` int(11) NOT NULL DEFAULT '0',
  `hienmenu` int(11) NOT NULL DEFAULT '0',
  `meta_title` varchar(255) DEFAULT NULL,
  `meta_description` text,
  `meta_keyword` text,
  `ngaytao` int(11) NOT NULL DEFAULT '0',
  `ngaysua` int(11) NOT NULL DEFAULT '0',
  `meta_mota` text
) ENGINE=MyISAM DEFAULT CHARSET=utf8;

--
-- Đang đổ dữ liệu cho bảng `table_product_list`
--

INSERT INTO `table_product_list` (`id`, `ten_vi`, `ten_en`, `ten_cam`, `tenkhongdau`, `photo`, `thumb`, `stt`, `hienthi`, `hientrangchu`, `hienmenu`, `meta_title`, `meta_description`, `meta_keyword`, `ngaytao`, `ngaysua`, `meta_mota`) VALUES
(74, 'VẬT TƯ THỬ NGHIỆM', 'TEST CONSUMABLES', '', 'test-consumables', '', '', 5, 1, 0, 0, 'Vải nỉ thử nghiệm mài mòn, vật tư thử nghiệm trượt', 'Vải nỉ thử nghiệm mài mòn, vật tư thử nghiệm trượt được sử dụng trong thử nghiệm để đánh giá độ bền mài mòn, mức độ kháng trượt bề mặt của vật liệu giúp hoàn thiện tối đa chất lượng thành phẩm.', 'vải nỉ thử nghiệm mài mòn, vật tư thử nghiệm trượt', 1393400590, 1480558747, '<p style=\"text-align:justify\"><span style=\"color:#000000\"><span style=\"font-family:times new roman,times,serif\"><span style=\"font-size:18px\"> \r\n					 <Strong>   Vải nỉ thử nghiệm mài mòn, vật tư thử nghiệm trượt</strong> là các loại vật tư thử nghiệm quan trọng trong ngành giày da, dệt may, túi xách và cao su nhằm kiểm tra chất lượng của vật liệu phục vụ cho quy trình sản xuất kinh doanh. Tại phòng thí nghiệm, công tác kiểm tra độ mài mòn của vật liệu được thực hiện bằng máy thử nghiệm mài mòn Martindale sử dụng vải nỉ thử nghiệm mài mòn mang lại kết quả chính xác, ổn định và đồng nhất.&nbsp;<br />\r\n    Quý khách có nhu cầu lựa chọn <strong>vải nỉ thử nghiệm mài mòn</strong> vui lòng liên hệ Khởi Toàn theo hotline <Strong>0938 729 490</strong> để được hỗ trợ tư vấn chi tiết nhất.\r\n\r\n	&nbsp;<br />\r\n	</span></span></span></p>'),
(71, 'DỆT MAY - TÚI XÁCH', 'TEXTILE - HANDBAG', '', 'textile-handbag', '', '', 2, 1, 0, 0, 'DỆT MAY - TÚI XÁCH', 'DỆT MAY - TÚI XÁCH', 'DỆT MAY - TÚI XÁCH', 1393400541, 1479660830, NULL),
(70, 'CAO SU - NHỰA', 'RUBBER - PLASTIC', '', 'rubber-plastic', '', '', 3, 1, 0, 0, 'CAO SU - NHỰA', 'CAO SU - NHỰA', 'CAO SU - NHỰA', 1393400502, 1477732348, NULL),
(69, 'GIÀY - DA', 'FOOTWEAR - LEATHER', '', 'footwear-leather', '', '', 1, 1, 0, 0, 'Máy thử nghiệm giày da/ vật tư thử nghiệm giày da', 'Công ty TNHH Khởi Toàn cung cấp cho quý khách các mẫu máy thử nghiệm giày da, vật tư thử nghiệm giày da giúp thử nghiệm độ mài mòn, độ bền màu và khả năng kháng trượt của từng loại vật liệu.', 'máy thử nghiệm giày da, vật tư thử nghiệm giày da', 1388789190, 1480558287, '<p style=\"text-align:justify\"><span style=\"color:#000000\"><span style=\"font-family:times new roman,times,serif\"><span style=\"font-size:18px\">\r\n					  Sử dụng <strong>máy thử nghiệm giày da</strong> để kiểm tra, đánh giá độ mài mòn, độ bền màu, độ bám dính, độ uốn gấp, lực kéo đứt, độ giãn dài…của các loại vật liệu trước và sau khi đưa vào quy trình sản xuất, kinh doanh dày da bởi nó ảnh hưởng trực tiếp đến chất lượng thành phẩm, an toàn tiêu dùng cũng như uy tín thương hiệu. &nbsp;<br />\r\nCông ty TNHH Khởi Toàn chuyên cung cấp các loại <strong>vật tư thử nghiệm giày da</strong> đảm bảo chất lượng chính hãng như vải thử mài mòn Martindale của SATRA, vải thử nghiệm bền màu ma sát, vật tư thử nghiệm trượt…Ngoài ra, khách hàng có thể sử dụng các giải pháp thử nghiệm hoặc dịch vụ hiệu chuẩn máy móc/ thiết bị của chúng tôi. Hotline tư vấn: <strong>0938 729 490</strong>\r\n\r\n	&nbsp;<br />\r\n	</span></span></span></p>'),
(76, 'THIẾT BỊ BẢO HỘ', 'PROTECTIVE EQUIPMENT', '', 'protective-equipment', NULL, NULL, 4, 1, 0, 0, 'PROTECTIVE EQUIPMENT, THIẾT BỊ BẢO HỘ', 'PROTECTIVE EQUIPMENT, THIẾT BỊ BẢO HỘ', 'PROTECTIVE EQUIPMENT, THIẾT BỊ BẢO HỘ', 1478621139, 1479660839, NULL);

-- --------------------------------------------------------

--
-- Cấu trúc bảng cho bảng `table_product_photo`
--

CREATE TABLE `table_product_photo` (
  `id` int(10) UNSIGNED NOT NULL,
  `id_list` int(10) NOT NULL,
  `stt` int(10) UNSIGNED NOT NULL DEFAULT '1',
  `hienthi` tinyint(1) NOT NULL DEFAULT '1',
  `ngaytao` int(10) UNSIGNED NOT NULL DEFAULT '0',
  `ngaysua` int(10) UNSIGNED NOT NULL DEFAULT '0',
  `photo` varchar(225) NOT NULL,
  `thumb` varchar(225) NOT NULL
) ENGINE=MyISAM DEFAULT CHARSET=utf8;

--
-- Đang đổ dữ liệu cho bảng `table_product_photo`
--

INSERT INTO `table_product_photo` (`id`, `id_list`, `stt`, `hienthi`, `ngaytao`, `ngaysua`, `photo`, `thumb`) VALUES
(1, 405, 1, 1, 0, 0, '37789037970.png', '37789037970_143x87.png'),
(2, 405, 1, 1, 0, 0, '37789037971.png', '37789037971_143x87.png'),
(3, 405, 1, 1, 0, 0, '37789037972.png', '37789037972_143x87.png'),
(4, 405, 1, 1, 0, 0, '37789037973.png', '37789037973_143x87.png'),
(5, 410, 1, 1, 0, 0, '67728083120.jpg', '67728083120_292x200.jpg'),
(6, 410, 1, 1, 0, 0, '67728083121.jpg', '67728083121_292x200.jpg'),
(7, 410, 1, 1, 0, 0, '67728083122.jpg', '67728083122_292x200.jpg'),
(8, 410, 1, 1, 0, 0, '67728083123.jpg', '67728083123_292x200.jpg'),
(9, 410, 1, 1, 0, 0, '67728083124.jpg', '67728083124_292x200.jpg'),
(10, 410, 1, 1, 0, 0, '76337914230.jpg', '76337914230_292x200.jpg'),
(11, 410, 1, 1, 0, 0, '76337914231.jpg', '76337914231_292x200.jpg'),
(12, 410, 1, 1, 0, 0, '76337914232.jpg', '76337914232_292x200.jpg'),
(13, 459, 1, 1, 0, 0, '60918546260.jpg', '60918546260_292x200.jpg');

-- --------------------------------------------------------

--
-- Cấu trúc bảng cho bảng `table_quangcao`
--

CREATE TABLE `table_quangcao` (
  `id` int(10) UNSIGNED NOT NULL,
  `thumb` varchar(255) DEFAULT NULL,
  `photo` varchar(225) DEFAULT NULL,
  `ten_vi` varchar(255) DEFAULT NULL,
  `ten_en` varchar(255) DEFAULT NULL,
  `ten_cam` varchar(255) DEFAULT NULL,
  `mota` text,
  `link` varchar(255) DEFAULT NULL,
  `vitri` int(5) NOT NULL DEFAULT '0',
  `stt` int(10) UNSIGNED NOT NULL DEFAULT '1',
  `hienthi` tinyint(1) NOT NULL DEFAULT '1'
) ENGINE=MyISAM DEFAULT CHARSET=utf8;

--
-- Đang đổ dữ liệu cho bảng `table_quangcao`
--

INSERT INTO `table_quangcao` (`id`, `thumb`, `photo`, `ten_vi`, `ten_en`, `ten_cam`, `mota`, `link`, `vitri`, `stt`, `hienthi`) VALUES
(29, '750412_142.44186046512x175.png', '750412.png', 'VILAS 653', 'VILAS 653', '', '', '', 0, 3, 1),
(33, '074465_177.96610169492x175.png', '074465.png', 'Đại lý Uỷ Quyền', 'Authorised Equipment Supplier', '', NULL, '', 0, 1, 1);

-- --------------------------------------------------------

--
-- Cấu trúc bảng cho bảng `table_rubber`
--

CREATE TABLE `table_rubber` (
  `id` int(10) UNSIGNED NOT NULL,
  `id_list` int(11) NOT NULL,
  `noibat` int(12) NOT NULL,
  `ten_vi` varchar(225) NOT NULL,
  `ten_en` varchar(255) NOT NULL,
  `ten_cam` varchar(255) NOT NULL,
  `tenkhongdau` varchar(255) NOT NULL,
  `model` varchar(255) NOT NULL,
  `mota_vi` text NOT NULL,
  `mota_en` text NOT NULL,
  `mota_cam` text NOT NULL,
  `noidung_vi` longtext NOT NULL,
  `noidung_en` longtext NOT NULL,
  `noidung_cam` longtext NOT NULL,
  `link` varchar(255) NOT NULL,
  `meta_title` varchar(255) NOT NULL,
  `meta_description` text NOT NULL,
  `meta_keyword` text NOT NULL,
  `loaitin` varchar(50) NOT NULL,
  `photo` varchar(100) NOT NULL,
  `thumb` varchar(255) NOT NULL,
  `stt` int(10) UNSIGNED NOT NULL DEFAULT '1',
  `hienthi` tinyint(1) NOT NULL DEFAULT '1',
  `ngaytao` int(10) UNSIGNED NOT NULL DEFAULT '0',
  `ngaysua` int(10) UNSIGNED NOT NULL DEFAULT '0',
  `luotxem` int(11) NOT NULL
) ENGINE=MyISAM DEFAULT CHARSET=utf8;

--
-- Đang đổ dữ liệu cho bảng `table_rubber`
--

INSERT INTO `table_rubber` (`id`, `id_list`, `noibat`, `ten_vi`, `ten_en`, `ten_cam`, `tenkhongdau`, `model`, `mota_vi`, `mota_en`, `mota_cam`, `noidung_vi`, `noidung_en`, `noidung_cam`, `link`, `meta_title`, `meta_description`, `meta_keyword`, `loaitin`, `photo`, `thumb`, `stt`, `hienthi`, `ngaytao`, `ngaysua`, `luotxem`) VALUES
(1, 0, 0, 'MÁY THỬ OZONE', 'OZONE TEST CHAMBER', '', '', 'Model: HTE 703 - 903', 'Công nghệ thử ozone của SATRA đã được phát triển từ quá trình nghiên cứu hơn 30 năm. Công nghệ tiên tiến và kỹ thuật xây dựng đã được kết hợp để tạo ra một thiết bị đáng tin cậy, chính xác, hoàn toàn tự động, tiết kiệm nhân công, chi phí và thật sự an toàn về môi trường.', 'SATRA ozone testing technology has evolved as a result of more than 30 years of experience. Stateof-the-art technology and construction techniques have been combined with expertise to produce a reliable, accurate, fully automated, labour and cost-saving unit which is truly environmentally safe.', '', '<p style=\"text-align: center;\">&nbsp;</p>\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><img 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\" alt=\"\" width=\"200\" /></span></p>\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">&nbsp;</span></p>\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">C&ocirc;ng nghệ thử ozone của SATRA đ&atilde; được ph&aacute;t triển qua qu&aacute; tr&igrave;nh nghi&ecirc;n cứu hơn 30 năm. C&ocirc;ng nghệ ti&ecirc;n tiến v&agrave; kỹ thuật sản xuất đ&atilde; được kết hợp để tạo ra một thiết bị đ&aacute;ng tin cậy, ch&iacute;nh x&aacute;c, ho&agrave;n to&agrave;n tự động, tiết kiệm nh&acirc;n c&ocirc;ng, chi ph&iacute; v&agrave; thật sự an to&agrave;n về m&ocirc;i trường.</span></p>\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Một hệ thống luồng kh&iacute; ozone kh&eacute;p k&iacute;n đảm bảo kh&iacute; ozone nguy hiểm sẽ được giữ b&ecirc;n trong m&aacute;y thử ozone &ndash; kh&ocirc;ng c&oacute; c&aacute;c lỗ tho&aacute;t hay bộ phận lọc kh&iacute; độc ra b&ecirc;n ngo&agrave;i.</span></p>\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Tủ nh&ocirc;m d&agrave;y c&oacute; một lớp kim loại chống gỉ s&eacute;t b&ecirc;n trong v&agrave; được bổ sung một hệ thống bệ đỡ để sử dụng cho c&aacute;c loại mẫu thử c&oacute; bệ đỡ. Một loại bệ đỡ mẫu thử ổn định nhưng c&oacute; thể di chuyển được đạt chuẩn quốc tế được gắn sẵn trong m&aacute;y. Việc đ&aacute;nh gi&aacute; sẽ được thực hiện th&ocirc;ng qua một cửa k&iacute;nh hai lớp, k&iacute;n hơi v&agrave; đ&atilde; được kho&aacute; an to&agrave;n. M&aacute;y chỉ được ph&eacute;p mở khi m&ocirc;i trường b&ecirc;n trong m&aacute;y đ&atilde; được kh&ocirc;i phục lại mức nhiệt độ an to&agrave;n. C&aacute;c luồng &aacute;nh s&aacute;ng b&ecirc;n ngo&agrave;i sẽ bị loại trừ khỏi khu vực m&aacute;y th&ocirc;ng qua một tấm m&agrave;n cuộn, trong khi đ&oacute; c&aacute;c b&oacute;ng đ&egrave;n trong m&aacute;y sẽ chiếu s&aacute;ng.</span></p>\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Bộ điều khiển v&agrave; m&agrave;n h&igrave;nh kỹ thuật số được đặt tr&ecirc;n bảng điều khiển vận h&agrave;nh đơn giản th&ocirc;ng qua việc y&ecirc;u cầu c&agrave;i đặt trước quy tr&igrave;nh thử nghiệm của m&aacute;y. Người vận h&agrave;nh chỉ cần c&agrave;i đặt kh&iacute; ozone, nhiệt độ, độ ẩm (chỉ được &aacute;p dụng cho m&aacute;y HTE 903), thời gian bắt đầu/ho&agrave;n th&agrave;nh/xả kh&iacute;.</span></p>\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Nồng độ kh&iacute; ozone c&oacute; thể kh&aacute;c nhau từ 1 đến 500pphm (c&oacute; thể chọn lựa từ 1 đến 2000pphm) v&agrave; m&aacute;y sẽ tự động kiểm so&aacute;t. Nồng độ kh&iacute; được c&agrave;i đặt trước v&agrave; nồng độ kh&iacute; được kiểm so&aacute;t sẽ hiển thị bằng số v&agrave; nồng độ được kiểm so&aacute;t đồng thời được lưu lại.</span></p>\r\n<p><strong><span style=\"text-decoration: underline; font-family: terminal,monaco; font-size: medium;\">Kh&iacute; ozone</span></strong></p>\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Bộ điều khiển kỹ thuật số hiển thị tỷ lệ v&agrave; hệ thống chuyển mạch tự động kiểm so&aacute;t lượng kh&iacute; ozone theo 03 mức: nồng độ kh&iacute; ozone (đo theo đơn vị pphm theo NPT) 0-100, 0-250, 0-500. Độ ch&iacute;nh x&aacute;c &plusmn; 5% F.S.D. hoặc tốt hơn, đặc biệt l&agrave; &plusmn; 2pphm khi nồng độ ozone ở mức 50pphm, được đo trong điều kiện hấp thụ ổn định. Thời gian đo sau khi đặt mẫu thử v&agrave;o: 10% trong khoảng thời gian c&agrave;i đặt l&agrave; 15 ph&uacute;t.</span></p>\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Khả năng ph&aacute;t sinh kh&iacute; ozone của đ&egrave;n ozone tia UV với khả năng ph&aacute;t sinh ra kh&iacute; ozone tối đa gần 50.000 pphm x l&iacute;t/ph&uacute;t, v&iacute; dụ như 200pphm sẽ ph&aacute;t sinh lượng kh&iacute; 250 l&iacute;t/ph&uacute;t. C&oacute; thể chọn lựa mức ph&aacute;t sinh cao l&agrave; 2000pphm (sử dụng với m&aacute;y ph&acirc;n t&iacute;ch tia UV). Kh&ocirc;ng kh&iacute; được biến đổi th&agrave;nh kh&iacute; ozone ở mức 50-500L/ph&uacute;t , cho ph&eacute;p tối đa 3 luồng kh&iacute; được biến đổi trong mỗi ph&uacute;t v&agrave; vận tốc đạt hiệu quả cao l&agrave; từ 3.3 đến 33.3mm/gi&acirc;y. Tốc độ quay của c&aacute;nh quạt b&ecirc;n trong c&oacute; thể chuyển đổi để tạo ra vận tốc l&agrave; 60cm/gi&acirc;y theo ti&ecirc;u chuẩn ASTM D 1149. Độ sai số cho nồng độ kh&iacute; ozone l&agrave; &plusmn; 2pphm. Độ ch&iacute;nh x&aacute;c được kiểm so&aacute;t l&agrave; 4% so với gi&aacute; trị đ&atilde; c&agrave;i đặt [4% of set value] (&plusmn; 2pphm ở mức 50pphm).</span></p>\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Quạt lưu th&ocirc;ng theo ti&ecirc;u chuẩn ASTM 1149.</span></p>\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Thời gian l&agrave;m thử nghiệm: tự động lập tr&igrave;nh trong 7 ng&agrave;y, gồm thời gian thử nghiệm bắt dầu &ndash; kết th&uacute;c v&agrave; xả kh&iacute;.</span></p>\r\n<p><strong><span style=\"text-decoration: underline; font-family: terminal,monaco; font-size: medium;\">M&aacute;y thử ozone HTE 703</span></strong></p>\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Lựa chọn nhiệt độ cho mẫu m&aacute;y 703: 0<sup>o</sup>C đến 70<sup>o</sup>C (*). 10<sup>o</sup>C đến 70<sup>o</sup>C. Nhiệt độ xung quanh (+ 5)<sup>o</sup>C đến 0<sup>o</sup>C.</span></p>\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">(*) Việc kiểm tra vật liệu cao su ở nhiệt độ thấp dưới 0<sup>o</sup>C sẽ được lưu lại ở dạng văn bản v&agrave; những kết luận từ việc kiểm tra, c&oacute; sử dụng c&aacute;c loại m&aacute;y kiểm tra ở nhiệt độ thấp của SATRA sẽ&nbsp; quan trọng cho việc ph&aacute;t triển phương ph&aacute;p khử ozone trong tương lai.</span></p>\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Kiểm so&aacute;t nhiệt độ: &plusmn; 1<sup>o</sup>C ở mức 40<sup>o</sup>C v&agrave; &plusmn; 3<sup>o</sup>C nếu ở mức 70<sup>o</sup>C. Thời gian toả nhiệt v&agrave; kh&iacute; ozone tuỳ thuộc v&agrave;o việc đặt mẫu thử, &lt;10% thời gian đ&atilde; c&agrave;i đặt sau 15 ph&uacute;t v&agrave; 4% sau 30 ph&uacute;t (thời gian bắt đầu l&agrave;m lạnh sẽ rất kh&aacute;c nhau).</span></p>\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Nguồn điện cho ph&eacute;p 220-240/1/50/60, c&ocirc;ng suất 2kVA v&agrave; kh&ocirc;ng bị ảnh hưởng do sự biến thi&ecirc;n 10% so với b&igrave;nh thường.</span></p>\r\n<p><span style=\"text-decoration: underline; font-family: terminal,monaco; font-size: medium;\"><strong><span style=\"text-decoration: underline; font-family: terminal,monaco; font-size: medium;\">M&aacute;y thử ozone HTE 903</span></strong></span></p>\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Nhiệt độ cho mẫu m&aacute;y 903: 23<sup>o</sup>C đến 70<sup>o</sup>C. Tất cả c&aacute;c mức nhiệt độ sẽ được tự động kiểm so&aacute;t bằng một bộ điều khiển tỷ lệ nhiệt độ kỹ thuật số hiển thị v&agrave; được lưu lại tr&ecirc;n đồ thị.</span></p>\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Kiểm so&aacute;t độ ẩm cho m&aacute;y 903: 50% đến 80% RH tr&ecirc;n nền nhiệt độ của m&aacute;y từ 23<sup>o</sup>C đến 40<sup>o</sup>C.</span></p>\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Kiểm so&aacute;t ở mức &plusmn; 5% RH nếu nhiệt độ kh&ocirc;ng thay đổi. Bộ điều khiển kỹ thuật số gắn với 03 thiết bị lưu đồ thị.</span></p>\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Nguồn nước: nhiệt độ tối đa 15<sup>o</sup>C. &Aacute;p suất tối thiểu l&ecirc;n 02 thanh (minimum pressure 2 bars). D&ograve;ng chảy tối đa phải đạt 80L/giờ. Nếu như l&agrave; loại nước cứng, n&ecirc;n sử dụng một l&ograve; nung v&agrave; nếu kh&ocirc;ng thể duy tr&igrave; nhiệt độ nước tối đa 15<sup>o</sup>C th&igrave; cần phải sử dụng một hệ thống l&agrave;m lạnh tuần ho&agrave;n.</span></p>\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Nguồn điện cho ph&eacute;p 220-240/1/50/60 c&oacute; c&ocirc;ng suất 3kVA v&agrave; kh&ocirc;ng bị ảnh hưởng do sự biến thi&ecirc;n 10% so với b&igrave;nh thường.</span></p>', '<p style=\"text-align: center;\">&nbsp;</p>\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><img 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+5vfps5KDMqjx3rkOrN6coSJiXE2nz5MXZToyAZcSroKnTLR7fWR/iK99jgSAtkUl2WNOdhy3E6Aveftb2e4M0RZFJg77XabGAuKInH7nxUYwu23/T07rr4GRZHa8RiJ6rjCwCNTb3wzfveXOTy3xCOH5rj8eWcyP6hpdytSkZhdXELMMRcGszOEIJg5Ycme4UJO1diDsxVvesc7ueH9N1IUxXIdyrg55dAIppnffd0O3BRVR91QVbIatWbqVsme8y7CgenxCZ63aRU9b64qkbBayVWfOg+oNIMrIUZyrp/JSQwwOQVsZqHHjt/4dXZ+6IOYGWaQ1ejXFWWnxNwwnCrXXP+e99FbXGrAsuIu0B5h5LqrCYMeQxMreeTQLF5XrJ8YRjHmugP6g4qlpT693gCTQMMgeHTqkNBQoMsV7ATY4sC49NdegTpU2XB3RIQiRopWiZnhqqhmLjj/fOZ7XRTDTDFVUtHBJOIIldVsWbmCqnJ62RDg6IIiXiISCGWH2SoTQiCFSAhGJYk6RAaxOBnsWCXs/O4PQRwFzA03R1xpxQTuGEbWyPjoGPOLS5hLU3eikMsV3HrHFyjLNlTKoSOHmTnyJMcPPU5vqc/MYo8QIKvSGR6jiG1iCLiAVZE6Fg2cxJPF/2StvPt5W9C6poiK5+UQa6BstTADcQcdMOh3mZ2dY+O6jMaAWYCVa3n0/m9w8NABKlO6xw+yqJlenekPBozKCiRHDh7aT6vsMDKeiCE1pSwKvdBCkKZ2/mzEDgzgHTe/l6uvfRNOwpYbhaoSUqBW5Z03fxRE+NK/3IXTCF9VMVOGc83NH/4Qw60Ox/b9GAQkCClECE11GpsYZ6x0oEvba0KURp8e6MUW/VhQpfLkiNXdRT7xwZ3IsihdfsZTOeDOn97wNjLCX+/ciYSIWkYk4Z7p1T0EYbHX463XvZuy024KpgTq7KTUXFFIryUIBBEW5ua55ZZP8Prfu5bBsj6f5cd6hw9z6+272PG6K4lUDKWCDb0/54niBpKDmxFEQDPmARQoIEjGXVAR1JUoiaVul6VBn4gQYkRESDESUiTWgZQSj+3dwx13/jP7n9pPCpG+JILICbgTYDp/lNbaRFXXFGXB7V/4Ilf9zh+itWKeyVWFtFpgRnKFUOC14ZaIrvQX5nnBZZdTZUcEoghBoPJAiFBXFTVO2zOpPYJlxYKj2YirNqMIdQhM7t8FXP5TsGp2hu0vvoh2K/DYvic4b9tzmVnqsTB7nMKdt376NhaOz7AwN89g8QhWK/QXcTPaMaJuYOAY7kKtubEw6sTcmMbgUKdE4U6RpHEqCHLocTas20A6dJDpyQ0nR8wOPMS27W/AVdi8fiMEIYozNTlJrTXjZ5xLebqxIiuGYLnGpMmq3J3nibtuY/NVf9C0GQ8ECYSUILYISfDYgnYJsWBobJgUCmLZptUp+fZbLmcCpyo7zM8fOzkrw9IRTA31jLpi7rgL7k6/26VWheVRr86Kh0gQMAItU1pkxB1zBxQToXahdqP2QF52giIgdUatsRNRYtPSRKj3PkTl4WSwi855Pu62/GLADdXG4swdPYa4U6ljBtENzBmY4ZqpJTA0PEJ2I6gTXXBz8Kb2ZW9sVwA0QBYhpkALaIsTipI+wtymrQxOBXv+mhEcMPemV3pT/cHJvQrPSnIn0PRMzUrECWKoZc7YvJ3CwUXI7nRNqTBUhGxOHQK1CEjEJBBEqERQF6QaUAtUa1azsFwxToD94NhRVA3LSm2KacbMyOaE6TGyN89cFXUgyLJAI5ZrtqybwoDKMpVBGSPJIRgURYEQEIQigDgMTPEQWETwEBhaMYbPHKfs9U4G2/Pk07hl3B3UyarosrVOwysQVTLNOBYANVv+KV47E6Eiq2HLo1tlIDGSBYIbLlDF0CRGKuikFqMpMRwTXmdmamFiamo5U38GbGkwQA3UFLUMOG6OmhLTCmo1rOrTrSosK2gmqzGolYFngjtzJJI5ak6MgcoUCQKhKaptiaQYSFGQlJCU6LQjEhsJnbd+ktlBPsXzDyqy2fL1aePrVTF1+mOr6GrdiBtHPRMcBKMdhKTKw08dZdgG4E5a7rERwQm4C5U7XRE0FRSpoA6RGAOdIqERfmXMeXAh41qdApYav2XmYE1WmTcRG1kxRmFNs1BTxAxDEeeEb1uYnyWIkEMzVJQCQSKI02+aJsPuRBG6LhQh0guRHoFWMcwTOfHQ3v3MVadELB+fX46Yk72Z9Uwz7kpnYhWBpnIHEeKJ9BeiGxICe/cfIOFgjuEIQsKIBhEnOWSBvkMRAhaFTgiICK1UMBacpX7v2eNbcuXjd3+PQbcL5k1NM28iODpFckPEKNwRlGCGW41gRAlUViM4KTRXKa5UZigQBaIZ0aG0THCldBi4k9xoFYnTS3jl1tOoqsHJLalz4Ss+v+eeO6941zfvQDwSojHoK2NnXURr6/n0LVM0n0RwJEDdrJlQjLLTAVUSggYlxEDhirhSmKIWm4nbpcl2V0o3MhEX2NU1bHSSc3Z/Erjhp2BT2y967frffAfhB5/2x+YW8WPHpb1iLQcf/PrR7k/un8puYJFsNaOj4/TXbmPtlq2YGyqJzevWclwMN4UQMFUiESwzqGvKGGF5ZnBVbFDRK1oURc3Q0ChBjQfvuJNLd3zq5DXUH188DuziiZe8jC8/sE6KyYOc+fS/MX3a+Stnjj3Gio0voFh9Bk/98Cv4/OHtvuc/73vi4XvKQAkiHCWz7tBhWH82uuX5pKKDlkJLAolmmrJaCSnTrWs8FYzUyqCuUXfOHE3cOzvP10s9+SrL0Iju8Pe+KrSuBqv+uzXhj1addnZ7aPMFHH7gbmYOPEQRS8Lk2qm5A3u+N/vjezc5Dp6IUpNz5oKzzmVufD3hglfiU1OoQcZZcKG71OXu+x9lcnKDUC/+320UTyxm3I6t3X7JGZs3nMne+Vn8ntuY3nwhVTHB/ffd9UcUez6SHvgGyQVzaKVEzplQtnj0+4/OrF+36cS7wi9iA+2uuNY3jY6MyMZtL5bN13xMyLX8+93f4ld/64p/sMHCf2w8Y9tULIeI5dAvDuznneuvvJijC13G17z0avoLlzxrs/nLuuf/L2bNPMau6jzgv++cc+99b96MZ/GMV4Zx7GCDHXDskrCENEAIKNAkbYOyNIUiNW0giSplASIqqFKUpYEmaSM1TSKoiKmihCxN1ZRmgYhmaRMCxgSwCTbYHo93z7xZ3nbvOefrH+c5atVFqkSr3L/v1fveved85/t+v+9XMjAHcMENf4DrdtDmcQbWbSJMrGdmts268jDZGRuJQ2cys1Cxcdk87WqIRucArcGXMjL7DPPDU7z6rJewmgX2HZ/nvVefz0e+/q881oTXrqnx0MEm83aMSTPLyTjCpJvjqI5wUgoGQ3XFmfbod+fcarqj57y4fP9/uhp5dt1vb6x/cf/sIPMPP8CiWJZZWKaJgP369ldweHiJb3U759RcvvtFC6q7MH9ZXDvxcK0TueWTnwMfmKwqHtvXoju/QCecy4dvfBfVW66gKisqH9iz/wBnrF7Jj773I0JUXm2efuZ7zfX/C+EgBqJ/W3j6Z19qaGCh2+Xws1/mtj+5gwt+4xrec+sd/OA7h3jwvntpXX0JQUFItVtqPpReVKgS+HNFzub16yl7PW67605u+ODt2FjxhvFn9KH5TfKfggpLi9+MB779xhXO8ZO9+7GdB3ninx+hLCuK4hLEODIrhBjIiwHaS0uYqNRczvzcLGJzssxw5FSTT/zV5zl67AiXnLeFC7ZtZiCzFBZmD+9m08XX4rKM4bFxYn81lT1LnD26zwEceepxHZjcwvptr6UxPIGrZdQyy0ZjaUdot1os+cg9n9/BH//Re4jR8OTe59nxlQf47Mc/wvlbtzNwcBqxlid3/oiBgSGOTu/lra/axFjtbNqmQfAVHVUqk/PsoVOcrQY0IKIQYp+zgnGu4wA2TG1g4JWXYq1l5vtfZtXYKPXJKeIZW6nlBRG4/p3XU6svI4SbcCKMLRvBOof6yNrJcW5425tolRXBODSWlFWbwzOHeOT4LNtfeTmNmkCAmFuGB4YSZqoiKhZzul1VCEZSZjeaSmZVxWKYXD7OzAv7iRoScoqBVrdituwQolJFZfX4BM7laPTMN+fZc/g4b3/rb7L7mZ/z9J7nadgMMRlnrF1H5hxeU8c521zg4MlZECHPC0LVS6ys/6ZijGmhRxHUl4gUTLzmzRx3MDHlTpd7aEzUr+EDqhENsGrNSi7aei4e5V8e3cmOr/0jn/vre/nhT3/CQz9+hJdt2MDUyjPxWR1UaJeR0sNovcZSt0IwOAdRwOvpQjsRIAfgqxbH/+FvmG93GKjXaC4usWrjy9m4/SIaq1YD8NBXH+j/g4gXOHRomqsufQ2+F9hz8AAzx48TojA8Ns4bL7+M9sljnCozxhsDlGooRcgyoVMKS4vzWGMQI4kGqf6S2/8yJdTJuOtP78RlFmdTSVwvCowx3PLtnVQaaeQ5zWaTYWuxkmFEmZmZZnLtJEeOHsFWnkN33cRPN1zOgf3Pc9nLz6HeKGh2KiKWynuIkXpeo6wCIpJaf9PnL6L/UVqVvSXe8YH3MTYySmNomMzZPreKuKpHCEqn1aJWr/dZvSdUFatXraYKERsDtp4zsekazlw5zvaXrMCIIVYlS60usVvSK3t0Om26vU7aadaAcUhV9oWVISoEUufORJHxtje8kV27fs7iYjPlqwghaqKDIbVmGgLvvuUWfv/970/gowzEGAkKmRrs61/HoROL/Hj3ND6kzroXIxHodLsEH+iUPTIjGAMiSggR30fiwTjApM93Ase7rrqSqleR25wYPcYZRJSyU6Zq0VicKM3mPG0VYoh4a5BQ0en1MEawRpgYH6N4ySpinicCVJb4fAipFJcXiAbaHpxxiBGMGDokkqOASxQDlpba1Scf+zlihbLqoDESQtplZegRQ4X26U30HiPSh3MRYyyZwL69z3H7n9/NgZljHGku4tttTh46wJHp55g5dox6YxA1QvCebrREVcRkqPdEV1C5gsoWBGNSUM1j+/e8d+s5eB/pdsv0QAwEURY7XUJM0CKEQKWBLLPEPpTzlWfP/v345jwnjkzzjfs+zZC0ObhvF8ePTdOZnWa4XkN9RT2vQZYxvKxO5izWKRoii6agQ07XZJgQUlB+YJT3fuzjGFPjF7/Yn6x91NTPhcSays4SZdlh/dQalhemD0s83gdcq0Vt+Rhf+MznaM9XRFWMNUStGBkbJyxOMzhYYLViet8uGkWBzTMMGRWeNpauzeiaLHXiKaPb8i9vvhnRLpu3nEWIEcksUWHjQBIHWVHDALd/4La+uIwoIZEWUTq9ClFl956nsbZIhtUJZc/jJKLWkmUFom8HYxEN/PjRn/DNHfdz6+42DREiEMT289S6l32rGcOv3XPfDt557VtYMTaC956adTSqgBVD8Ak1igSsBlQN4gShotEYQnIwKAvzLZAO1hqs6YM3Y3DGEH3EWIN1hne/7yZGVqzFWUe58sI0mgDI6WOmNzT5cE3MHTmGseEhqrKk6SMTowXkkA00KDuLaAAxBhXFRJv4UDQ0GgM0l5bYcvGrUDGoEYgea12fJkd6wYOPOCPYLAMN5CJU0bDpjgvpqNITx0Kfh/HC336UZzZ9hHVjI+w/McfuJ3dy5eWX0p1tMlyv85kHvsqjz+5nbn6OamGBTnuerFdR9trUTST2YW1eOHxVJfUXlXavhTOuX5ako8SYDGcsqkJXFYhkX/sUk2/5EAN+iX/qVimozVdey+bNm9i+9VxAmLoiqQ1t1Nl+9np2zAhjZ49RD4moRFWssXhVrMD0fZ9i4w0fIiCo7a8JlxFthooFa8mLArIMGaiTZwVZnpMVNcZHVjD3hQ8zPNignO8xlLu0+4prP743BPAxEFFiDASSid1+1gaqXo+oBo2KjxHbv8eIkGHojS3ntPeUEPAqdGNC52VIwiGqUpm0mH2a56GwBt9Zoup6FoFTxiGnk+fJ7syMNYIqxJB8dQjJiEkmzLfa+BAgxuRrQhr0sSHQCZGiKBICIhIlsUjTTytGBDGGEkMGmBhxAgNG6UUYbR5leGSYjghlWVJIv8ib+M59GAMxhL4QSMA/qNJrKa2FxfQDKEpENGJEKTHkEjD5IBVKnqAHXkPy1v36KCKoEXoxBRiBEqGWGV5o9ig1oKo0RlbQcVkKavYdH8VZ6WsUpQrJbIXgyWoZrVMnIPoUcEj3RAWnnjIK1dAwouD7z/cH2hLV08Q/nTHgLCDk0jeyKrTbCzQmxlkaXc6adesZjD4FFZ79ISYmCeB9QH1yO6qgKsQTM6CRqh9QFZP/Kb2nCiW12gA9hE4V6MXToylCboRoQI3QjRFnDF2xROtSzrOOucUlZHiCiW6PYngQXLHHAKydPYLpw1nfR9dKshDtXpfu/CmqEAmhwodAjJ4QQqqCVJCszvl6iCgWq5oyM+D7BXUlBpdliBFGc4Ozjp7JEWcJvRZZnjE2tozjp06CNU8YgH2XX0fwJRoDqkkExKhEH+i22jB7gl7l8dETYsCgoIpXAQWXF+wKKzAxIUSPpkUtoCbJJSNCFENpMsRYRvptnOl2WTa6nFKUmQMHibXBXQbgxPVn8OzMHKE/PpfUXOLm3bLEWQECGYKNAYlpYUoMKMr2lQO/nI/JJAmmRVV8BGdt8kQCtv9hK4Egko4i32Hb6nH2tyPdk0dx+UAK6hV/9lMeP7VADAGIeB/TZwqRoIrrLOFUkjRPU31Yq+QSKRR2tQWiEjTtUIMyKIqRlKukv6i7qgQx5NZQM4KIxcZANtxgmRViVZI/97M5A/Do1CRPnIw8te8gzmb4GFM9pcnJDNhefw5GsSYtcvEeFEoNGEkVY71f/DmTul53On1EjxPIRTExMueVoJJ6gLLkqSOzbBvPKXuGqO10Iqz57n0c/tZnuRe4B4cRxWWWuVZg7WW/RSsrWBU9wZhUcUZFRTBGyYxSWUsaI6mwJkc0gvSbpqA4hOg90aZhx1FRujFSIyXgieFl7FsqGc+VONj4SgIck9u49Na/k9rsvi2Pff1jT7l1r5T2icOMzR36YPORL92VFzWOfPd+ejEwWDQ4UQxy5rbLyPIC6zJihG7w5MYmJxh9GugIltwqlfc4YxAX0KrC54GiqqhKRxk8S43lPHtglu4TDxLOftPrHcBfjD2ekt1QGJt88/XcfXQzZ574DDar391Y89K7B8++grkn/p7ipRdx4ntfYGzVhh0zD+34XZe2FypKFjPOe9m5zExsIR9fjVBSEem7TCojZDFLb6zqUTmDLXNir0dZtcmOvUD3vN8Re7oZPQ37g5gf7My2CPz3HFQQMueuW7/9muvC5ks49uAXkaOPs3zqXOYZvPnIw/d+orK1NN/QbzBXDY9wxtR69q7cxsT5r4JOhzIqFY6WsbgAR58/1l4+Li8+XqwPDt+19XU33tWqDXLgG59mdO0U2bJBjj/35MCxhbm97Hxsdff79+NjhbMZGgPWOKZ/70ZG1p7VCP+foB9oE1kzunZKVl/5h9IYGpbzLr5kYe+eF1i29co7p57fKachvy0G/u9B7H91vevqc6iqxeGTh1/oXXXhNXegS/w7vvGrCfj/jZwzD7bsqu7zt/be59zpDfdN3f16VndLtFqtlhACYwaBDEIUxMzG4EixCVBgbCJG4yRQrjIEMLGpmAJTsYkZ4kSpShBTRHAKA2IUyEhoQo1aUs/Tm/pNdzjn7L1X/thHDaJVTqWoFE7lVb3u6qrX796z7h7W+q3vt/7Rdh3+UTseHm0+2O4scuYRVktltD9PozuB7W5ATUac2saDZoTOwhybVh6m2WrhO11aExsYZmPkzS5L65FBDIzHs2zsNtGRnQzOLdJYX8DZHituBtccZ7WwbO/dSy8fx7e6bB6bYffGEb7wwBJvvNRx/FyPsvK89TeeT9Vb4D9+7V6OLfc4tg7zHrp5xpOmLT8+eYbToUmetZmPTfbnK6z4wEqVMTAjdku+9qyWM+8ZbebXWAlmfThksLzA0rFDxPVzGA0YcXzr4ZPc9Kbf5fNHGisjF13W/flA3f27B345e/D/bO0LRsi88vI9Wza++/qtG/edHng5fPgwD9z9A4YLp5ggEbBuOGTFCr6KtAQ61lFpZG04xLRbPP3qq7jm157N6PQERTSsLc3x+f/xP5ndcBG3/fmHAeW67b3xs70f6SNmp/yDK+v//oNjROMrm+eOvaa9+NBzRkZH7QaBrC201hdZOj1g5NAh/uuDhmazTVTPW+6/k6XVFYIvOTA7y9bwJF5y7TPIr9pD9dLr8CEx8CJCiGBckhVC0EctM6ARjamgXV7r8dDR4yyu9tixaRNXXLqfuaUVbMpwEK9stiWb5JB+Y7D11aO28V9+oWDVbPK0iLyjszr/+mzu8GQnzxlWFWF+kfWFs2ijwdWXX8ZznzvOU170LL789a/z/GtfiYhirCAqiLOIMThrEYV3/tH7Wa8KCJFP/9kHUJvhREC1Fm4jpGenqnEsU6fZGMitodNuM790jgdPneG2736bUyfPUA499957O9OdMfYf2M1b3vSuVHMIvPr3fw9X2zZiDUWqSTrIte3jN3/+ZPPmjTNbLuy0FaeOHtZD9+3Mmm3wBcd7A1ZPzNMv70dFmJiYYmZ2K5u376K7cx/NkQ6u0WLNw60ffAd3fvc7CYg0BusUIw6spagi113z7JS+Z4LB8vFbbuElv3Yt+y/ew+raKqiyafNmthRDJEbEZmiseOD4af7qU5+mhbJ/z0VMjo8wu2Wa8Uy4++GTbJ1o0RsqNDJGGw2WehWbNozRVOX6K/fgnryXTISlp03ho2O1V2Al0UEaFC0rojWo9+fNMukTSVT0izcVfGtx8T5g/2OC1SuKnXbmAFuvvhqTOXJjqIg4MYjN6DRyVpcWWJ87wvjsVqKFprVUPr1AwtIjr3r9m/hnv/FSPvO5z/O5T/wHonHEqGQ29bbuP/wTMu/5wJ9+mP/00X+Xylxn+dUnHmByYornP+up5JnDe0ssC17zsuv5zFdu5/IDT2B9eZ75k6c4Lo7Vc6f4yt3H2H3p5TQ7XfplJG+2ODjXZ6aTEytP3hSssxw8MkdzdILBsEgODzUYG8+nK6oxtRO09qTUClsQRY1emPnt37WLpbLEOoerxYGzt3ycwQ9uJT/yLRa+ewsr3/8yrXIlyTK10pE7h9WY2hYRVteW2X/ZFawNy/T6MQGnUQMaI5s2zrJvz05ajZyiLFOZHhQR5c2v/S22zG7k1JHjqAhbt+3hm9+/j2su386J03OE1VUyqwwWjzA1vYErr7iKcn2dtbnTNBsZxgqzbUcmkOcOjRU2BhqZo5VZRtoNjGRYkwDNQCpilZJozXmbzE+NWYklvSBYc0uLFCsLlKGi1EgVYM1X/PjYCb5/5084sVpht+1jdMs+hhpxqlQ+IqKsra8nSdIH+oOSPHOURQkoIXqURG+HGOmOdVlZXiEfGaU/HBCDp6oqHnjkKL/9rj9kbNMGbv7szXz1y19CB2uEvMHRI8folHO48UnUOjZt2cPKwlmqomB1dY7Nu/YgxhI9+KjMr1UsrVec60fmV9Z48NQSRxd7PHJqCUvAGsHmWa1Upu6ahHDeuvPojjRELI/j+ptpdSj6x9I+jpA3hEte9XYQIVZD+otnKM6e4PiPjhDWFhltN2nmLTAW6taOGsNs0/B7N93Er+7eiS89xgoheqwxBALaW+VpT7+G5zzzGvpFRSbpjX//zjupspxfee4Led3r3oAPyvjoCE++/BLOPPRj3MxW7rnvQZYGkc74GLjN7J0Z47JN25N4qAYVYbkQmo2M0ieCeaQ5SlUUDNZ7LA4KxGZQ0/AaFRMVSP/3Uffhoysr/W0vDNZy0eeZL3gZodGiVEGqwKhGNjYde2en2PPkXXQaOe1mk6Aer5YYPf/qq/fC1/8O9YHo4NM330IrlqwFwaOYCNaka8xEKIPn3X/xl9xw/fM4cPEuKhH8sMfh44eppi+id24J7yNiYGx8HO+HLK2soydPsXN2ih0I53zOdCtnUMG4NfR8UlqlVs16gzIpbFGJXlhc7yNZk2Gvl/oo0dTOkUCZxEg0BITHujz0Z/58TLC0KHjp/h189wff45ETPfbOTrIaTvLq1/4Lyl5qyGCUQVlgrQMijTzHFBUmaySxPQZCNWC9Pis1JBhBAasQSKrt+9/4WgyWGALqLHilPyzpNlsMCSz+8avp5E8gfPyvCVjIR5g/c5qHtEOIQndmmrnVPiOZZTAyTic3WJMhVjjXX0EUrArORfDK5GgHKwYXA9akfjViKYKi6pGiSnr8z2xB1ceeU48J1kQmLA0LfvPaZ9LoTPDBT36K5+6+iN7qGplN+pWNFjWGqB6DIaqwLa7TbLbwIeCcJVQBYyzWCIWPZJnF+gpvhVAFtNFAAhijyRxZRQyGohwQXU6WNRj7w49h8hYy7LG4uMTI2DhDVtk6NQNqaLZb+NpNcWq1h4Q2w9ij5RzlYIAzhoBQlsowDFlYXmFiIkdd7T0TqRH6iqCWGEO6sMTUN2JirONP3a0/l2fZFqdWSp68YwMaK/7lP78BrCSWRqEoPUYC1hiMEcQohoLDA0MnT2JLiJLOphgRMcRQ8Nqb3sFTnnENX7ntG/zNhz5EluU1iQDBK9Y6okQkQmFaKWkVh1YVaixim4yOKT95cJkza4ZSDO12B6m7zVnDkQEtlxN8pPKBfqxoZskI08wcDWsJvmRQekTBGAPGkttEKOCUoXFEsckGYlIwA0Ld/H5ssESU9aHyjvf/W7AD3v/O99B76GE++e3v8NYbX0OrkaVazSarhmhM/L8vyBrpjarUQImY1DoPSq8omOpOQVUyKEtGQkzBDhFnheALxDgGZUW3M8Zqf4A1FrHpPlpbW8G3mmzpthmdnmKs1aFSQWNgMCxYL5Iof2J9lVJbbOw0yaxgosdrpIoVQRoMKk+lYFzdBUiSYtLHvaOSHC817iaaLjatc7CfD9ahk0eO+wN+27/5g7clzT4oE7t28/bdF+MEYvCIMwSfDF6IEH1keVhhGw188OTWoHiiJFDBB58YfQ10Wh3Ora4wOTmBqiQwHsGpIZrI/MICN+4cY2bvGzi61KM7OsLZh4/yrGc/n3t/dAf3zy3z4A/vYr3Xw4mQZw06zZypkYzZnftZ760zzDaxoTONNYLLcnwoCQijM7MYZwlL5zDi0gdhLA1jGZQVqlC4Bl7kvOdXSHlkfLzUYeHIiWWrZtvpM3PMLyxx5I73MX7pTbz0ec8jGqEcrKeDs7bEoEl/x/eTkwlNzaeiImu2ifhUNkTPPffey6AcMrewyM5tO1Cbcn4JijcGCUpveZHbe2P8/Z+8ndtv/SJVLNi+cZoDVxzgzW9+PR0z5OrdsxhNK7YKIXmuTYYLJTt3XsmZsydoZia5sKJn7fCP6T7hcjrtBkVZMD7exjlB1WCMpdTazmMsA3GomNqFXN+DqhgtLwxWZ+sOFgYlmzZsZensWez4RcyMj3L86EGmxjZAnmOsoia1dqiXcMeW9KNHYySqJViLicmtLMbwiY98FCfpDSU7V0XU1CIMqhg1oJFWWVGEZElstEfouNQGkgj9GnBy4oiSHF+ZMUh0tMdmEInMnzrM6bkTtJuBLFZMTk6Td0eZbmWY6QmC96ytLeMk7bRHjh9m6fQZxiYncM2MNcnOu/AflYe8RoJUjxOsiQ0PFsvLl/uy5An7LuPyve+hqrWiyuVoUSImI3O+dtCng36HeJZsynNijPUBH1KBEBQxkkzOPvX1KwWsSSBV3bCLIaYbrxxiMgMxEqNhMBxy+9//MLXmTVoNhuT0MfJTc2Cy8CaMTIxBxGKMYKwBEoMSNXLi2FF+5y1vZefW7SwP13jX295OFYZ87FOfY95mdOX8/AkMyaj4qIHxMcHKN132hcGZUy/3+ZU89JP7+e9/+22u23MJO554GVu2baFCefO//gP+/Yc+jHpDqxEoREEMEjzGZqn+C6lAVYl1xynW3mYFI0SjGB9RI0iMWJNutVYjw/sSXwZecMMNGGPIsiaNLMMYpdFsgMtoWIc1MJI3kLxNQyw2g2arRSPLcHmTPHc4l9NqtOg0W7hGjjHQabZ4xfNfTHN8lMwY7j70EONNizYyEEMfc16VsLXJ8nyV+LMavGnJsyae85pv/MXrfx2D4kyOtQ5j020jMZBnWbKHAuIcGpW/+uznuON736TRbFFFal99gnSMdbgso2EsrpHTaXUYaWaMj03THW3TabcY6XQY6bT54w9+gMZTXsTI9DSIw7uMrNnGGIMh3UzRCCqOzAglSi5pRefGojZD1RPFYK0hVJ4sT8iCJ2KsS01TY+iXQ5qDdfqVJ5PIrksPcHRQ0MxbNE4ehBM/4ZmvuJHPfOmbtFqz9x9838seK9Hs2Pckjpw4QigjLheiBnKxqEKWueQsE0m25xp7cc6wbcMU92SO7gtehw7WsJrQh0ITxeKBQiFT5Zyk7SCqaE+w6xEjPaQ4y8qwJN7xFfa95PWIsWRADCUEoRJJmXdIDd2ghoYV+goZFqzBE5Kf3Jh0sTRbFCK4zOGtTcSLr7C+oGFztDXGeLNA8nFue/eNXPHsF7PnFW/AdA7gt1/M/OHTXL9zI7ccGVyoOmy47g3LnHgImyW/pHMZvm59hxhqS3byV3ofIXiCwnVPfyL9tR5lWWKj1nMtHBZbt9eTNXdITZ9qOgtUDGod0Vp6MeKdIGvreBKaHzQkp2yMycGogSJ4Kl+hGilqjEiI9MuSKgQqA2m+j1BaoZE7bO7oZo5WswFjXcY3bqGz5SI2XryX9t6r2b53P+u9Hrp4jmAdlTrW1/ucs21WI4xYc2GwDl75wgd3bJ5AJJGGQSMapZZwkxk6kGopRYka8d4z2ZpkvdcjDIYEVSqVRGPEKgnv9eGbCxA9uVhEFYdSquLTeYBtdWk1MqKmW0jV4NPng0cI0dAUg8dQhEioDdxBI32SBq8CVtIHgUA/BoYxMBSDF6FhlYEITadEk1bn3HqBek/Tdqiicg5lAk9/0MOrIbOP0/btvu95gwMX78OK4kMyIKokUa8mx4g+4IPUDmBFY2QYh/TOnWNpvZ9WhPcMQ8DHWj8PisRI6SMe6IeKoIGSxADaWvvO2iNctPuS87zqUCMmpg8lRMUTqGqYI9QWU4sQQqQtUqc0el5miUExGIJKQhxUcSqJpFKTFoAIvdUFbO5otxusIxQIh1qTrJWek1gW1oYXBmvmjZ9ifv5ILaekOTgJyYrEEGpYX0F9TdwlCEkC2EbO+uo5bFlha/enVSX6MmXRMWJDiQkBpyBikaBkEtEIoSzJ2iNs2r4LRclswv+QJO9qAtDqlW3IMJTU9gpjMQZyEaKxDMRQWkvTWAJC2xoi6awdxvTzYiTd1Ai9lXXQiG1neA/Zls2YqWm27z9ApxgwNta5MFjVJfuRvF3fPCFltjHBcSGmFRJiJGgaD+E1EEWhkdOcnKaYO0OwhirG+qxJRXctzhJrKkujx8RkqY0qlBqJAv3WGLtyT6VKvyzplRUxxJSXRWUoUCGUkrYuIoQAPWCIoTCCIeJraaV0lszVW9JK4i+dIRqbxhAYwYkh9Jaxagkbt9HZOE6vX9JbXmFq4wwtjUxksnRBnnX6pl8h+jWa6lkNEVdzJgnbr8nEaBEbQE3dBFF8UVFmbXT5LIUvMSFVV5UoMdg6uRMCEaMpgImwBiMRDZFYFbTyUaTZqMGvROGrSUyej4q1STdHI5kYVCPBODKbVogVw9BYMmPS9jOGaAzBOEZcYmKamUONI8ssDZch1lCurRKqksrlrJVCo99n3/5L6UelV3oqb++5YGXteOcXGUgy82uMeK81JemJMeCD1tb2tGqkHhIwLAM6MkOxssAwKMMYKGM6X4IvqXyJasA+eiDHmIKlyScdEWIUbNNx5uxJhhpQXxLrUSCedGibGsAuSKtkIGkciNZCQaGQ1/JRYRMt7oylYS3GWkacw7o8Oausw+UZZA5TDPASGe80uNhV7N3cRaJn7vgJFgYVGrn7gmCtDY5hfcmp+dWEjtZYsmo68LVGkX1MD1z5RG2urK0zOjKJqYa0ymEKdO1cV0IyJ8VYXxppikcuUNV4qkNRUfKsyZmlHu0AWEtGpNSkkVcoNkRcTEBcGWOaIVDztYOoeDHkJrXVjKbKwltDdIYhliGGKIZ25nDW0VPFWJfOWeO4fMc2Wi7nWCkcmlvi1JEjlBbMhs0XBmvi8F2Uy6scPLtMqKpkR3v03NJI8AnSDI8WzSgxJF9ANjOFK4YUxp6vpUINnUvwOCKZKELysCBKUyMSKyRGciBaw/FHHiJxzBETA05Dyr5V6zMGWiQqGhSL4IzQtpY2ynoUWpqca6auFU1MT+qsJQqUIuQWOs7SsgajFe3RMa6Y7XKwgtNLPe45dhq7tsRwfYievO+BC4K1+LQbyKLn7qU1Qm3pDjHWo8US6aqqNQWdAFElUkaDjHUZ9X1cjeNmKA1ViGBt0hqDGqwIOYoEf/5hAwk0yJxjpRhgY0SoKwQEp0omitWQBmyJoLV1zkltOgyRINAx0FNoSapFCwUripKcT05SIT5A6sE4kYavUBHuOL3Or08KT98yxqUbJgjiyEzEDPqPI/69YorO7DTf+ewnuPOLDTyO1eVFmqMzjF7yRBqbd9H2A5440eSp+3axcWqMqvIggsvHaYy0CDxKcaei2URNYzoUREKCNyQN83KSAFoTU2BMZnCNDLEpp8uMTc0ow3k2IUrEeSG4ZOOK0dMRScR7tEQfaZh0AfQjjBoIKuQayWO6qUez+sJwdVOiqjDG0K8qjgwipRqu3LObWx98hNH+Ucr27guDtfUjtzN26Gsy+OGXaTQ7rFS6eXt3/OTKyiqrB79JfvBbLFrDsRC59YsNPFWSTapAnrdpdSeZ/86XKEemGdt2Ce3uJDkJARBjGfhIK7eEulfnbZ3rGEWNQ7BsmpomVIrLSE0E5zAx1tOGUjutgkS9WEsjQiHJehGCJ/U/LCb4lBaECjz064FpYgz9SmgBRUiXxcZOzsksx2/czkPrFb3ekOVW4D+/cC93nNzEf7tnce3ChoUa/smOLlc8/a3p3/iTahyHTp7kU2em/ryHvmXmO3+NNy06I11WzjxCe3SawXCJQW+J1lUvwy8cvlgOfvO9K0fv+s11l6PSpJCKlgpBUjvMk9RW43Imp6bo2w4rts2O0YxGnjMfCpqi9Sb0REncd5rRYtOgpxgIJHHRaSRaRyZ1P9BXDNRhtMJkGSMh4IygEWwFpZiUekggw3BmtYcRoWGEZ3YtX3jgCObUMX67cZGL1gbVkQtX1idnflAzRadrPljke1+7nTt238CZQWo2Dne/ktnDX3r8sRUxQPCHsvbYq8af8U9fNVxd4Nzhu+DhH9KY2oJrdWh3Z3HdzeSTswy27GXtKx/N1xYX3kW19LYTSLeKAXv8CFoqxib7CgI+AKFkVByXXHIxnc40D5MzmNiO2bCVzkgXLYZU3mNsjriAzQKlD6zlOY0YsDEQfCBTWPMBvGM8JMcBWYbGyN89cIJqaYFVPylarfwSYbYLTPsVKKUdnXlvdfrEe3NR1DTZOLMNkzeZ3LSbQgzNzjQy0aU3jJylzO773Mde5JpH/6gkXl4MvpZWnbNp9KhJxpNoktOqqs+j7kibvNmm3WizkI/T3X0Vs9e+kHKsC1lOMSjoiWVtZRUJ49JtKr9c8u8XnxAD1bBC9bPO2c+Ojm1iZHoLRbkC7W3M3X0rg8JD3mJ0ZJy8M874hl3IjquaUf1L5776l+9aWV66IppTzJ08yPw3/oaKVPJ4A/eterSaFLoReZzXN/x/8KWhGrY2X3Jz1mhdef0rXiXX/clt8v1v3cXcIye48bd+X0af+nJxvTl5yrG7RH2JBH/B9/9zK+sX+ZpsNZm48YPMAxy+j9vWTn0+HHjC8gd/5yl8QGHT337kf/s7/hd7bx5l2VWdef72OXd478UcmRE5pzKVmkc0IRkQCNFghIwLbFdRdtmmF2ayaXetKrsAT40XdrltqmBV2bgNNm3TVajlkgFbFlXYIEYZCwlkgQYSTaSUKeUUGeMb771n6D/2eSGhTLe7unqttl3OtfRHEigU78S55+6z9/f9vn/Qwf9X/DH/sAT/L0wDL3zta6kGfdqTs+QzU9jWNEcWDzApBZPf+gK598jEJOXUJExvx7W3MMomeDzfzd5jX6U92WJLEfCxzWh+L6bO+fapVc5qr+GKSUI2jZMWg7UlLrRLLLe2UeZTrNQ5a90NLp1e5/Cw5JysYcnMUrQtP/Xic5huGd7xh3+JyTpct6VFz0Vy3+XEKHDSzFPYyPlll41+Td8LQ1rs7ngqV3MsZARXcDTfznRcZ6t06Yc2meQcM3OT29yT75ixzS/MGT91PMDAb3+32X7ebzx/kb769ov//p9ZIXJ224Y3vKj19FvnW/m+EEvWesusPPUY2coxGPZo8pITYuhcdROXbt349b+ohr8RiuJvtqP8HVwMmsA57cz+9J5dW354amZ6YX044MnDj9M/9Bjm6BHyiTarkrEsquyJQTsYRQysBsN/+tV/zb96//tZDuCbmqUjB+O2/S8441n+t3qxxkqWCJdcvXPqLVftmPrhiemJhWMbXfInHqW6/3amLDw1qjiaFwwTXDYKZEaYmplRmWR3gxecdw43Xf9i9l16Ka1Wi+X+iG8++m26maUaDKiGfZhq8X07K7509NufKrZs+76/lYvlMGDtTiPxp6+77Pw3zs60dqz1+nziM3/O4NRxLq1H+GGLuw/qxbj2Dc1oiAyHrHpHEQO7Z2Z55Yuv5QXXvJDt+/fR6/W0Xa3tCCIRa0u+9uA3yaxhessc/+XLd3HZJZfQGMhFW99ihe/buXLzx09OY/LO/z+LFUUIJt8979ffJtX6m89eOry9NTnN5fOzjIqatWNLhDDFl2+/F4qCWFdQFgTXgHdUa+u89KoXcP01V3PulVdDLoz6w9SaVtGtTqIiG2vrST+BDiqSKjkIrCyfZHFxJ0cOPcXFM3M8c+gITx47yvQ+7fUToVdb5vyxmE18t9np/9vFUiHYRbJ2/F3xyYduuqHtF7rHa2JuGA0rhqOaJw89SntxK1dcdik//tY3sm37DoYCv/SLv0QY9PCS8fu/8nNMzM0yrBpC0xC8x5gEgpZI1VTERkXXMSn0IpJQMWFTnP0s/Eu5AOJqbnjJDZv8iVnn+cEf/2H2nHs+E3lBZKzMgWu31tx5+KkTrW1nbftvWyxjxfjmhvbR+3/u+uqzr8xEGCwFlnp9TvU2iIMBu1stbvgnb+Caq65kz4UXE0NgMBqolhPVSlhr6DcNxhpu/oEf5N6PfpzCRjozM2ysr1PkhZ5aSQYkEolB0jkWFduW2srBOzqtCargqX3Fn37uyxx86GGOr63z6U/cxkWXXsJVB87mF97zXlxT4yOUecmOPfupfcAWLYQKxRWoPPPmfdXil7vd7cDxv3GxQpbP5qeO/Uiohz9vxOyS7hqD3jqDJx7lyKlVeo2naWp+9JWv5D3/8l+Aa8isJTdCSCweBLq9PiIek9hkIoZYe2oT6UwUQKRVtIn1AJloq9pODI3ziMlw3lOWBeIjxVSHe775APc8+DCfu+suqBu2lC1279vDuTu2sWNhlqnJDlfsmOTqHdeBsfyzK7cQgmFmalI7r1F0iDs5ha8rbKbt7ueC1QRoomXBLh0b65Wz5zxCfwnx2mpj1YzW1+iORvTu/jJHmoBgsJllftfZ7Nm9jx1b5jh/apa8bCFFRnjsPuan2qysjBCsDjnDeFMoOygYwQTVnq/01vi13/sI9979Vb7yyT8mLzLyMiPbWGHfedcyHjVYIm/+uZ9nwnv27t7FJeefzdxUh1a75KaLd/Ly/a9mMBhh8wLnjFJ2YqTIjBJUCMRgeOJon/P2LVBVFSaqcclHaE+0yPICL2YzskREPUnJuceM9aefWV7a3/PAA1+hc+Aqzj//Ig7Mz9KZniMv24S8ILMGSSKyXJREjjXk3tOvemBytXSMKj73yCNMtzOuv+xKohKZEtFQcN7xc7/2G0yUOSeWTpFluvum2m1G1ZAde/Zhzfj4E6LJedOPvJ52u4OrHMeffpzuqYZq6wx2dIITyyN279yJkZJnTm0wPztFrz9SHZk1dHtDZubnePrkMuXElEo70w7K8xKfts3YtfPchRIZ/+/PuxuGvEN7epqzrnsFZ51/GZ3te7AzczStCaVP5Tkmy1k7eZK1Xi8pWMAZQ9MEjHeIRNqzM3zn/nv5yEf+I3lREoMk3r+q+0Qiw/4Ak2f6Q7qARGF+ZppYjfj+l10HYrDWkvSD3P3gk+Ad+BHWRCQXHrj/Pg4eWWO11+eBw6dYrgLlRBvnVbRWB/DOM9nOkSwnmoymqrE2oShFmJyb1l+Kj/g8UyerPPcNDsGF0xdr9wteSicvKAqLtyqeiJ0tHP8vf8CJz97K6hf/CPfQp7m47HPnHXdo8z8oavDEqSWcyYhBW8u79+ynrkYE1xCjV6lSmkATYDjosXProtJV0ZFaU1UEY9i/b6fC84qCosiRvOCss/fR63YBIfhaaZZ1j7nZRcrpBV7+sht1tO+VM+VDmlcKWKv2l8mJDlPtlv4MKf1lst0iy9QJ4jEk7lEaeyY1znNWb3OxapPVUTIary9bDZmImLLkyutfyOTMLM88vcw993yVyjUqC0KwNqPIrCptiNg8Z2Fhkdo3SQKeNBHx2XqnrirO2buHGJO7IQY6k1OUAp/8sz9j0B3yzDNHabzh//y372PQ1OSTE1x8VpvSFhR5ztzCTspWi9yPePChb6icKM9oZZoUEKNLHkdHv2ogieOsVQ28ILQ7HeVKhkDHZJsnu4i+EVXXa05frG+sd1fqoPIi0uNiUIrXYw8/xvLSEiMLz5xaIesNgKgTkuD1rQdKHIswO91R0o8pCHH8PVUX4YnUTUMTVZJkRGUAG+truP6QP/vSXTy90eV9H7uDf/6un2bPlZfjXcPaU4do7dhPdCP1DtnIsBlBVrD0zJObOyKkEIYQheAjqxuOw8vrPHFijWOrPazVxRQRsrzEJDiPH0ubxjsrKaFDOENROnTNMpjt3qvgA2NoAiz1+hztDTCtSea3LnLly67jJTt2Y4zV1Aggy3Ml5sVAlmcYU6BzGaUM+RgxouOvECNNcNS1arx8iBhj2Oj36NaOLVvnufX3PsiVO3fxijf8LE3+u4DQNW2+ePttdCbnGQaYLDtU9ZCmrlnYtkvnlwIhGjyGauAYJklnCAbJ1CJX5DnDUdrt40I6QiOaeyXf5Z1THcVpizU5PXOqa0yax6lSz3ZPcf5r30RmhZbJ9BZnjGZeOYe1hjyAD47QOKUe+YhvRmRJgBaJKtIIOnIXA5OjEb/0b97PxqFHVTcfocgKeqMRT3zrEB/7397PyaVlyiLXJCgjVD5yy+cf5MAFl3DNOYt0ZrfTrK1SFJaiPZ2k44Zu5XF42tYkAUCknRWMmhFiVBZg0qtOjMoQENGnBEVNqzxAd18803XnwM49Sw+FgA2q0bQhw2WCKVrQjNjobjA88SRhfYnB6gkmJZIVOWXZIdqC4aghohFX7/zZn+XNb3krdaPj+XQjwSUk1G0f/2OCVwqTCRGXC08cfJgYAqd666pBQK0umdGz4sC+s5h82Yt47FSP+55cATHMdtrsXZghihbA/UYo8gwjGTF4cgIuCv1RpSFneYbYZzPCYtrluS2U0OqTjTxuJl2k1KLnLdbhpRPfOmvHIqP77uDQ1zz9Wn03WQrG6A77dFpTTMxtYX7bbib3HqA9s4VgC4Z3/wlLRw/TmZjg5PET3HLLH5IVGaeWV5jqtPAmU8+PVSdXtJYmRDyOEotxDdff+HLwv8zq6hqNa1QAHAI06v6PwXPqxBEu3LMfU3YIzvP0eq0aCZPRJHJZ7RyzbejX47eao8gtddPQXd0gGlUfjmupPP0is6h2JjOusca0kufsrc3FuvTgnz/yxWMDrn3j28iDRixNSWS+lbFvquC8bXMszHSYabewWUYVGkw0zEzkvPWLt7J123ZGgx6+GdKvPXNZh9Lqb1iiXn+id1hjefqZY7zlp/8n/uRjHyPaXL8WLZaIbyqc14cqyzJGTU0MjmrQBRyS5Zzq1wQX2TqZU1hD13kaF/GitNB+1TCqao21c56maRjVniLLyMWghlV9DOvoyULAG/UIETdJBZvwjdMW6ztbdzMqH+GfX7FLQ9lEyIuMTIShUxl2WZTUQfFwkhiHrXYHgkMStjBG4St3fYmde/dxxSUXEmMGElSxnOX46Nm+uMjtt95C04zzbx3tVoEnIAKPLq/RveUnufYzgj97O61Wm8dPrPCZ+w9xw+w+ztk+S1MH+rVnedBgxCaVcqSKGjNkRRctt9ApMvwIhgPVz+uxpEe5FYvzjfoORdTMMF4w+Wuaf3bbeZSDO+i0W/zb3/8ot/yLB3nT+8+jxvLut79ND7vgwSbjj7dgo97jFL9BiOo/ftUrX0VwTUqGChgsiDL61FWrZOuyNY4CVFOErx3WWspWC3+4Q3dLiSMioeGqyy7i4L13sro+5OtVwCZN6jnbZujXkVbeIjOGjY0erijxvqFtoko9UzFcFuoo00hCwSStf+UDmaR+ljyHVRA3HTzfXWe1p/Ydn/B9ZufnGJ04zp2HfoW/uPseZG09yblVseKj1+9l9N0bYmTk1O6rEux0BhQlkjShIfjkhPc0zuMap1s8JWiF6HG1owkqM87zgoUXvIq8s4XoPIXN6Z46wTl7tnH+jkku2zXLeTvmmCtz1rsj1oYVhEC326UOkegcTd0wqiO5hWGtv7hB7cg3XWTqyHXOISHQGJveqLLZH4vpbDttscz8OY/3ho6jR4/z9h//MezG7Vxz/ctoBgMNsUrXEkFrlBC0BhGBaHOaVDqMIakaX6c5Z0qrVWepdix1xwWvO3JsD46+xpqMVn8D87qb6P/WexN2HkbDIQTVnYakTd063aadK7QzEMgzoa4bRk1DNIILjrVBk1rRNe12J8EctXzQxy4gPmhHFdFiNgk1nz9W3XwMH8jLw8RAbmD/Oefy7ac6/MyPTasfMAhiVcatSJUGK3lCRFhcPWA4HGKt4IPuY2MMMQhfuP8+bv/TP2GjcqxtrPPJD/02hhyn9hq8twiOaAL1aAAxUhEpq4bMVFrzNSMefnqJhw6dxMxvsGN+SqvudN+0or7G9f6IzJjElYkMhkNaZRsfGgajGpuViphO8mZRFaca5onqJRL9VAZ1X4QYTl+sC953HQd9QxRY21hj+1wn8YZVmtiyRvH4AiIGjNPDMXpqHxisrzI1N7v5JgkpUi1vtbjuuuvZMjPP73zsD/ABbKbVfjRK6cUI0UXNUw0OCX6TMpSJZVQ79myd5jvtksPLXZZ6dXrEPWWRMzed4Ql0JqbpD9dwAfCesmxjrMFkHTW+Vw02Sw6L1AKy1lLVFZK1UvB6xKAGUhGbnoLnLVZ+1WuoHvkYoW6gmCDiKYps887lGk01lsykRELVnnuvB393dY2JuVmF+WIwUavhuU7JySJnefmkUo7Qx9OKdimCBPB60EpZYDFEr8ZNCJTG4nykLAsu2LXI1JZpWq0OHv136jrSc9DJrUIFomXSWlxwGJPRa4Z0u+tgclYHQ/VJ8uxF2XuPFU029akb4WMkGnXAPnd8uPlQ7tp9IbmJTE9N83988oN0l1f57NfuJ9aR6VyU+y1qJhjXH6pVjmAsp1ZW1AAQSNp5dZCVnTbTnQnyLNcASWz6//gEkYqbfS4xhsY3WJthi5Kq33uWl+I9jXeUeUkdAK8UgKqqOXJqQL874NjySYahIS9bZNbiAjRNAJPT+MB0Z0K3vFXzgbEWvJ6hOV57c2JwJsNjtZyw9vSd9Xi3BwRGwz4r+19My8CNV1xGFNjwkczqI2msNvNEm/RYE7F5ydLqBiGmCjiILqI1FDYnyzI1TzqvvGG0HoOIjQbvan7l3/wGubX863e8mZv/6T+hCsLaYJ0bXnwj0xNt7n/0CXr9Pp3eBll0NEHD34ajih2tWXycQsRS5DlN09D4QJHlTGRCmVuCbxHzFsFYnUrbLJUKBucdwVi8ydlMzQlBQRhyhvRh8nlikRGM8C8vOY+QZTQhYCUo1MZmjL0fMUoyi0ZC0+AxdNeWUzkQiEYP/higiFANhvRX19IiBUKwiA1EbxAbMVnOL73r5/n9W/+Iw615/vPH/5TBoMvs3BZWlldZP/Uk993zeS686Gpu+eNPUuY5uQhZmVMP17nxFa+lf+o4VawwZgftTklelvjGQ17SHw5pt1oU7Y76HI3dnDI1aI/LiOBNolGn1OQICvV4/mKd+Mg7kNghBhgh0Ph0gGbMTEwkmIRJ7Hc22xkBoY7Qq+rEedBeEtHryMFmuOjJW7k+us7rZdaDzeyzwPoYyW3k4Bfu4F1vexNVU5O1p/jeV72Ky/dt54KdW5jJa156yT7EpoA8LM5voeltsLC4h+PHn6JlIyKBqqoZVgPyVou8yClaLQoJOmc0etUhChbBBT23XDTPSarRQ7k+U6d0aanapO0/dvgZNp6+g/sffoBPf+krfP8//gFC0A/kg45txiakJvFiBqMhEcOobkA8tVeePbnl7q9/jYPfeUwNBib5o5ODI6aogRAFG+AjH7uNW3/z3/GNz3+ZB+/8DFEsq0e+jfOetaWjmCzTF4xY9VoLNHVDVVfYTMgyi0ikLHN6hx+jqkbqArY25SYr1sCg5ZAhEn2DI9IYS2MszmQ4o35wE8/QKd15xRXYPGe6VfDJT/wJjy/t5wMf+ACf+sRtfPiDH1GyWvTPFpxea5zRcEQsJhj0eoSoYIr/5Td/i7+69+v4EJmdmeXxRx7iyDNH2L11msYl2jcR16RaKQRCdMnTGOjXDVNTkxStNqfW1xBryYzVXlR6Y0m6nkRAijber5FnOa0io9NqMTnRZnLP2ayceILcrZN7h/ENiAar+nRj9slPGbOcRpLlTkStxcZ+1856Nv87CIKlwvP6m29ky1TOrR/+Xb5z5BD33PUBbvpHv6jdAyKZjK8xhsGo1lf0YAjJz/PLP/lTSgcyghv0+chvfwgTg7rnU/xHpmdrKiU0JENTi2sGgz7R6K1so99Ftk5r7lKmFjmXrqiYHIJHxNE2sxxdeYrF2WlGwz6tyUmsW+eshQXYsR3nNRAipqLhG391Ly960UtxzQARS1Mo4cilXS/mdM7f5mJ1TMbIGlo246ILL9ZOomRccMHlXHzRZeBJdKP0XBsDROrGMTImxesGsJahb5SqL1YLzlQ2x+iT/UQzv6yxyaonNJVmY0BkbXUl1dCRv/zof0BKmwxTaRBq1KQ+PhtjUJNTkdl0Kbf44MnHuLqxQyNCVQ8IUhB95OFHv80bXvdD/N6HPkxdex22boYRRByar37aYk3s3M/S8WdoF5allYqYGcrS0NSeYDzZxDRNNVJnOxEJaFSYRPKiQzNc1gt28JQmS+0NTww6MVUOlXpsYkjIFT8ORwbnHFQV5EJ/sK53NoGNUZ9QqxlKfc3pH/QXZ8QjtoDgcdYCatgUE6mkIbNayhibkUvgXe/9VSo3JAbhB296NavOgNWrmx8Hw0naUWLTFn7emdXadq4G07jIH93+KW77xO1MdiZZ6fUYuogER6doaZaMneUP/sNvUxSWUVNRtgoG1WBTVOGDbuVNm11Cb6pXMSYfI5AGFjGx+RCDNIGNfq14u6hWYxOSKOS5nEcRjESFF3pl3BADmpcR0+MWIZj05vOYLMe0C2yuv+RDx5ZYWl6BKjAwGTVCbQxONErGIzjOcGZJewveBKJr2Do3y2x7ghuKHu9fWeGbDx7he294Kfc+fYTvu+5aTi0t8foffBNiNI49a3eo+zqlVrKRTlkUJqtQDB2rgbExzSX1Dmai7r66GtEIVI3jtk/9OZ+9+z6iGIrcYkyOyS3tvCAv9O+tXMhsQatVUNgCa5XHnBd5Gs7mTLfalK0Ca1qUeUHRMlx35Yspc2GiXTI10eELX7yT6blZ2qlUCIkxMR7zB5ufYRRWTpLnJaO6ZmXQY+QCn163+AP7Of+cswkYLtyxg5WVFT51+5/SXV9lY2WVH37rW8laUzxz4sTmwox5fmOYrCT+Q5QM8Po1o7d+n/pGzmloZ1sMx9aWOdXrq5DNkNhc+nhkWZbCYbRvHkVneyazBKcDkuArYpZho+6sLJOk1TI4gmZWi1B2Jhh11zClxYiO0Ej9OhMCg3KaPUe/Ctz83Yt18INvYcv+i6lHjte95mZAGA2HSJZjcYjJycTT6/V45Wu+lxA9GZZh1RBbLdp7dvGmn/lZrDFEYymynMwIeVFgs5yhwHxnipl2m4l2m5nZGeYnp2h1ppiZKamrGlPmLLz+3ZStAm8LTF5QZjmNWDKbM4oBC8ltr9iCzIz5OIGWVYd9ESCzQhTtdFoTqYNhIhf6IZJHhx9sINWIyhZQdelFzzyBjV6P6498ia/NXssjRx9i4NzpO8uEDFsWVI3js1+5mzw4Xn3za3j0qcMYgZ3Tswx94OjSSaaykgsvPpe77/sG+xe3kRUtHrn7q1z6I2/BVTXVsE+3rhnWI4a9Cqk2YFjxuNRE77Gu0QAm5xLyJKdpaoq85OSnPqxRjsaq6x91wmpDLirmQLOuIAo+uVwzI8pWDQEbPSI68spixGaZmsyfQ5Qbv9W98ziB8LF/z1m/8Jts276Llbnv52rfcOVCmymGpy/Wnosvpx893VHDK66/HhEwLnBg9y7FLSFMi2HH1vnUj4cXX3klLkbKxwZQFMzsu4QQI5VXE3rlI+M3r3MeMYaSyMBHpaNZgwRB8Ay6yyx97o848GPvpknjYh918JAlwA9i1MGFgFEBWmYMLv183hqssfgsoxGhbXNs9DQ2w2bgegNikTPpK2oPJZ7a9bn/t3+ZMjrm913A1KgCaRMGKksYjs5wN5zcfoDm2KNU0dPJBSMWFzRBz8exMi1CVN+yDQ6PqvPyIkeKXPtTRhAMTXRYKzgXMZlgbIqilEgwOvYnRHJrIVpi0aYJHptZRnWjE3Ar2AhNevNJ8DgdQGKiDlDrlF4bY6DwEWctNjgkLxELjSloJZZXtjCJsUbxVlmBsxnzRth2zStY+/qdlLkl1gmr4BxSe+LQnWFgcdENWFez4SKg1loMygJNcWDKrtcC0/nkOY4OyVrMTE0rUiWm2Y3RO58V5djY4Cgk0MRAIQrSyTCKEI+ODhB9oA5CIYbGe2xIffwYMV7fVi5EGufpxYAk6L73is4bGv17kWVYiYziuN+m1xdjhMpkmtSEEET/Tlkw0WqpfkOUFLDxmY/irWVoznCR9ue/gnrYp1cHkJSdFqJ2MkU22ww6uHh2gBExjNIbSZI2Sic5+htv0OtNAAbp0ux8pEks4+CjpqwGj3cNSEyEyPTfD5EsRqqEIsYYMmso06OtLzxD8J6SQBQYuEAVIqUIU6KX/iLTZmRLvGa7oV+biA4bDUPnaSJ4Aj0MW3cdUPCHi6cv1uO5IXT7LNWNQiqSkGsTxBwj4blCr9QNBTV0T09Na/5t9JgYycRomp4oALaJul8NQo7CYCVXcm2eBLe+bpCQhojp4oFAYywWGKYyI6SOrE3wwtJ7ogjDCMYr6yZPHdhKVBTZ+DS9i0pHGreaXLRYkxN9TQUMgqEbhVNX3qQZweEMyr/ZlSfwBJaGNYh2GPy48g7KngmJ+hhj2MyUiDhCXbE4O41zDTYITdRAPSOqxjPRkxGxPrWbxSbzuZ6FEpWNVRi9m9mgQ1GfHnqJugNLYuLgGBoio+gYEPEiejEHxFg8MBzrtYJoUmGMeGuSwFYbASLC4arigD+BBZrUcA8YBk3FMEC3OcNi8b//DBQTLA/TPDCkzkL67UajH0okfX2sRQ1Crxqxa3EHPirnL/oUcZmifl2I1N5vBopasSpJMnpnbAzgAo1rcKKiEUQoYkxwIP0IPqmJawMdq8BEJbVBLdAylopInSAHxmhnY+jR0DfnGShaiUJ0QLxvqsWDZoEYDb0oDETwRliPGYf3X8DbXnTe6Yu1eN73UAXHRuVSuf+sqEtjExI2bjOqQAcOxkT6gz6RJk1OtC7yPuhbLGptlCV1qwe8H+dIRJqoAJ4oBhP0QxbJvtKIwScgvj6uWm/FqNS3MbKTtLucCKUIrRCwkiRFTnMEfdRZZgsoRWhQbZZpNJLWWIs1VsEZkzPEx+4jZi0+/IVvnkGtfMObCRMLnOxXBK8R1zFo/vKzo/+grqvoCCnn1DshrJ6iH7yKY4MnGt1RmfPJFaEj+hAjku6PBKij6h8Ceif09ZBApDeOjImBIDrmFzGMYqBx+hZtUriiSY+OQ2iAJmgibYNo7KQ1BCM40SuOSSMuay0mszTGEPCE4YBe0LLk/NmSclRTBkfLtk9frNXt+6CYdMvDUaLbxjSN1R9WP6j2noLXsXckICbCsKLTSqKyqAInk77mU1Udx62ZEJKCJVIKCZiael9ZTm0NWUCl3GNdundKe8Po1DtCtCapjhXzVIi+PbNcTQuFVZB2aXTsFZM0pomafiBRJ9CSGbyPuMbhs4IXHtjG0hOPEKzF1SNOVcPTF2tiagLJ7GFfjycw4dmrQbomhDF8GsXOjd+UVa/LxOycNvhJkSzoaNxETzCC1Ynh5rnD+LBO55rHgXe0TaYD1qSPMETEan3VIeCidmrFq9jXo/gnnzDBTRLXegxNpgvn0sE/CknERqSxmuaLjxSiUbFZcNS9ihOPHiKb3YoddhkMqtMXq3v/neTGPlUNN4gxzQWjEtR8HFegbH44TZVSW0eBY7DWJfiGLCGbQvRK147o7R+vVhE0xnNchsgYmamxJppKmvpeLiZCko+M0KmTFaEvktIOIjGNrNSzmPTsRklubRG8MZRZhhNhIhcymxHF0jKGBihzLWRdbmlZOHjwAQZ5wfLUVupoMXKGt+HgP76Hcrgc62Fvs+k2Hl3rQDSkGFs9y9isrgP96FheWVItZowEPD4KITGWfUhJs2kRPGCSglnG38+FVKNp5e5DTDg9PbxbomemRShTJzO3FrsZbSyUYhh7WcRKwgZbHJBhyMTiRXWnjTF0MkttMirAJBjjscNLzG3Zjp/ZgoxGWFOevljn3vx2tl3zGlhfS+eVnlkh7TCftFg6mUn9paQ17xFY2VjFpyrdOeUCSvrQMZUCLsREOvJUQZHCAUVC1Xqx5OTKMX75JbuS8wKcBEzaBY0Iw+BVTx910avEJ7UGnETyML6uCTHx3o1YxKp5asJaBZ4ZSzCGXNIT4iOFNXT2HSDu3ktVtBmMBtjQnMFhcdFrqPe+ZJ1eP8kdN1X4mzsJSQdjUvmF4IkSmTeB1dEGI+cxzlN5/XdrAhGf4qYdrcSRd2h+uklB3sF7cgFyQ3tmJ+/6/CHlN6f0Zx88hURaRFrph45GDQIhQiuV+o2XNEBlcwyf2YyBjDldejUb775Roks6FJ4dy5Jrz9vN4uIieTVkKgZmp4vTF+vI9i2cWJi5i1in3nnaRdFvOhfGlfx4TE+MeNewu4z4OlJGg0sxcdH7tLBppBT16mBAtQXp82gElaGXLvdN9GRFobHHYvSgB2qvl/o6vZGJWrWTBCgiulC1pJrN6tWoMIYJEa3zrFF7DAYxlpagGgfnIDra1jIz2WLY60OoWK8rTvTPdN05dD9bQ/WXjIabYtZ0c07XnHHjQc+zECSVE4atVmjcABcdwSdgtdFC0HuXHBZ66DdEJJ1L+v09GVCKToulqZEYqTYHGWySuH3qYbn0/SBSpFuADTGda2MhruLyVDRnyNMkO7Pp+5hIYbX146wFaykl8K3lHt2Vk0yEgO0Ptdvx/H7WY+95LUCXyb24pibP8807oPJBeTYpxJrNEXwQjfz0PmwqgLOkXbACziTmcUzR3zGqkkUEGz0jko3EBcgKJOolODOZooFTlW5Fr1Idk2HTwostGEXtLkQCVbqQl+hbsAqBqUx7bCYJb601tKzG3diUWGBDwLc6+AhPP3UcX3VpEanxqip8/s564f/4Xq79iV+D4Xpya2k62/hR1KMnFambWkPt7rrpSTLfUCfzUzaeVnlN/y4SZ9kGTyZCFoMOmRI6LiPSzjNs9NRFQXABF1SjaqMmPpvUqtGLlb75hKgdC/TxzLzffDu6oJ2PKr3ZvUdl6ZuGS0EyQ26V5j21uB1DZBhhwuRqxwvQlJ3TFyte+GriRTfFXBQ0rYd6opwl13vS0W/qHbz3BAITZUHjPKWxem9DZ4LRiDb4QkwdAYEQWHrmKZUxpYt6lKhGSDFMRE+0Go1QpsANQsSKkItSIUsjVIm4nSVhWgthmKr7YQy0BNoSaVm9Vw5jkncGbWIGUYJ3nUCxiFAgbJuaYi3L6QZDMaqo5Qylw8rcVpbnFk4UcaCBGamf5JPHxafKfaxnCJsHbWT39kVkVFOLXqWzZIC0SIpi0aIzBr3ebN11lrZIjMGMC970w4xGA+01Ge045QhGVARnjUlM54iRdKMIKi4RA6X2MiiBYRTqgDYADBjRHWoRcgGJ2qW1Ymiip7e8hPOO2W2zkLWpfK2gfs7QKX1ius0TM52V4CIf+NLD/Oe7H+LU8hqtbBxlp5PmkFS9EoL+oBEuPG8/2OSDFnUtqMs9bFpsM7FJLK1ifWEs/W5QNSiY3FK6imBIMXogEijFJimAIzda5WUhUkT98GWMNBFK36goLUYsgaHo5brwiifODXiJ1BFytLYa/7zGNxRWCLbgkLSITU1moBXPIMANr+pAhGz/Xo596TaWs5zPf7pm4CJTu85j9uyLCEXJLuu5bs8il5y9m7zTpm4aZsoO0ipoQtzsUGbaxsNLwOv0DkvAJcmHM0bH7ibTVo/omD1WNXk717YmkSgZURS5Kal7OyLSQaiBPAaaYLDGE0WnOU4yCiJl8EQyBbiSiJQGihhVTxMjJZqKYKKQ24yljT7z4hiIoRNqhnn79MXa/a9+B0QYfvx9g+BdpwoNYiKtPOJPPsqp448TJNItCh5qGvrrXVoLe5m+9FpspteOOGqw1pMIoogJFMZQO4+YkLqe41uBIzcZTWpDQ1Skej2A1tSzNhDvcFmutl5Rb2MeNXnJRNVDaLGsV60mREwM1N7SNsqrr6InD/qyKIInoIbzKRtpkjNkGBoWJLI8GjETGuYn2qyFguvLbwE/8DxN6Z4r9E6VZRPtiSnOf8mNxLVj8etfuYfprVMM19ZwHlylAv/W9BR2uE7365+G6JDJDtXXPsmymYCFPWzdsZe83UGcusdqAkUAbwy5qN2tcgm2mkxFAUczGtCamYGoMkhrLESPwyhaGMEYr/rP1A3ppGxYESgRauehMISYYZuGmJcUMRCCw0UhC4EyaF+tOPhNMlcjE5McGnricMS8eN54+Q5+4C03cPEvfnL/X4tXCa7mBT/5u/xo9hf8zh338qKXv4xXXP0SPnekad+dz42yP3w33sMwhJcUvnpvmbdfLkE/SL/bJ7ABG89w/LG7sOS0bEYoSmhP0bTnmdh5DpPzW5PzPmjQY/DJvmZY6w6YXnSEkBFNwAdtvXhRi1tM/BkTVMQUrWPkRccgjcPmEWwBSb3TRChcoxa5FNswtsoMnaFzzgXUIkwXWlc6sXgMv/6Zb/Cfvrm2Y3Ji8vhpi1VFQxMNH/r1f4cPy0Qu5B1vv5xDp1Z49Jv3c/fk1SM7s/Dcdf2Lph7dGEJF2Z5lsHaKqdkt7Vzyn/BGfmHUq7cHU9OLNVLVSL8L5hTdIwdZ8SNaZZvpdgvac/jJOZbokLUnmWkGiAtEceonk4DEAjGBPEUVSwiaUKAtRvIYlD0flJdcGO23mWDABxoM1kf0KNTcDW+VF96zHWJd0Z6YwDY1jS0YHnsEv7HOwVY8Tj57+pn1oS1fTzdqGItsHv/WURYvuJw/bp9za3e4FZ5umPu/Bz8NET5YtOc+OL9lL+XcNlrRMDr76qI77L7u1F23/KoMuudiC3ztWfE96A7wJ57BGIcxltUHvkB25K9YmJnDLexg3c7QbN3F5Mx8OoscVgo8TsuOWOJMIBNLgydzQhCvMVs+EKiVjRWE0GhSSjQG0zgkzylGI5yBqXICb0o23AAZBYrtF4sN7sxGp9KE0z76Hf1CXnPiKe5t9v43UGsjoRnVdmrLbVtf8dbbjt7+PuL6Ku35ecjabNm295Ubg7V3rp888T/EMKQzOcdKv89Kt4s//KTGlQbPyeApMuGc7XvZvrBI2Lqdg0NLue0A+fQ8XiKmcVAYjG+IjeoxDJZoPA06BSfGBL3QM24QInjPRnCMehtMLR/jOysbdZ7nf9swdgLw2fnFXZ/deckr6Z51MZ1Rn5VjT9BdOX6VnHj819yJI69yEnR0FSyPHX+SR44/hQ36CHoRfF3TzjJ2zy0yt32Bk9Ji0F5ADryA6fMvUukAkRhzvDj61qgkwXvanQ6F98wXBbFpGA2H7JpdLH34O8L8izESXX1fa8fZ31tLTthYYX52C2WnRTazeMEwyptOPnz3T8XBYMKUGZJn1CbyxOoST22cVHZ8FNz9f8ay6CRp18ICrc4kG97QzO9n7pob6Rw4n6w1wdA1LK+cYOegz5EnT67vmN/xd58mmawi327P7Xzntle/450n7ng/ofF0yhJbtpnfc+GF3e7qe3pHH3nDEG3nECArcp5ZOonJ1vT7HH2S9Ye/qI5bCzumt1C5muGox/adB2b/Oirw3xsCbvp8B7eef80/nZhZlE4+IbmI+MFJKWK4fHZx5y1F2V6Prk4RM3qPdU2gu7JMv9/jwQcOP2PaU5jO9Hf9898RLliIwT9gi/aPbj3r3NlmZV2u+J4Xc+uH/j3/+K1vZmbrjje1Fhdu6Vzyqt+a2nvR7r+O2P3fHVt59+5dvP5tbyEP3dAEy9YdB37ita/+oT+Y27b7R1tXvvp//gcQ9fhwNsK1M8c5m6e4amf2zzb6G5x4uvx9N30BIYT/OhD13+c/tj3J/n/0Tu7Z1LrIavVXd/6vv/nG1+nXf+jdXP7Rp/7mB/ofePD/z//8X+z9ebhl11nei/5GM+dc3e6rb6SSSrJ6WbbkvgWDsbHBkBsHTIxzOQcuXcihCRc/lwAh/clzbXxukgMBTq59DASODTdOaGxsA7ZsbNxg2WqsXqUqVburdu29VzvnHGN8949vrFUycZBOTvLknMTLjx5Lql2qvdcac4xvfN/7/t6vvVlfe/3n2fa+2r984bd8C2bjALNTj9G/7eWkJ+7DdXvY0rE9Unhac/Ihzt/1zVz16KfYuv5V7N38MtPNc3T2HyWeOYG57RXw+Bd4+LpXcNv5L/C4O8y1/cjkzAnK43dizzzA5KoXUF56hAcOfB131vezuTVkaf9hwvgSvY3jdIePcNoc50A6wxPs5+B6xeTiSQbLx+nb03z+Qo/nX7uPS2cfptfZYDfV7J0MOb98mMPjh3lycDurs7OcmXmuWu3TH57gbHmc0o44MHyCy+u3U46e5Fx5HXvcRR7dLnnlVStc3j7JXTfczO/c8xiuWuOaeIFvuvUQv/bAhFcdFD617bmzP+NFd9zKS68/wn2nznDDesk3/M9/wt+4cYP3PjrlVXsStfQ4P57Qr7qcGE+5vhPYTF1SM+YFh5b5vXOea+JTnC4PY6eXuH615MmxZ40JD6d1Dstl1irLmbqk76asVSVPjoQDnZaT7SqFG7FmHZcax6FizOc4zlXpKbbNEssESjPl/nSAY+yways2JOHSNk/5a1iLF/EyJkqP1jTg93WLwfr37gwvvmHQbH8htPGcXzn6P9mvckX+D70+/7df8t/WWfjf2ithTMIcjnDDfjt+7oDmGw/Z0a3eyd6OpOpa9wiNccQ2MJlu0cxmxOn97F54iiNHrietHfimV15l+YX7n3jXVUcOr3R767v/SXasr73+C15w819BBSZdEdnvrNzSL/0r1zr2uRsrvZu6lb/qJiuM0xpOYDgbMRpGbt38BLsXT7O/nkBTk1LLXlHf4MhZjHNsRaWBG2t1/N8qk2saWla6fT7x0Q9y15u/l2kL33Ws4cHJuZ1RI/88rB36ka+AY31tYf2X7YK0MdFG6TjDTc7au67u2RvX+vteeGC9/4L/fr9Uvf6LGY5HzNIqZ86dJY7OMN6+zLU7n2E4GrIdIh0PW21i13vEukx3Ut6XQUiic4o6BDoCwehETEhIVIm8TULXJg7u3cuevRsc2r+fh0+f49v/ypvZv2eVj/zeR/jg5z9JLS2xmQFdjBFu7jYsFU/8zfc8/NQPX3vsdjtHVXxtYf0nfDVRnCS5cW/ln7O+uvzyILzkYw8+flU05eEHLw15++tfwGNnzvLaozXbm5uMLn+Z3mRCaQz7ZyOaoqCtSoYh8kjUSV7TtpooCLQpkULCektK0DWO1jtILW0Sukk4sLbM3o0Nrjl8kKuPHOHQsWtYWVli0O9jOh2aVul9JrQkLLPQcOncac5dHjJJjiMrJXv3HWL98GF+/Kd/mj/6yB/yrX/lW+kudYh1CzGqx8kYnFjECMPk+GtHp+ZDZx+U7vLS67er5Q9+bWH9e/dgixhrBbMskl6YRF6zdum+69eL+nnf1vXHho9sc7QqKXcq5NS9XHfdNcTLp/n9D9/L6mjCQ2e71CHyuarDn3/aURjPeDKmJtHznk5RsDOZUhpoQiDEwCRGQhuJvqXeGbFWem44sJ8brruGa44fZ211jQOHDlCurdFMZhjnCKEhiCGFiHcQmpjlgxGTP3AyhRFjmbYBieOFTKdwBucqXFtzaVxjy4qrVtc4eepRxk1kcziiLAoms8iZi+eQNjCZTjBNi7Eux+5kO0cEsY7X7J9Sp9kf3H129/PtvqN3raf/2haWUQ9KMM4bkRst6TbGl1640oxf5uutG/aevnfJO2+ujg/iXI9VEqvjZdoUucFeYNRM2dkdMbrvM0iI1KMhpipYPXYtx49dhel2OP3kGdKgx6Of+xjrK2sUZYeAcHk0xsZIv2249abncHDfPg5sbHD9DdexeuiQKny9IwYN3pYQsuw7238z5kRFr5mMaHS3CsORTmOiQuxNTgtPEayzi2NPrOJP1Iypllsxc0mmdjiTsRBmdHo9XnDLzapRxXLjtVfT1DOmTcvtR49y8/Nu58LlEY+dO8dT58/mhGD5ippP7SiKYKmc8Feun935r+8/Ifaqa7pNXc/+T7uwlPZm15N1x+x451W9Zvh1PPTJW0bTS9duTD9DtJ5jqCS77wqi/Ry7dcM1TeDcg4nNyxcJOzss9XvsGSxxbN9ebjl6jOe+6I3sWVnmyDVX011aoUUIbauoTQNOLMZnUbBxGNUy8cdfuIeTv/8h6tGM5aKkY2E0vswHfvUXGU2m+DkISARr1e9IgtgGkgMJDTGZHDpORsBASjbzcJR3g5njXBPGFoRQa7yOUV5PEoUbSUzgQMRjbI3YAomBsvA46yiqHqNmwng4ZhYjT54+xQOPPMbJU0/w0KOP8t53/jNiPQEsdV3nDDXLzYeP8jff/tMKi4sJX5aQpnQ6va8AQl6B2ah+bjgT3nBNy1OzJ6ePDc3PTVf2/73//AtroYA2h4BXr5/+8gtoRi+5dvS5242Y7lqvJD7wMaYxsDH6Q4wz3Pjkuzg/GXN432H++O4/Ya0sOH70CM+94Qauuf1mbjl6hGPPvxPrSnqlB+cJSTM9CpMweJJN+DbiupXCvsXjSqUbR2A0m+SP2eVoChbHiZ3T7BQ1wFJRqYiQQFFU2G4PN50CFm8dIYacKu9Iab54lBZpsz9CbeUqG5vjxlSxGEEcVenVIhANxgqzVnj83HlOnniSy9Mpp049xcmzZ7i8vUOFYXVtDYul2+2xtrzE3qU+Radg71KPfrdkrdfhqcfvwXpweO5arnj+DcvsXH0nMdQaJ5RZjwruc/T6S+rZbwNN0pwBRGhcgZNGhZjzB0Cu7LA5qIIjvZobVuXn3/fI+R/fuzZYe9oa/EsWVr5aWleYBDeQ4vVx2rzKDIffPBpfOhCCrO395O9QFyX9z/5bhglCaNm5dIHZrGXrxLtVcR4TD+b4j8Loh9jp9hkMllndM2B5MGBw+Gowwt40pB1P+OQn7mFnuL1gPUrWPotJTJtWQ6KyU1upqXogxEJhwYpHy669zF9LVoMiChexyVIby/Jyl9Fogo1CUSlz3Bi1nS+vrCKPPcnevSu4siIOllDCoVYf4krFmElkIoZLWxcZjkbc9/gpnnz0ER468xTNaMzO7hBpIqGtWR4ssb7U5+r96xxa3WBtbZm9h/arZcHpB7anaNhTea5fvppTh/dy/b5lxTdWBdI2dErHsE4Meh01Jybd4XZrtZ9ap+6mZjylO+hgY1CVLlGDd3IkQBsCZa9SlK1zeGczIzSo/tzwlSFgxvB0D/j83w1nhhcdmK58ccvfC9z6ly4sU/Rk+NhDjHZ3OPn7v8EsCS2OwloavOqciwrXHdDxA/q9FVbX9tDr9djf6VCUHYqyoiwLnCuIhcMZ9Z9Ya8B7EKGwFrzHNDWXk6f90oexBspOBzvMOnKBmBqs72BCqwyXTg9nrH7IMs/j011CSbEG42RBlm1j5O7PfZHf+9CHuLx5gaIoCTbxic9/gUv3fonhcEdVu9aSUmJpaZlBt8uSTCkGRzm0vsEFrzudtZlh3NZ0yoovPvAQ7/j//gY//tffiBHHTRt9bt57B69Jt+ONo24bhls7LC13iNMJ1x/uUoilDYEnntqkHZ2j1+0Qksd5r2EZkggIRzaWNV/QJC5cnLC+2qGp1QS+M4s4EsMmslxaCl8wsV1OP/ZlDh45iuDZ3p1QN3OQfVTwvVEXrTcG5ytSijhncWLUw2gyFmoO7MifgZk/rPL0eeAciiKKEH6mo7CWklGo2by8Re+6F3P1sWu54fAhjC9pnaNw6nNR7blBnFG6RzYLWKtsF5eTR6wx2MIjMWCdXXD+tJAF4wu6mSlPUiMneRsWEqvLa/zw//PHuXhxi6X+Ct2lPidPneQD73kPTQiQDMmkBf8vZtKb+hu0AFpfWeLyxU1ecMdzeezJE4zrlOFDypqwQuYQGjaWl7jq6gNMf3eHm646wvXX38TO7q6SmKxXSaZRcDUCvlNh2gn3nx3TqwzH9m1QWSWmNJdOE6Nw8cwlfL/LZx+cYI1w+tSXoVij13G0oWZ17wEunL3MdcePqdbfF1QmMZoFsIaVQYfZLGK81kPOOxJQFpYQDE3bsjWeUna6jGYtxrRsbu4oEByhlUUSZLZsJ9Y3Bkpn0XgYKrQ/5p1T6Ek+tdS0lpinIczny5I1H4JReMAzLazBniMwu8T48jZr3S5+ZR/0BxoHlv2RMUua6tDS7u4wvHCe2eWz+MkQayJ2VitwyKk/sre0ysfPNXzPW99M41yucXSHQBLJVuxsX9Z1kIPQokim1gkPP/YYb33zd3Jw/37e/f73E1MEVyAZliZJHcHZCKeU9PzDikBZVkzrGb7bp+oPCDLGikVCVLKeUWmMdZZu1WHf6irGRY4fO8Ibv/GVbG9fAqAsS/V0ifKSXVkR64boBoyml/j8A09x6189wmTS4DF0ej3ieBdTQmUE0+/y0Bc/xtKeo7T1hM7KVaTN09x//+PccdtNXB7N6C0NCJOapiqUySyGLpGZWGybMMYRghLXnHG0JI0tyrZvcrf98IENUgDrTb5lZqazGKy32N4Ak4TCGVqSElO9pTbK/2gX29M8rZUFE8Xk41KiKL7fyjMvrPXrbmFp8hQnn3icHVPQTY0WpM4sbE1NFGx3mY173ke17xCbl0/xste9ks1zlwihYd/eNUpv+fX3/SF95/EeXNsg0eYgLMBJNswZSmfYrWu8gTakvOXG7Eaz1BH2r+9hfc8Go/GUOqbFhGEeRJqybUqeFt8oeffudzo0bc2t117FvvUef/RnX8I7S9s0mlmVGd1RjKrircHZAmipx5fZPX+GR7/45/zun32KW44c44H7P8vQ9vkb3/lWDpQVthD27T/AvhXP1qXLFGXBtA4Yr8eMwSLGMdnZYm3/EVxKdFf3MNs+S0xT9q902HfV9dxz9++zfvPzoeP1eM+31mkQOi4tvHfOzZsRgncGazxVWVB4i+92lCBNopGIMSWWkKGjugMFgW6nSwBK51TAb8A0DSln3CTUIyyST5anRTYtulzWZATds7gVfn571N4ORSsRW9eIc7pSEzkwR/lOTWrY7i5x6YH7wMLv/ObvUhQWWxTYacPa1UdoJlMG66tY45m1mvGi5kHtMpfW0oo6K5eriqZu9YqdTYrzCIPY1Ow7sJ/+YImUEk18Gp8KCyYoWyUbueeee8kF956NDabjCc5bTFL8bYqJkKIGlwUt7KMk6vGQWZNIuzu8/JVfz//27/4dNxy/gZd/wzdx/UtexeXNixx/wSuIcUa302fwnOu4+08/xaEb7yTtbhEGXc6cOct3v/VtPP7okzzx4J8SphoLc9XV1/LII/ewunaArd2L7D10LcZYTp54lCdPfJnlpWUCiRK9tMwhGpZ58ZxhO1HdY84KbWsovIEYmCXo11NSJqi1IWGJmishMaOCDSYmqk6JFQUMxbbVvEInOOdAUt4tZZE9tMjvkKfd7+TpdN1nWFhtU2+OR7uHyLEwMQltVPg9Tk3dxlgGVcWJB+7B9VbZWOqzeWkXV1ZQa/7DIw89yOaFcwqeGE8wsdUkktiQrMM5hVl4IwSvi6luaiJqPjLZcW+MIcSILzwOtQu3UeMC1eAetWFo1bwJNkOGzIKO1O91CCSm0wltalgeLJMMtEGTV4xJhKAPzGg85sLmRcQX/NDbf5a1NOJvvf1vc83Rw1wejlgfdGii4djxm3nHz/99nnzwAV719XdypmmJsyEOYbCyl9lkxsZqyZOZ++ysZTjeYbR1ASiZjHeZzcZU3SX27L+aJx78HDfd8XWZEmdIThk7goDVWGhJWncOp/ogKRLZ0PORB566SJrtUg0MJUJhYRw0qGXazLBzwIUBX7oMsdSF43NMjuSTQPINctHdz/fB+W5lzAI+pDgunkWNNYUnvTGHShGYjXExKCAkhzljLTFFZpcucPBNP4DduYjtDDjiHYUtEBsxpuCQRG40yre3Bu6ylmmKGKsBc0SNbW2S4Jxgc1iARI1Ftc7pNdcptSXMJszmPvbQKrUzZV4rCSdCSi4nLeRQMn3vKbsVhS/51Bfv59LODmcubGJiIoQGMbqQLXrjmjWRc5cucHk44c49q3TNXr79O/97fvFn3s7l4RBSRCTR6fdo64C38LnHN7nquhW2Jp4vnhnz8AP38vE//Qgvvf1mlrrLeJdI6OI9ev3zubR1nqrTxxQV461zBHHccMfLNftJFAanZAsNXWiCoWmUJcKcP0nCOEsbEmsdpYcSWrpFRRNqTEzUswYxHp8zBrKTn/mqEaO7vzFGb+nWa8RRShjcvOG3KPp1x7rSerD5n415FjvW8WPHTi+d6lJaR3d6mW0TOJq7YhFIKSp31he40GKW96gJjUQyBlyBSQpkssblGsBiCg1SaNqGFBKmnVG3wmj3AnEypsogOwmtYoAyQ6TwFaZ0/Ng//h+Zjafcce3VbG5vKQ8p70iKzkczVpLBJAM2EJPLoBnDG+98HrfedB1Hjx7DOc+hA/toWsF63fbbZozr9jGV5eHHn2AyntLOGi5sPcX2aEq3V7E9HipTN1MayqogJuEld93Gud2Gg/tW2Th0mPNPPMj5i5f40qnLdHqG4e4Ovtel3604vt5jY99hiC1Nsqzv2YdQYawCGFpsPoYSo2ToWcM0gCsV2GCtJcT5jVaN092ygyTDJBjK8RjnDZW3zAIUvsA6pxelvFBsLkZNylOBEEjeK9rG5UU4x1XmRbUILpzvXLkJHPnKKPL/4MKyrthEWmYpslUnjkupnevJkHo0op3sMJvukna3oamxcUqnKPEWvK9w1lAUBZlVg8cQjDCc1LTTMcM2IDHQtoE2RiZtjaXkm1/8Aigcda2kfOM01ezcqRN8/P3vJ+X2RRJDco6t3bHiw3EZCmGQaK40WJLFEEjGsHnuHH/1e76P1a4muNVNoE7Q1C1dCryLOVoqcnBlg4s7l3HeMZw1bG0PmbUtbdCdW/Kbbo3Q63QxSfT4Di0pBJYHA179ypdy9tTjrHeXKAZLbF0SajrszhKnLtdQKAUyppZBr6LbEdZ7JcHoTtUIlHg6HtogWKdA6cIZ6hApvKVtLd4m2gCXpoF+4RlJZBYSXe8Z1ZEUZpqMYEyGczx9QiKE1NJ1ikxoY9CZoFV1xTz2WK7kID+ttiIfirIIAXnGhdXszD57dmvzB/esLDGajDj3B7/KOVsQDVRFhev16Q9W6PSW6B88hl9ap9/rUvSWwBdUVYdo7BXPcoIy1hytSlbKgl7hWOsWLHVK1nsdrlnv89N/9ji7H3sfVB2FuxpyBLvQhsD2cISzBWVVEJpWgbhGG6yJpK0D0afIxHmyQcDaQrEFmQn9sc/fy1133ISN2rXvdvJijdrki02k1+sw2tnBGMNmSIxHY8ZtoxTNDEeTfFvq9jrUTQMkvDXsThvKosQEqHc2SYMBKUWKTodB1WPPmqFbVZr3E4VxSHS8IxpHHYVkLKNa+2Nt4ZA2g/u9p1c5xsOaOgR80GhoT2aGpcSwnkKYQZgy2oWuN6Rmmh/ILCF82pllclZS08xok1AZlzNpdUrxtFW4KOAXRfxifm6yf+lZtBuOTR6od7o9zl8Uvu/7/xbXrBWs9DoMqopu4ehVBSYntMyZrCaRs6qvnMPezTM4NL3T4PDeEqNS0i0GYx2rSx3s7AHadgJllTvp+dEwhqoo+Ojdn+K3P/5xvvVFd/DcO17A3o0VOmVX+T9Wd6mYcp/FJsXGY4nEfN03lDS87PZb+fBHPsTq3v3cefsdpCi4zOKY46OdL6lzEGdoNV3eoReLR7/0JfzFC/hL2wweOsnGr7yLEBu+cN/DXH/kCJebxJcefZyLT97HesfjnMMZj0nK4R5NGoytSAjDWaSqClqxlCYxi5ZRU+Odx9h8ccEyrWsMlnp7ppixfNONGW3dCJRNC4I2fquAj4lxMkzqRpMSc0zjHB+eQ7lpRVMvApGuAaYNldWYyXkdtrgVPn35ZGjwfNd6VrfC0Z7n0pVPEOoxtx9cYX2ppFMWeKc10qT1lKalLEtSEgrrCNLgMq/RLIIhNQPTOs33FpsDY3KjrYmJsjR0CkfbRGivIKj1Gqs3tmDgNS9/EV//8pcwDlNmOxMFqufCXTv2kpujmmNnDQQ0/ijmQBpsSTSGV3/9N2JEUfiaGBRVnpJphlVZ0Exq2tiSjKOJCZvg8SDs/bs/x+H3r2Eqz5k3bNECIXmuvfZqrIC3QtsGvnx6k+lwhxtGFbbXZzQcsbYR6VcF1o7pVZ6VruORM1tcfWCZrekcemwQaRXrj2N7NMJ5MJMRtiyQGJmK0ITEwHuiBDoGohT0Ssdar8R6R8hh9HVQOlmysmgYa4NTMNZhk5IXRSK7M6Vn1KZc3CAXaXKL33el3roifzDPbseaGRPbtoHhLjspcPzgMX7253+W0q/w5FP38v/5sZIPfOq1zMxZrj26l088cImf+aEfYDIcatFuzOIPt/O0SKOLbEE/FOViaoSdwrWaGBeLdc4Rjrk2SHm0MCi69Pb1sUl3KOe0lxXF4JzVOCh7hQVqF0Np8oeW9Am2Pl+ZU77l6NdEY/I4Q/tsruxoIxWHb1qW/+8/yNn3D2kmQw68aDeXHi3SzCiqHt3uErdfdxXp8hGkXefA4YMYX7Gz02FmC2ZROH15rEez0V7T1uUJwTi6VY/COyrrmTYtrZkxKAt264lOE5pG31NjKUnM2paOnysoAk3TMI2RXso3SxG6viBI0pzWjFb3aI1q0axCSSAhYgsdalVWOV9mkfuVcxglc5OeRpaTHJEq5lnUWKF/6MH1soA0Y6tuka2LPPL67yB1Kza/cBRZexVv+L91+fDdn+LgxhGee9UJdi/vUHj94BLgckC1EohylzbDxHIGpc6skkBUFFNKEV8UxAzZ92beRVfC7RyXZ1F6m+TmnrEachSzOqFpI95b5lw3ayIpthixBElaF0hYFKdzdJ6x+U9JiuIjRWaZY9qxjpVeh9nWJoXUMB0T4gybb0WT6ZTl3hKl9+wOd7TxiNXvKUX6lWN9MMg3M0OIidZayhRpElzcrUlFxFAQUkNoG40t9Jp3Vie9gYYQ8UYbu74oaFpN+VyymjGbYmLaBpUDobNZY31+2MyiD+jMHB6eSC4D6qNgJRBywR7zYP/KWsq5aZnaaeY7YS7gn3Fh7V8/+qgvPCYZ6jowDYnl3/stPvDOd/Gin/xpbnvrb/NdP/t8vvPbX8HKxjrfdPVhmjledIF2UbhsDndf7DjMdT1mgbajMZFuO+NS0+K8Yzqezm1M2JQg71hIwlqnxGGrsTwihnseeYxius2n738EE1qcs6z0Kj5w96d57y+8kxgiWIdT0IwSQzGK6AoQbdTguqRhnyFpok3T1BhfUFpHaFvCeEz5tr9GDImeAdvtQa0lwHQ6w0lL0etlxUAugFPA25Laajdbwxo0TdAj1MFQ11MF7zYtRIXThcmUhCVWlia0xJifKiPUWJwIw+EuZVGQUmI3waSeMJ3OWCo7eF9Q+iVm9eUMVlcQqDfzU8MuEI453RyMaI/fWQSnMpvMapNcK6dcV+v/6X8T8xeX1X9gYZ37+88dHzj+UloS0zpQx5Z/8v3fz4OPPMivvfudfP6C5yd+KEJR4CUyaVqSFUKyFEaBl24+GHZabTmrKHuXv6G89WCi7hRNDmwpnGcy2qXsVuC9kt+TqEAOpw3CRbawI8SGye5l3vMb/5qrDh/C+IJje9b51x/9EyQkxqMdqk53cZEgaVMw5aPWmlwTZqS2y7RVK0JoZ3TwNKJ/ZgwtThLOGX1QrMeQ8K5klCyxaTBFh4eeusgX7j+lSRizAamaENsZvd4SkiK90tOrPINuSSXgihKpZ+BKbKGD5k6vT0lkCtjGEFA4s7QJW3jaNtMOxeCtTkSQQOE9TYiMZi0rPS3ObVZ5FNp3wCRZiB2N1T6fD4YUwXQsOEfMsObModEY9YWcYd5isJncKH+h6PoPLKxtHBtNQ2pmTKPqnR0tiGfaRpxrKH2hDUxraFOkaz14T4hCibb4pXA5LEf/G6SoyEgTtLgX/RoJ7UJk54ylHg4pupWC5Y2Z9/vz/dZmqHNaXKH7S312hzvcfPNrGQ1HLG9s0IRAEYW2iXS72XhgVCmq70FWVeTN0+Y+TcpFfBtaDIm2KGhTUo2XQEqBZD1+cQiCJ7Fv0GVaN5TWcnz/Blx3ACeGlb0bOdu0T8QxawLTNrA9mrG5O6Eyhm6/p2MniVjxdKtSjRjGY+qW1hlCJOezwrhuqZyn5wvGSeetLhmsdRTdPjhPx0EdEtNGh89O8vhrLn0x85BJqDNiPegbS2M10Cjmr1koYhbK2yu39iRWN5BnU2Pd/LofJDz0WbwITYCVbsn3/szf58Cgz8kLF/gf/18/h6k8f/zIA7x63z7Wjx7mJ//f7+Kf/dRPcbkekspSF04MevYmmzu9KvSTfIZbQ84VU4L3HGS9s7tLb89GzqgwepuRSHJeB6mSlZAoGKzseKxAr+pphk9TE9sAzmusctAIVVLIcXz6IcwLUtUnRcTpLUkVli22LOmVA+oUGM9alTCLPiyxsNRNIIYE3jOtEweWB1ze3qVfeUzS3pPNoSKF79IvDP1eV1mDSedy0yYiBDZHgfFsxlpftWUpJdomcCl6NspErxxQeU8KDUaCHuq2A2FKE1sa03J5NKUIQovGXmBLSmuRFBFvc1mhxX+aZ9hazYds2gg2IeIo86LCFkRSTohgUW+RN66E0YQaK4pufnqT/astrMelYDQZ0/rAqG1xIbFz50u4uO8os+4S7WRGUcDrb72dzuFDzELD3/3hH2ZrMgLnrlxH5+EppIWDRObD4acZwl3msRpXYL3n3NlzOdJHshRYPXISWmVSS9ZgSwASnaIHBqrC0/MlRdXBliU2RSat1jWa82a07mF+k5RFwy8KEDUUvepUDOsG2+0w9jCbzoitSnybusFUFfV0SlPX+ExBH453aUW78ilGUhJiM6NtWwoMpS+YTVsm46HuCqEF6zGxJjYtS5VnGqCwjul0zHg8pCjInsOERy8b4jzRGjq+IKWQ058jkybohcGqkLLX6eOqiknWYRXeZQd0lhlJzu61VjVt+ZJhQmLXGjCagxKwRKMx2gmnsiIsLVb/ndFw0uLZyGbKaeTycLRtkdVRMOw0M979xtdBCIi0evvI0Rw2agCx9+p8iVFZ2iJpcewYM09AzQPQnBsdRUGe1sJuiFn+6vjiow9w5yteRspbbMpBxjq/mp+GWYqMMPCepg0q/jOWdjSkYwytJGazMdhVyEESWMW/WpvDkUXUOWO1oRvqgE0t7VRzBD72d3+Am//gPfxv7/k1zp+7wBe+eA+m3+WuW27jN3/rf+Xn/87P8LpXvppWYNBfZjcafvXdv0jV73L8Obfz2d/+bZAaZz3eazCNM6KJslbrs+Vuye50yotf+hqi9ChNwncG+LKijLsU1mC9gxRIsaUoS0xsaY1DMn3aG0ObQGxB1RkwasZU3RXK3nIeLJP7UhbjDM5lT4PR3SbFhmgLDLBkNaxe8s095KfPLJbMlUZ4Muo5jPZZHIXb+47gYjpvo6xuicVaT5NlF2IqmEwQb6FwpJhVpbm6s4VitIlCtFqJME8jMtCESOl97qnp1b4JQootzjoqb9m3vI+mnVH6Kl8in5amnaKKlue3m6jZMc5A28xo64bJZEo3CXVKtHWt3r7S62016SK/Qvm3C308EZKDOkRmdU1X4J3v/W2+5VveyL/6zd9ie3fEngN7YXNCM7ufd/3LX+TtP/q3eP8f/C5n7v9T3vHOX2G4fYmX3HQ1swRXH9ig/9zraNtZPrYDMRrqNlAnoa4bmqZh3LTsXdtgNBzRXLpAf/0wkkounfsy0a8Q4go2REoT1UMQIsEYdsfbnD79OMdvuJVOm6i8p7+2h/HuDktLqwwGfZp6qI1kSXp5mmfH5MJf6eeG4DzeKKO+FYjGE63mtaantRgkO3bsfAidhGAi8myK9+kv/QiDpbXGFqUmyzlwFDrQTTM2N7/Apz/7b3jLW9/BbBrw3rG+vsab3vydvPfd74U00R6IRPXG5fhPydHFMUPzVcmYi3eJROsRY9ie7EI0BKPSZhOzDixEcD43OXOfLCVM4YkpMZnVTFPg0N59zPpdiqZmZzTLHOVEsrllkQt0a3LtMM9qzLfNGIXZZMJqr+Sj2wV/9ov/Aul2+aW/89Psv/YalpbWkBi455OfZDKrsf1ltren/O77fplrbnw+41lNUXhOPHyPpnS6QkOVbIkvEkXlGYgj9puszlA4RzsbU1WOqijBekZ5xrlIabGFBo0n6JSeeOE0K84zG09Z6vQwNkEzZqXfZ1ZPCaGgLDoamWE9PsdeiMv1ldGcNCsQwoQUCmxhwTrdDY3VWivru9PT2kYp71a6nzSUz2Zh7QwTYlqMgfPJsOIdb/uFX+Cwg+3Zk/x3b/pb3H7HD/BdP/ZDHNxvWfZrfNebvp//9Vd/hTibaKEsAaTEmJjh2vI0ubBZXFsNiel0xlASA18Bu0ymkwzjudLhjXXDBx94mMuPP8FrX/YK9uxdzah4gxQVV+/fyz//lV+i6vVpmoaOaVnaOMhktqsd93zsGWOyFzDlRL+5Mjbrt1FZCm2tPOsgpBQorWOw1OO6Y9erClVUULiy1M25TPpBzKa7OKc3MOe8Dsuzt9CKpgY4I4TY6r1S20D0lgcYW2g7JAYiMwqrqRG+UBeOMyan6URMMhRLPbZOnmT92HW4Sp3Kg/4yTdvSqSpsW2NNjWBwzhFjwFm9AFmj0bbWGApnmOavMbOco5IVEEmyVj73HeWKeVs3viTqWSQ9C8378euorGX35JM0MSBNw86bv4PJuKG6cJ7iif+Fe7cepP/zv83mmdOc3b5E9eSv88ETj/Kal74D213NM2/tDdmFJ23u8JCshFRNUBMi/VgjtgJTMB6Osh5LJctGIhQV3/aC5/Hn3rCyOtBRkFictyyJ8E//wT9SA2geH5FzflUhkfKbqu4hm40ckiLW6njJPG3IGlKLj5rQaox6Il0MTJuIzTFuiKZOSxLObm1l1renmdW6YMkKQ/FZuw/GOKxEjdPL+SvGaL3p8GAakhjOP3Wf9tRMQdX3VH4PWxfOsLwyQGxFt7Q8eeoxEi0Hrr2K6dZTzKxlfdAnNCO63jNDKJJnz+o6khJ1q9JoZx3eOpqk3flZOyW5AmcKTVPqWKTw1NYvpiNPH0LPP0/mdlajio9kn4X9K2SJauE91IHgPf9q/zrWesz1R7Hm+axcnvKtnQDHDmDMESw348ctruqodw0ttJ0lO4xNtoLJ4kM3OaOvrafsK+FUSnSAWR3AXBlWYy0paXf7phtuQoL+Xsk3PbDM6ilpHo+Sm7CGnOUn6mnU5JNEwiEmLsSBzM2tRsNX2wBVCjkFPEFosbFlNNohAf5pIWm+8Fx+8hHGRckXH3uS/plthqPLmkQ+z0Y1gnMeR557Ps2e5pzF+ZKDh/rMLm3hC8uRo9fSq5a574E/Z6m2PPHUn3Lr9TfzJ5/5LINOh30b+6iblhMnHmN5ZZUUEjfccCMnLp6i7HRoplOapsGZgnFbY5yjdBHrwJjIpz/3GUzR4fC+g3DpMhvHjzPzM4Z1Aw1YZ2jF5nBavlIyk0V9xsytYOr/TM/mVri2cQRpphdGF84znIzUDl63WcCvc77VlS4pSM5O1XbAer9Sj14e7iYTc0KTXUS5iFF9OZLybdFQWMceB+e7A+LoHKFts5EikpLFJm2qilhw4Kq5aUIWKZy6s8uV4zNFciZnNs4bXFKQvrY4srzX6EgjGR3KkmBWz+j2+oQQaaMl5CbwaHhJG2Ki/Z+UAjvDMZ/4wL/DWAshqWMZkNjircbZOKt1m8s5siYfzS4HiONKpJ1hXbFY5MZarHkLksAVjhQE620+kZTpYI2Zz9DxzuXGZR7YeE9KwonHH+GJJx6lnjWMxxNmcYZ3XXZHY9b6O7z7V/4VDzz+FKNml3/6D/4R1Y13sGM8tTVsGL25z08aY/Mpky9eHkdrdXGFv8DN+qoLa3XjMPXOpYeTsa9hMsE5HdHYThdTqyIx+YrRcIeVfl91WCJYV+gMr25ILkMxbIHQ4K2nEYFg6PUtMdnFtX80neIjFFWHRixNXS9MFHpZ073GZVBGTDEPuVH4Ru5tGUk61MZhniYy1CcrgXP5KM671jwxUFQNGqPm7hICriyYNVNMauk7Q1kVKjYkkCjUVJsLYOucSq9Loy0Sa9XzOFc9SWZD5MtBynWcPuUWYotzOaEQVViomcbqOk6C81mlaVlY4iQPIhZ2rATGW824a2cUVUnbRv7xv/gFOr5L2a8gavfddizHr7qViycf4d4z53nLG15LWfUJoxGh1dtnyPAUkyPbUt5lU9bdqYfRkryjfDYLKyzvI2IettZSTsakGNlqWv7sw39Ef7XPmZNPcbYOfM83v5H7msuE0yfYHM/YPnmGN7/lOzBFicSWux96iP/pne/kcx/5CCeffIxR2+Wv3vb3+d6fepzvets/YwZ0egNF+rSBTqekEWEynS4oLoaIzZ6/ucRjPnqZ79MhF5gppazsDGp0NTnGm7lVXxb9sBQTxkRC0IhuibKIo4wJCqN9HBcT9aTGDtbZHjd0qo7uQi6bCKyFIIhNIC4nW3+lZcoZEKvR3yAYM/8QKs1hFFQ4GbOUO9vthIT1haIJFpcej5dW56w4jHMQNAXPFB6SBoDZoiIEuP2223jhjbfgyy7RwKieElvD2t69vOymG/nN82dYPXIDn7nnC6QYMNZpfDAmj9NUPhNzFpbwdPeOwYNmippn025Yupq65hFwyGxI0wRqW9AfDzk3rbmhqthqPR/eOssLo+PoTc/FWYN5mUWaQMpqzvXBEjLaYbg75IkLF/nwb/4mKz/+d9ievIPNNvG+X/4lfuDHfkKtWj1HmHVJMTAcj1TfE7O+PKk8N0pmEMxFefPhgVFJiLpOTK679KhtRfIRqUcfWfiYTMoOk4gRVWyaKIQYmTZTyk6FrSeMmxExGVJT857f/gD/y7/5PYhN/r15oJ6v42INMQQqX+Zs1USBx0iLGEedlxLobc9afRjmwhQdVeXLRYok6zUSFA2EtSkf4egOGCThQyIarTWdLZHU0EpY7F7qttHdRpWnevxLAld16HRKjh+7lsHqKksbq8yS0maqlLTxmQ00c2v93AQ21703SVsZ8dnMCh94x/cCjNZvvpmQEu0ssL+w8LJXcj2JNrR8Uxu47vi1mNiquQGDD9rzirWAS9xy9CD/v9/4DS5tXeDq9XW+70f+B1KI/OCP/CghNfzIT/4UYTYDLC2GTmeJ2CkZnjnLJz/1KZ5/xws0Rt0bLD4TT8LCQi754oU4vNOe2fLSCh/43X/D67/h9YQw1Xpkbod2enxJEj2KnsaHaLNKNHrD5qWLGKty3RAtSy94BUWITGPES4s3nqbRtOP5LmlzpKDLnZQQE0XpCSFoz04ipUCUVlPzoiaBOptynm0C9ObZMULAEcOUFBOVMURtQSmyIA/NQ65bnQjRGrzUOKsGlCgJ0+jOHUzEWcssCpXVwXEyQmob0nTCPdufg2gwJNbXjrKnMGyLRoDpuC2CMwiO8WTCvuFTXH3mPk7EHmfMXn7wdc/hHz00+UqwzFcLEPA9gwiv2rj+9j/Z2X87v/ODbyJ1OxSuQKxXggsQ6hk+JopKZS/OGMQVEIWy20FmM4IxdEpPyHVESFa78dbrceQisRHe88EP8ZDdy+jj71OfWwi0InivzhkjhtAGZhKhaWhDwsTENNQQAslYUtvqY1R6TKuwEOxc1aANWmtLkrQ450kJqtJjrKMsPdY4rHVYb2l2xwQTWe+vEgkENDRTF5FeOCJCpyrxvsIXjqqsMM7qHK7weIwSZKxBbJHFdS5neieiKG9hZjKQzQozIzjXUVWmszTJsOQdwRc0xtDr9MFXmKIklgUuQSoryk6XxnhcVVEWpZYZhccWFcZAazyFt6Qk9LyjMaqiEKfCysIbqqIkOM+2Lxk9ej/d3XM85+yX2IqOC8dfxWsGiffueg6Fmq1xzVJqSW1NGUacN0fuf+yfvPkvxxgdvvkulSiHhpXJNtvTBpMsDu152CS4wlJ1OoRUQ7SEFBg2Lcs9z3Syw6RtiMbQjEfZuWzYunCWG649zue+/GWef921fOre+7numms48eQJ+t0u3bTE2BhOPvoIz/++n6bf7TOTtAhjD5KIsaVJicKWSGrVyGpUHpvalt2m5YevL/nlR1o8AW+dDoV1MEEUhwkNkgv5FPXxL1JiJBEunufbn38tv/Iv/iWdQYfN4ZhD3/gmmlmLS5HYzghRMUNtiLQSNd42tvhMLq4kMZsYnCSsjBEJaiBJ2s+ibYiigkgjQggRYy1tbHAx0XpH0bZaX4oGyicJqgQl6YhmflPL2s6Y+1JeDNPY4rLE2ts5YEVno85YQsYWdK3P93lLmwLdQmtcEyOvft1f5Xnf/jc4e+3z2Ocs+0LNuRB4bdXST121ULQNNtQ4Vnjvl5tnPgol97qK5Njd3WRcBzYGPnsFCyxRbeAxYV0JJlGWpY4ijKE/WMk3OoPrVohogPyRvRsAvPyuuzCS+LpXvBxrDEcOHuRTX/xzHqoHEFo1NKxs0NQzOsYQrFEVqDFgSyqrTUsxHlNonSUkim7BRpn49TNCZ6mDi1lMiOYiO9RJNAU6ObS19JZJ0B7PfhHqbo+PXbIU/SWMswQRBodvyOZNFmGHVgwthlIgOZfRSdDmD89aTe1WN7bJRb3BeUeThMqg4xJR93WRaXqtNZSisI1kVeWZrMMZKIyhsY6uNYzE0PFqCHYWJhi8K+hGga4W8bV19KzeHlNZ4GPCZnXEkrVIURCMZWAdRX/AB9/5dsLn/xBbdhiOah4vBvRMS9u0WDwhNaRkmLURUsI2DVI3xFhTFf6ZZTN7nvMS9t7w8sYSGW5dIlhHFDUsGGlztLoWOFZ0ZJMiWSQ3F8rolTnkOPQo+qHos5KySlpdOyYZbjp+LGulhKrbpYmRKmXdUqujkCggJlFjqWO7IMmYLABs2paAJViHSWnBqjFJh61t0qaPNQafj8c2JUrvsUlrCowjZYBGaKaYqHPNgF4ETB5Wt5HFiKOOYdGYtbkHYJJ2h8UIs5RI+SJYh5YiCdOo4P4oQmmEWrSgd9nOFedAQtGYZpJQ5+KqEbDeqkbEqjfQeU9BYlaonl6sozJG4SBWrXaUBaU1FMYxdV5HSVa1Z02EbrfCJME7h5/OFAKXSaohtIQ8coq+ohGhDYlWjJKH/gJB+asurPLWb6a8/Y0XmY4x412mmcg7d84sXGkiVzTR6E1Db2s23yXUBq6R8/rfiEm1riHNb1VCJHFoYw9F2aFpapzzSEzUWS6s1/aMyhCt0YrMIoj5BkUMZMUVNqrM2VnlXwVEd5o8uumIEJ0jkVUOKRHsFf5TDJHYVcs6oVVRXAw6/ZdE65QbaiTRzLvo+e+TLfJwV40KJh9X+rPkcU7+X5z34vKA12L1fVEfvVqwRB9S/YCd8i4EQtAGcCPCUN29dApPFyjnLiljcElBtkXuRwXnsN5QodqtRizOewbtTG+hc4NL1sRL1mTZwpJChFMPsnr/HxOMI7iCiKXBYO2zWFj3Hb2dL111xyUZTdnYv8bOtFb0UFZXJpnbq3QXWsiERWFgIWYzZcwKAnkaYjDrfxQtPXdfJQpjSCkyqWs6VUWM7WLxJZP9IZk+kyQtxP1GZEE6cfjMICVjJPNVOT/xAtSiP0OYi/KMOndUUaPHhk1J7a0SqcoCiXkRiCHkbdgYnw0RJg+TteVhJWpNF3W/TKKJ1pBIYijzyMxh8s8nzAQK8ntGUo1/glHSxnAIMY+RhGgcwSgdJmQ5dc/qAzqqI01uZahVS4/UubrTa0cZa2zmQ+gabo3jQt1SILRNQGLCmYKAfnYtsC2WYGCYHJcunSaKEgXJatfiL7QbvurCCpMLxLh7OdUzNjb2c37WZnd+ZlKm+cKSeacMxVUpMM2amAdKotAKABufhsTRA3HuSxMRFbKFSAwNq90V2ibouEUiMSVilDxpF2zURdmKNg2bqPovb6BFkUYdY5HYINbiRbVZVkQ9ByK4pLRAi37P3uZjTLI8p9PBtDWDleVFwdykSJUXNqK6/RYhBG0Z2CSElBexmAwvMzQZY50ywzNgaSXpn511/sRENEKJfmCtJAZ2brbN/cc8whKE2fzdT0nl0QnazKywVlssIZcs8255yAutSHFRnhTOUKeaKkTqMvsMEMzagFZghnYAosDMembHbmLzRW+haQN1TIySY7eRhf/wL11Ya5/9AGuf+C2pq4pjG3u4VMsVZ8rcpJhBbDKXG2d9lY5WMoo6zb1fidReMUcaiYv6SLIHcRaESQiMhyOuvvoI0xAJIVBjsMmQ8mBnLks2Sb+PmFUFYc4SNYaQY9XnN69o0O/fGiK57kCVD1onGVxMWiibpPrwoiK1gY21PZpWjsGj9U2RPY3jzKbSc0AbtVZStv1rjk7IfM5WBJ8s4yQ0+eAzSUuKIIloHU4Ms+yAKQxsz0cqNmunzBU/YB/BIwSjCzcatE+WhFmbx0o61MIYS4NKhKIYmrybgTAKwpKvGI2HuAS2KjHG0Mu780wME0HrWmDmFPa0IzBzJfHco4zGEyrvnnlhDR75MwZf/jjJlBxb7rE1bjAZhKZAs3wkocfd3FSaUkIy8VfmO1rSrzPZD4gk3cKT6uBTDHokzMZsj7ZJjbBaCJPZVMnIKdHGPPbIjcSYIhaDTUFndqK3HUPERX0IQsiGVPR25nCEBB7Vhtt8ZY8hKPkuD85N1J+x4wpAWFvbj+Q5mUgGweb6x8wVrQbdqeYdeKeMKW8NhTHUkijzOLybC+mYP1w1tdnFcWWcNpvFWrqZ1+WMYWKuiLolH19WtOYtnKWT2wgVglhLk4TSWNqkUujCQNfomMbkG6Y1loGB0zu77Jnscmt9TrN8jNC0LTNrF4oM533+uR3SRK6+63msSkNVDbAe2jY888LqfdP/QO/1P8bUVVy6dIZzoyajbUQ1O0meBsifM6pkobUy6co2nez818O81FnUaXFhcIiIKUnTGYWzXI6Jb+/uMgrgs2FVoiIqk7DASzZxPs1P6mwWQyThk7qBTEyIRIXokrJuO3sasSQJCBav4EpiMsysICFgfKGjnytcFmoRCqPzMZFEF0s0aqpdQOCw6jiy+vuaEPVnZe5FNFQCpYEpQlI8BcEYZlzBBjVZIesydafK6k/1a+YKxCmmwOejqrVZsKfWE71dGs3CmSbRpqlJtGledwljY9mz1OdkKzzg91D0Kuq60Z4chsY7RuIIODpfupt9h64ire1j+tRJRkmoqkLBLc4+88Ia7ruJ4b6bSdUaTw0nTKY11mWRnokLAV0Kc+u8DohTbh/E+Y6VZR0py33JxeA85cCYLCOxBl84GG3j+hXGd/m104mujcwjAKzRusWJ1jqkQJnTJNrc62hzsRxSIiwcuoJIxMZcAOcd04pgkgJgo4j+s4EiJPb0SzpbJxFrObhvXZuvSXVYMek8MRhDsBCiPmQeHTQnIyQDKWaDVFZpzvHWQYSQ9eLWqtRljiQwJFrnKZ3WfN5aPXat7rzBOaYCHaucinmvcIpDrFBlmEFV6DTBWFWD1lYpyFYM0VicU/lxY/R4d9bAdEYUk3tW4AcDahIj63nemS9Q1kO2916HX+4iVYfJqCbhiUVJ3zouumfRxzqxOuDE2gBTlZdjtcSltsW2imaM+bYjMWQtlh6H8yCimOdnkNQWnvlNC++eJEzSHS4lDTEyIqSyJGxeRDp9rjqyj/byRZgLXmNGbksgScLP1am5ZPT5KLZZ44UoVyuitZgh7yjZ4l5Ibp1YPcZNitrBzy2V88Oa4VW3IpMZyyZmP526igWhiaIhTDFSZp6BAvb0pmaxiIm0xmUni5JfQt6xkoGQNU0xs+4rEbz3xBQz0DabUwWs9cQkWGcpraHOs1I1sNqMSLeUzlB5T52ylt1YRklvoqURxFntyGcm6sCYLD821BLoWJC2xcVIWN1AgipH7t+NhKUV1p5zgwY0OEEunMX3ulyeJS5cHrOkz8tf3nmvzj2i1/eyfHx368Kd9ZGA8xZpG0QUESRWC3nyoPKKXTCPdaNBiAoIkpThX3P4xpU3T8ETWuhHB8ZVTGeCbWbZDq88qJA/1JR3Qpfs3LGoR/N8Z0t6PS7miVvW4OVKw9ZkQrMlksRjk9Yk8zdjFhPeOipbMJJEz2hUSDBmgViKQMc6xkm77TEJ3ooeO1lh2uSbic+6qhrylXxOTiAvKkNtwNgCSZECR3BOLxpJ9fHG5BowJbzzWOe0ZWMdBkvXQm1d/mT1uFY9v2Wp1M8r2gJvLa0YSu+w1tA4SydzMdJsRi0G2y0oZpGR77FmAk4cvdvuYrB/Dxs4vpQa2N7h4mTGysEBw2lN9AWlSRefGWP0oy8GoLu6tHNp5SBptJONBhn1IxEnduH3C6IEPfIgNSQwdq4hyiKW7BFUNYzeUEyWKaeYIAVmCL7w7J4+TTtLCyT0EKESxW67rBhNmUEQ0wIfQiuRUgRnHHEeCpCPvGCFUoTGGN2hrEUk0BpLKdAmyZk9iTomYlHlAistLP4xd+AthiAtVYbQIroIUkYTWRFmxtInELMPz+eEreAMRS7KaxGWvAJ8bWppVeSFi4GUtV3WFkxJFE4tc7XVY7dwnjYLvqLxGT9lWXLKhjUxUTlLjUGspzL683mH7lw2g+nypWjczpDYkiYzYlHR95ZpZ8B6J3FLZ4l7py2XRmNlmba7TFLEuJIYwMaaRHnhGRfW8173Vh0/jHc4/cS9xOkIIxkTRFQTaZoLv7RHI0klx1EyyDa3IObo5nlrQfJYxmTKnBF1DYcm0NoEVJwfDwmt7iJtEnpGkc8pF+KCHqPGKs0mZZ2RNaoM1V5MlpdkOovJO9ncVi75guGy1HbeutCZnyXkKsGKUE932d0dcWjfhtrq26ghpC6Pi4zugnPNUjROr/NGpcYpqQy5to4SyTwUQzc7xpM11FYXbLQKtzXWUmcXUjfjnDyWYDTgwKFYSXGOkKPoBtYwM44KKLyjSapuLZ3WaMZbZU5YQxbAU3hLbQQXGmqxOOORoH2u1liWSDQYtieJk6dPwMo+1toZg6qkXFpiVyKFL6idO/eMNVbn5W+j8/K34W5+rT7FozGVB59rk8wUUttTvv3NZcEmKQQs5q/VuiYteOukpPGwc2dy1KMtxIQPM2K3z+bWJahrVR4kLcabjMBOKVKnSErKvEqSSDEiEnVnym0QNbZqN1zy99Dm67mK37IGH5Tvnuebao9viYWHFJl4B909HO+2vEpOcnF3SDCCz5fLKJGA1i42o7IDemUPqdXFbC0zDEXSLvwCUvZ0OAcWj2YoJqM1VJkMndxELayjNXqI1hlmIlZbHt5aonF45yiNyVgiR8dbKqc9LGctoDlIPrNGXaE1oM2AFw/aw7OWXlXhfGJMwb1PnSEYj7u0ydalbfUQFiWt9dRNoJlOidacf8aFdeHI7Vw4cjtb+264L6UEw4vMWu3UWhGSxEVzNOVObSsJkl6tQ9KZXsqjnZivtinPFucjofnOom7oyB4nmHKJCRF2t0Aibe4gx5QlJinhEllGbIhJndAmR9eRYm5f5Kl+0gahEaGQqLtlioRc/7RZv20z18uKgtvWnIei4NzZ84R2xqZZ5g+me1jqdrConR2gEavIo5SzgWLSy0OSBYMqRXUfJSO0aR5OJQvktpMEUQvuVGgBK6h5IuUF2JIo8+imj6XB5R6TthcKq4kfGIt1niLvzBFLZS3JeazTC4S1ehwXRrDWUUqCps0DdCHGRNnt0McwEzj7xClGO7vU1rG+usZTwXNofZ3YHzDzlqOrq3R8dfYZF9bJ9RVOrq9wfrX/cddOMSkxndW6iFJ+UvMHrbD5eSN0nudHLrJzkGIyC+JwyFW+iB6nuqMJs9BweKlgtdNDQmBPZUgy0zmkCD4fUyk7USTvZDa7VoJRJaVYdeJI0ltiUEpH1onmPzcnMUzaoH0hEk1WP0QjVM4ytbolTRqd3AsxTxKENrZ0vKPOhlsjgjE5NClPB3R3SfgQMVZUTiMGb+dxm2iKWC7+jROisUirYFmbH1pjDTiHw9Imqzwsp7dM7VlpRo+3jmnSgMukkbELM0bMO2NKqlvreashTdZrYltRYCUxihFfdoDEwbU1gvHM2oZud4lD60vU1TIH92/QVF3KjX2seI+0gRPDBrw//8z2r/dqEqvE8OWpsUgz4dyFHXoba3iT2Z5G2aLGxkXcGIveVVr4B1WRkBbmCJcHxPPmoxVlpicD+xAe6JSE6YihW2OFkjpBl0gbkxJTRBaWJ7XIa86MSYbWgstN07kW3Vpt4jrn8801KxqiHmeIYBejD8+WRFaMx+Wfa6cZ09RT+rmlYIzgfaHJGRZ8skQLLmcERQw6A9AaKBq91Hg/N3VErNH2QXTKtiiso01Ke15ylt18c3UoEWaetDVXTVQCjRMq69QOZwwzY7C5yz7/WaOFJHocelRqU1nDBCjQ3avMxyihpYNlFhTXdKjX5QlJXNX3XDh8kL09YWffQe5a6/CZzoBuv0MjkWkUlgrBOH/uGReWv/ffLnLqxkkht1t1SzcE4tyRkRmUV2xm2bIelZeURLB2EfSqeiSru4adSzOyQzo5Q2wjnW6F7zl1sbQNVqzaioyaKNV4YJT9YN2iCBbRY8aaLHs2Vo9Z5wkh0vMOE+M8UCw3JnVBpizMa5Iu1J4YorOw+RQ4S725iSsKUq0LRW93gWAdPpncYM1HkLFaVGf6i88ZgK2du/3UPexEqI3WT2JUTDiPxJskFfDlDiFJHCkJpYXGWjpWa0NF4SuYbuYcHXXWqXZKDP3CsJtgLReDKhzUy4EzhoEzjHNWdZCASYEkQrfbZ9x1HF3q0HGwv3AsH1xnqwmYlQE9H7lYdNi2BRKhE2tid0CnLM8+48I6+Oa/m+dWnu13fA+FG3GubtlISRWJeZyjW45hriZC0sI7R7afa3K703lhmu8yKvi38x0u26hGVY/n2FN8trVYCcrITEGFbMYiEhfB3TbXbMmYBR9hPv1vxVAaheX2stwnIlS+JCQdnxS55TCH5jqTcpqWkgfNwWNYa7g8rRfRKy4FWn1a6CQ1MJh0xY0TojqCdKgtJKsKDC9xodOSnM/Wz3x8J2SMgGTsSrZYZYKPEehaGGPoSEKSpS2U8OOcxRut04LJio4cVN4mS896mjySchiqRVIITEXnmEGgV6gzqFUkLAf2H6AoNddoEi2X6obGWEbTlkvJ059OSM0qoYyElKjKiice/MwUXvQM0uTrXpF/tRyltmGp0+HsNPJcp6hEY/wVvJDM+VXKpnJ56OySmUdVX4lFy8bKaFRzFBfKAL2SH9lY5vOzGylmH8ZVDgc4Y2mT6rrULq/DW/M0y5UklcPgwCc1uBpLDtFMGGfw4gghYp3Hp7Cg05kcaBkECnS0k6zJoxTLrGlZMyanYgnV07idk5RYymTAmJLmKhtHiaaf2Wy1mvPUjTO4JMTc4ysFglORoM4wochEnKTnq7ZkjFDmMVBrDH0LuzFRGj3+C7F0EiTlfagEKA+9HZp0G40GsM9VUw3QM0KTEQUmxsWDvjPe5fFJxPTgfAMnNi/jl5ZpJkNODVfpS8NmKxAjlUSmyTNJ7TOPdC5srHJhY5XzG6vnPIbQNIxmDdQR58s5tiBD/HMRPwf/zyXHZJv9XAmRYm42XnEDz1mNkrQOu/m668B3aFKiig3RqRzGW7vAfBdGMoZI3cRuDh2xJhPt9GmOOQ3WzLHNErTPldq8yAWSEnVqDF3RWy9GFZg2h0DGFEnNFCc6u7NZrNiGRIWgwhgWvTCXOatzso7LtAifkUkaqJUy2lpyTHF2OJv5eyUai5y1+pOQFkI/n+F2nVyqdEl4Z6iN1mLefaVaVnnvht7cDZ4fjI4F6yw9o7IeGwOV08K33dzi4qzBWtgOatg9MWpYrqec255Rp4QZb3O+jlTSgBj22OKZzRT+4c/oN1B1myDCyoFD3P1bv8SfBrCrBxjsP0J3zwFid0CZ0xKWpOFIp+Do2oCrDx9kve/pdDoUnUoL1TarAa3atsTl0Y+xecYHe9ZXSK7EFRVtp1A3jgiCJkjEDEoTkygynELDxUVBYmhrI4kGGtUSKbOzVNkJc51CICZLZRxBoEyRmGl7xjmdGVqXb2QgYaqUGfHE/GGnhfRECBKzc1oWfSlHwoojWsHn1NZOaKGo9EZt5to2NVikJHhrSZkV2jNZxm2FyhkmMbJuHWMRZiKUBmxI1NbQdyZrrciadXslI1sSFXqpKDCqEk16W7ZGFQ8u6q07xESJcioKpmw1kb739KxlZVrTcZati+ewTaQe7jJY6pNC4Jz1HJHZMy+sE//0uxd/v7yxxnS8Q+VLTGlx7WXGJy8wfsqrMze7QHZs4oyt+GRqiakl1JE6CGVnQLG8l/6Ra6j2HMAVFTiLrxuWTWCt3+WaJcdV6yu89M7bsCL4rsGUHSS2lCLKwZSUb5Q6B2ujYnlsNl+GFHEGHchGPY5L5mhJwXmXu/1R6SgG2tQoIQ/BRC1svYHWZNyPMxS+INUzpFNmYJwFE/Fo3RijHtHGZICbBZsi0arsxkrQW2AMBJwet4vWiG51NpcPWHAhqDBR1NSRkn5911pGuffm9clR65bztE2DLUuwQi1gM9feGHBeTRhOhIpEnSxl9lrGGJWCY/UmHzCUpSVMW0apwzWF4VjHcnevwyEpOT3cop0NWaqH1KHL6p//KSfOP8YLDq7RrdIGMPxLF9aRn/ytRWd4+eGPmgsfejdLe/fZUMejRaf6rml3+ZvCqYdfFmdjH/I1OSRDIWoPKvDYyuMri02BOH6K2QNnGbsAWAoyua/0PInl86EhtC3NLJCmLeWeHi7AazjPR+I6g0I1RDGqMjLGsAB96KxSdw9NgVBjhJdIzJANiya0KgDEZIZpPi6y3osUtakLuBjzvcTRr3oMxyM65RpSzC8hgnMJi6NB+3UmN4FtUnMqtMSYgWdowxRnkDBPzVA1pycswGw+YxqNNUSJ+KSKBCIEYylCIHlorEOi7mShDYtF4tWPTgQql4WJUShJRKB2jkIEm/Sfg81Kj9zkRTTmJRZdXLfPGMNqZbjc6XJbUfHFpwL7xzNmpeNv3nSA3Ucf5e7XfQcMm5fUB/c8+Yw71ld7pbZJd33/rz45HQ3/8TUnf/2mT9rJqzqt5aFTJ5FmRrk04O/96E/yy/c8yIkHnnzX6vDEb2zf8trnLN3/B68abZ5+nhT2qInl/jZO8K7QYW89BQrt7diSqm+RTmcx+H3fH/4+MRq2TMLjKUuvoeDOMBNHsB3o9HCdVTor6/jlNeqqQx0j33dtybtPRgbO5Rw+g0kWsRqUWQjZICIZle8gBmJuD1TGIKll3551Rs2UJKsUElUeYx110uK5QlsnIUe2OaMXgjlMtskI7ApLk7S9UMRAkx3lToza+70ntordnLdmxEIKEeMdKURKb9kVWJKY3UlCMVekZpmy5IUyCy3OaXiTJ1CaQnd16xlHjZNxYigk0bqCOgmurik6PbrWIMurzELgXG3pRmF9XQ2+nY7hew/t5SUHK65+/vcw/NAXPvih6e6n29GzMKz+e6+N41R/7R3cPxQMK3zmyE+97Sdu+/jy5MlH3/SWa97KZ75wL3f/0Ue4uDOiWDmepne86MemQMdf/mzxaP/XcZ7lw7dw+eSXuPq2b+SR+z7Ovj1H2Dz1Za6+9ZWc+vLHzZ5rbl8ZnTv1DVS8JI6b14njOWVyXoEaJa1pCbOYSTE1yVY42SbttsTg9UlOBmNVW/XOjzl8soR+gUgBRYlYR1ss0RQlZW+VYmWDanmFTlkp78BaXIoUMXLVgRXOGYNzJdPxmPXQMrUWnxLOq+69yd1zP3cZe40ADvMLBaKBSCnRSsRaj7OJIA4n6vCpsZRGCCngjaORXD/mJq54T9kmYqm6eRcjTb4QIII3euQSs27MCBAUhRAj3nkmSeinhBflulqnvkuP4zKGzn2fZb0wPO4crizY36vwURhZyyNjkLpmmwFmNGY03uZ9Tz3GP//8tf+2u7r7JidaBz+r9K9/uvzQleDx5x+B578F+NxXfM3Yyutue/HLOHvxMjcdP8bhA29htH2Cz+2+bH0u6G3COvskPsNWKBhjhBS3MbzflZ33Ty5e/Ilrv+XH2bz73Szd8vXMHr4bN9gLCfov/Dbs/X+0Mjl0yzXdzcdefebk/d/c71U3TUa7h1M9NVUxoDWJJC0iBeNJQ2IKY8A4JG0SXMBS0CbDkBZrHG1o8c7T6/ToOc+lUwdI3S7nL5yh36sxS56JrXDlgHIwoLQu31YVuoGB2Gj7ozQwMxosGVBPpbfaAGgDeK8h4iZZvEvUxlEhTE2gSFa15Rm22bZCcJ6iaYnOUXhdMMF7ApYyBIJTTZlrhVg4SA7ftkxdQVnX9LynpVUKMolCSqbRkpzOGONVN3J+8iGshRgaTNnHxECPlhPTRK9t+NLHPsV6GOOaXU6bgz93vC9/T9qLT1tFz4I2s1wOn3ETWzV03vl797/wG1blB9LKvtlZf/TSr+9e8zOY7les3ievewuDc/+E/8Ov3NKQGBBhR5B7qv7KPbJ+5F1H917NfZ/+HY7/tZ/j0kd/lY03/jj1R/8l/uV/g/K+P+TEY1/i+rvecPThP/mNO4+99E3P33z4T9+Q4BhB1tXCl3cbNOhojOP8iQfxxnNu5xJme5vRmYcxxmsuY4JWWqx0wAZcEq4+dICO69AdLFGWPcL6Hk5enuBWN4ipwK7upy4LKCs9li1UEpm10PVCTKo8ME6IoSUkoeMsSS3c+EIzcmwSSmdxbYstCoJYYgr0ypLdmFgyQjA6zfAAriDGoMA6K+qCjg3ee1ocs2QpfKIw0EyVKjjodJRLUU/otcJo6wISG6ow4US777v37d34te2vApP5j6qx/v2XIVSDz4wuPvKZ5Y39nAvrwA7/53wlROIpYjjV33/Nv9m6/49/dv93/UMuvu8fMlg5wKDT5cIYDu3v8/g9d3PrN/8wj33wf15Z++v/8OaL//ofvbZ//S0vbs+euKvZPbcnuYEGVYojeSiMCu4eP7+ljch0AisVkhR3GbJdzokleSFOWzCw1htQWljrL3H06BF8d8D56ZQmOkK3z8wts7u6h15nQG/9EFvWsuYKrNHIXlBVhLWG5CrCtKa0iZYK54TYQOxWtHFGWXja1rBUFAxDovJ6dNdNoFMVBBy7IpQI7XjMMDuMQiNMxkPcdMr/44XH+OX33fdtL1xKH2Bn8xnfcc/XXv/eA5NCAJEd1xl8SiR8at9db2R8928wu/N19E59ifOdNW5aXeeJ6S6H+2s88di93HT71/fv/8T7brnmRW+68+J9f/ZX6tno+lCPr2p2Lhnnu1AK0hrKTknEMmkDowIuXdrk8e1NovHY1GrukLMLCNtlAhK1k30WwSfDgT2rFL5Hf6mPKQpV2UZL212i7aziNg6yeuga3NIqsraHSVnSd4FpaKmzv1Glt446NYjzVM7TtjM63lOHlrGxhNkYM5vipiP+zgefev3W/oMffLbv4tcW1v+h43me6SOIpDHCZwZ7r/rM0P/5L+559XdT3/9hdr7+rey58ASnPvNRjr72u9n81G+z9NofJnz6fVy8cLI4dttLn/PEfZ9+2f6D+2++fHHzhQh3SNt2W+dIqcbbOSteG5xSwFOXd/B2lxOX9PY6l2UXc+V/4dhMARuFaCKlaFydiLC+vMI2BluU1NmO1/ol4mxC3L2AG/TBGCYNjCYjismQ89PVV1RL3U8c/N/x1nxtYf0XWpBZ99EC9yNyf7W0SnXpEmu3vJqdR/+MenyRQze/gse++Mfc/Prv46GP/hob6/upYz1op+3e3traG3Y3T31DZ7Bx22xy+doyBBpb0nWGulXvNg5cMJhCZ7pGhK2dHe3IYwkpUhphxgUKI3REqGcTJtMZp0xBOZlyYbx0V9n1n//f+yPar33K/xdaj5IQkZEx5gms/efO2G/bc83tx5vdC+bQG37U9Ew0V/937zLrh68xSyvL5vBz7jS+t2xu/Ma/Xjaz8fSuV76cG5/3fDr9PomW0NbM2og3mWLtCkIUJpNdvrM9tfnoeLU/6PY+3ylKns1fX9ux/ht5DQY9Xv6tX0eSrfZlP/n2Lzzw8EMvfc8/eAdPnXqEl931Yn7iV/8V/XF876c+8dG3nV29kWrrPk5/9sMc/eFf5cEnTmPt8f/oP/trC+u/zvsHCcv4mpfxGZuVvaMDLyv76buGu8Nf37ywybnNMyyVt/QmO49Ob7n1xTzx+Dmq/4TfwtcW1n9lxZuxnu/4+tszcfCBK780eQAK5IknHuWRL9+b7rj12gtv++Y9U9gDwN8uCt7yQ2/HmP9Ea1ueodH1tdfXXv8xr68V7197/Wd5/f/Z++9o37KrvhP9zLXW3vsXTro5VbiVk6qUkIQCQhhEMMEkYYzd3c4D2223u52zcaCx6eHnHF87YMywAZMNxiYICQFKIKFcSZXr5pN+ae+91prvj7n271yBTFW/0a+H/aw7Ro1bKp177u/svcKc3/kNnzuxPvfrcyfW5359bmF97td/579+XVf4ed/wjXityNITRztsyop+d4/mtruYPfcE41d9BfnRn2PPTbllWjO7fpnRva9k9dRjtA99IZsf/zkOb/s8Th0+w+Lqc8gr3kz10fdw9fPewbFPv5tVdZKNUSbu7sK5u5G9p+GuN1M9/V76E49Q9ZeZ5W22N2vmNy4z2j5PPniO6emHWHaXeG6xybhK3Dueca0/Ra1XebI/yYVtYeP649xo7oV6j/0D5dTxLaY3Ps0L1UVOjVqeP2w5d/wE7upj5NEZptsTPnxlziuPj5gsXuRRuZ3POyX82JNzXnWh58svnOa7P3KV12wl3tdt8IpJ5m0XpnzHLzzD9/+vX8lObni2nfH05QN+5pPPcGw245k04trudb72wbN8z0du8NpTjvestjndX+G1F6b8hydbXnlMuCGbXN2/wStP1XzgmuOu0ZxPxlNspH1uGycutyMmsuCT8SSnZZc7JpmnFhMcK7abwG70HGOfF/Qc47zPjXCMY65nLPs8lW5hS6+zKxucdNDEKzzl7uSMv06fHbRCVc1YpXNM5RKLyV140v3Ryf/ulnuPpeWhq7bOf6+E5n0vt0384B9/4+fghv9OgYibUlL1lcBrRu7aPRtp9Y0nu1+9q9HoxqMp26cmfPrqC3z0xdUfO3P/68T9mkje/69PrM/9+m//V1I3zvCKTWnvmUp+E04+//XVpy8GcSfGvieOgkW/LGd0eUF3Y8ZyteIDH/8AX/bb/jBxobz+jhFPPf2h/9De/oqvdJ9bWP89nDx2+mRlK8FdjcRXjiv5kgeaw0ca0XOjenryrnCNrs2o60ntnMO4ZPHiFVazfdJiD1muiLFFnKN2gWgUV66+/70sfuu30olwRma8x2/95tvnsy9cbB77Of4vogefW1j/NWE/HHnfZ0UyugN6ZqPyX1wF/0X3Hff3bIx27hqN/LQRxyxNmXUdcalc273C9cvP0R/eoIo9sV+iMVM5V2wIHL7YG608jOtNslPa5RKXIq4aQfBUIvQCKjX/w9ld/tmT/Ttvvz1IGu98bmH9t3L0ZNWQVTfG3t1bh+qL7prw6lvG2686PnF3v3Y89SrCG1Nk7zBzcHDIlctP8MLeNeaHe6z2d/Gpp64q6npM1EzlHVUxOpGqoalLAkbxDXOYH+nI1eS65ivf8Fq+6u1fxuW9q3zrH/+TSFYOU7E/iJFD3/B1FxO/cOXZp+VEuH3UjD63sP5r+BVTJme8qm4Hca9RkVd+/vmtN95ybPTW6XR0cmtyTg5i5u52xe5iwf6lZ3n6yWs8vdjn2vXL+JXRjRNmHKehQsTRZCWMJ5ZgRhHLqbBctvjg8VVA+8xCI6RE5QPiYKyJO0+d4pbb7+D+O2+hnR7nEvAFb3gLT3z842yMR+SuxZUTTlUZhR7nutt8e/C/eM/f+dzC+n/i6ipmvXYC6WngNadG7v4Lt59702Rn6w3f+vZTZ+omNJ+flBkXeO7pTzMOCz7+2JNceupR+tWcnTqgOLrVElfX1L5ilXqmOZObBk3R+riczZjEKYRgRnSYDWVcrkirJRujmgvHT3Db+TPce/E2zt5yG2cunKMaNzjxUDfMZguWsznnL5zjscef4M/89b/Oe777u8yOSpXVYmmpX644TEfhqy4s+GeffOFv33Z78z2KXv3cwvq/8VdvFphn+5zvePD09sOLLn31rzzzxD3Tenqh17zxxQ/fw+WDPW5cvcrh3mXe/cFPsX/5Oapo9pTadbimQcRUzifqwJyRZTTmRAgVbZ/oYkmF1ZLrg9DGRJV6jk82OHPuNLeeOMFtFy5w18XbOX72NOPJBuPtTVKClDpiF8niWcyuc+Ow54XnLuFVOXXyGKdPnifGzPUXrpLrivr4Nr/ykQ8zrhsLwXK2WLX4tYp3HHYV33xvxzs//cSH5mdvv6AvA9v63MK6uU0XD95tNfTn4vzw7c6ff+Nvvu/MA8ePbT705vG4zhK5Mut424MTvus//BSHL15CtSV0Lddnc7abCpHKYlcQxiJEbx5Xva8g9sVxOZK7hFQV83ZGTBnfd4wrz/bmJreeOMkdt9/CnbffwS0Xb2d7a4vNY9ukqiGuWkyfaPmHgxfsfLFi8PEU7xCNzJc9N/Z2CTkxnkzY3d2nT5nDPvPQsWM8M9unT8or7r6XZezZEIfEjKZk1kpFNym5Aw0c3/Ln043nvi1O7vhLv1ag+t/1wjLDN4ciE5BbNPWff6F/8c3ucv95oyo+9Cb9pcY9Dm/re+KVFd1bvoj3/fvvJmiPbxf0faQOFSrKqB4jHparltF4k361Io8aYkq0fU8gs+jM7WbVdbjcoyoEMhc2trn/gQvcd+99nDx/jpPbJzh58TyikFKmj0qixyksu4gILNrezEkSJmhVLWoec9cpegtLwbVgEEu00Gi+FViiR3AVdV5yfT5HyfTXbvC+j36ckTPP95yLu+Bg84mSfQWqvP5ky/c+vfEXJ6tr/3C8sX3Z/QYTwf8/XFiCikjCbaH5PkVfu9ldeahe7n/BA8vr98vlWX1sZ4f+4EXGixG3b2wy3dhi2WVyNwc1v4df+MCHuPV1T9LtXiI3I0ZZIFSsolkQLRa7HD95ikU3w8kcjZn9ZUu3e4MLx45z5vRJ7r14Gxdvu5ULp09z9t576FOysKuUidESYc3JRJkfrsBjLzT2OOeJapZEg8mcCSS0+F5hMbWlzsvFNFjEbDRjHzl5bIsnn32RHFt6tlm5lqvPPM3d587xmte9mr/9N7+T/+kr307qewtsz2bpt+oGrB6LysuZ5D1tF/mWizP++WP64sXtbed+A2zrv82FJeYUDHJGlQfHury3vn7tC8Py8G0ndt950s9n1dlKiM9Fjk+nbGcl1CNi7Ki2tnj2+nWWh4cs54do6knzOXefO819d9zBq+67n3/9yx9jNVtxKAEyyCpyKD3SB6RfMXKeh245z/mz57jt7Ku44/wFbr3/HkLlqaZb5L61HO1uZTZHIsyWLQ5L4zjyyhfUWUdXcsfNhdkX+yJXPLKKJaYtqBL8K0eunLl45bvyHVLs8JWQErzhlQ8SvLeou36Fq0e0XcdqdoC//SKntk/w/P4uq9mKZtKQpRiimF7bommKz5ZKYH8eedv5pTy5d+0/dOOdr9T/5hZWyYNB3Fmcuzcvrr0xL2586fnZp++uZzfO9y6FnWz5EVWyqJScLRdxlXoObuzSO8/HPv0E7d4u57a2OXv6JHeePcPbHryX13/xF7G1c5zx5iZb21sk50h95P2/9Iu4X/oQGjzadTTBMTl+kt/1ZW/lVQ+/go3NLWQype9XpF7J3RLFjGl7EfJsnyQ1aGdRJhbOTBCzE1d1ZXEVDH3Iui7oqBX35tW6jpVD1jaOQEkCMUceEfPPymKWmVkz3ns0Q1UHUo70KZPjChGPrpaWShuFb/uzf5bULmlz5LZXvILLj34KxGyX5GYvhvLZlExV15xG+GDf/uadib45+vo9//UuLBcCyB25nd9Nt/i60fzGfXJ1/zUbh3sbqfsFRr7CiWPsHaEZsWyX7GdltliyWC44nB3SZGWr9pzZ2uGBi7fx+W97M+dvu50zZ09z5taLZk2dldRHy/3BjGDFOebLVTGedXzB276Iv/7P/gU46HIiOcf+jRscP3WCXFe0MZL298E5vGTwlRn2JruqSmKhJXqYrbPt9pJu70pyxpAoNmQ4IsWB2Xty7HHeQidzbtHskKZGuxZFLAlMLOnLOUGqwP7hiuVsxmHu+fCjT/L4Y5/gyede4G/88T+GL5F2SC6ZSEozaqhC4PyFe+ja9iiSxnmLuHNHQK5lLAzB6OYf8Y7bO/7Zp57/+e1ztwufxfjl/7GFpb5CcZOMHHeav9q3szdUVx79vElsH+h/8XtcVTVsXX+emM1bdLFacbCcc7jqOZjtUcVMqGsmmrjz9Fle+9D9PPDK13FsZ4OLt11kfPIkXbdk98Y+py9cIC6XhGBS9UW7tFhhcWu7XRkicdX82bPz+FIzLGYLqEagymZVsegtDtc7T5d6ZLDlzjK4mQ4xl5YzVIIUhkwh87sqHq1y9JIs9xHzJ82QBLTvqJ1QN42FeI62WC3m9G3LXpf4yMd/lWcvXebqC5eYzRcczGd0feTS80+ze7hH33Yc29zi1p1j3H/rKXxwWGKoK3CCELyj71qcc6y6DsjkmIii+DDYEZsH/9pfVYer0ZqEg9bzDXdmfvbyiz+1fezcl/z/dmGV4B9EAvBGQV/nX3jijdk3bz7zi999uqmc3+ZFsohZPu4vORQ4PNjj7I7d9Z/81GPceWyLB+64kzc88jD33H4Hjzz8CDsXzqAa8M6Rq6okxXc4FXxVE1MHMuLUqQptF4RgQZCazbfUFf9RsNQMV1K6zMFACMWyGyDUns3WszUes+sbUr8oOdhi1pKpJ2Vn4aB52DkOnJKy7XYvYgtDZW0GLCWYPTiPC4HgoC1JE09fusJTzz7D7o0bPH31Os8//RSXb+wjbUsYjagnI8auYmc6ZmfrGLeeOsWJiw1bo4rJ1pSKlkuPf5DpzglyFrwXglMa72ndQJqxQKvgDDtz4qhEmHc9mswOPBc368EAuORCUHZE+UGsnhtpZqvKXyyL3a8AfuL/loWl4hCRu0X1dflg75HUd19Rv/eH70g5b01+9SfpQ2XWQJeeBS/sLpYsVi2L5YrdrqVvIz1mcx1j5Pd/2e18/MY+3/mH/xBvfPuXU1Vh3Ql5J3S9IN5CyqVvj16QKwliyeG1JRWzblEgmRU14kj9HKlGOF+TU4fPS1xzjH41w9cjcu7s1WvGj2rSbMU92xOeC56dzU36pCVkSgihou97iBBGDbnvwYfiMFNbro2vCSV6bZEzTz3zNFevXuPa/iG/+qlP8PhTT7O3u0cjZjnpQs3JnS1ObG0xGTfcfe4cr7vzVk6eOIaIiU/BMaqOUukdjsvzlq1JxXK2oGk2kJypXY1zicp7/NAsYKkaXsxyU7XUZmpZQ3VjNSrFqv8oGOKmMmuIvS41WFbhS063/Ksnqh/n1xhkhd9w1u48IDuI3J9Xqzdo5ouXH/qPr2TZXpjqFX+dQBU8i8c/iaqyzD2rrmfWdiy7jhgzCxzaR3xxmwvNiM3xNmfOn2S8vcPWdItjJ05z+elfodbM9rGT1vVkOwqCL/d88S637OnSRZVEsazOrLZLoKWUECSRQZYe6Vph1ADFJrGptunaOaPJxK4CLZekOEYE/NaEZYSqaqiqEpNbLK9zsuSJJDDe3OaZF55nb+8Sl67t8Ssf/wRPP/0Uh4sFly49T+MaXrh2g+ON59zJU2xNJ9x29hRf9fC9nDp1gmo8pZEMdUC7li4lRk3F5b0VOxsNG6OG2LeMJJMkoVrhJROCWTdeONZw+VrL2Q3HamSGtoTMfJ6ZTGV9PZepd2klczl1CsLgnOUSeVknpsFNC/KmAt6+lZ1/4kou+GcBS8Nn6cb+xer6lUec1zv06gvHZlIhVaB/5gm62BNTYr5cEbOyiJZA30YrSJ23GJJR3bC1c45m6xh3bm6xvXOcyahhXDdUozGhCkhoCN4RgidMpzz5+PvM1ymb8T5qgeGp2C76sktlyDAuhXEuXZaUIANX/EulbLuM+Zi/GBfsf+pF3vvLH+Dy1as8f/0a3/CWN/FlX/zFNFUDoqgL5JwZN2N8NeLituOFM+fY3b1qwQPO6hQFvG/YHDe86Su/hrPnzzNG2Z5M2B6PuP/UKY6fvMg0vJLNnS08MBqPGIdI3Yx59Knnue3EBn3sif0BWYXVKlE1I4IqmjJntkY0Vc1TNxbctlNZGqsPdjprYLHqGTUjWHacPllz7fk99g5nbG5u4fvMZOqZ35iVk82WSR4iYZzDhWCpHH0y6AJL7OhV8S4Md3fZnEdd4pA/KevQeCzN46UWVj3efl3trz906eCA/fmCrkSIqDrEB3qnOFcxqcbUxzbZ2djg2IkzTKcbjMYTJnXNaDzBhQpXBfAVPjhCVlIppqtgURuV9ySxLJvYK5Ub4XyJSXHedoiz8URUT+6Uagw+CdFTgjRZe5w7Z7VTVkuHF2fg4db2Fu/40i/jq77qK3nxhed4+O6H+Jlf/hB7D96DD7UFILmS2qCJ0XRKOthDxDMZVcSdHWMXwLo4T6lH/ITJuGanqfjW3/4NlkyWM7G3wj3FFo09Tz//AnfedpblcsktU8+xOzc5nHf8wiee4ZG7zq1jflGoRg37qxUbozGrGDm7NeXa7JDJ2ByPkwpgvvLXZz115RjNe1zl6LLjQ48/z70Xb6Fb9Tg8IoGky3XOUDG6sRweJ/i6wqUI2UKrgkKX89rPdAiGt9/teR/VWlYzJn1ZJ1aDeM+nf/UjMK6QO17J2ZOnOX7yDNPJlNF0Sl3XNOMJzgXquoFgBqvifem+SmSI2MLw9sasoC3XTeWsvrLAJCsMo8sF9JOjk1szi1Bx44Xn+MhzL3BuNOb7f+an+PY/8kdIXnEulGgRy0xOJT3CydFhnhXqSc1jjz7Km97wBXzyUx9GHXRtLAtmOOnsi3c2N5nUFSe3t6mrmnOTKb6qrXYTC0lKxai/7TpOnDiNdi1IZrWC0XRkQQRdy+7BDTZcz97BHnHZ0fZQ1w0H117k3lsmLBe7zFZw4vgOGhxRMhvO0fY9y1XPzvYmo8oggOuzlu3pGE2R6KH2Dtcl9gTSKtIlOHt8g09++jkunj3LShXNlj+kpUQYTqKUMpVYJHGX7SZwxdIcPywkuwOltNGqQwdsnaE1ufZeX3Jhqd+gXc7xowk1cPI1b+X2E8fZ2NqiUovJUO8BwTslW2JeCW00oNDyk+1IlZwhBHCZnBQXgiXRqxKdI+QC7iGMQrXu2CjlgBPhd//2b+bOV72O2fXrbGxM2Fu2zOYLNjY3ynWnOLWgKCm7LZcizDvL/Quh4djx4zx36Sle88rX8JGPP2pxu5RATvHWcSLsbG7iNyc0jXDxjruRfsn2ZIr3JUkLwTlrvV3O7C+WjLc2+ec/+C5+79d+EfPlIaTMjf1dfLfkoI+MlmYJHg8WXLv8CXY74czUYkJ6H3jmRsuJU6cYTUYIUAfP1taYy7tLjm0EMrA9CqS2wwWhTw6vhntteOXJZQeqzJc9x3e2ePHaLqd2JpaFiMOTiaXXM+dppaYcAt5CF0Qt19oVj9Q84FjrkdJRZyg30aT15ZxYWteWQ1jXpNjyyrvvYv9wiReP1vbBnJp1dU6J4Cx8qM1K7SzxAfG4KrB/cIj0Cw52r6HAhYv30qSM95S4W0XFI1iSahWq0hKrjc3EUnk2NzeY717m9a9+A/PVjNUTT9CpUnKhLJvwppY+iy/BR2UoK3a11s4xmWyDQidK3y5Jms13vkTcARzf3CTpiqSO1z9wC12MjMYbFgaQLYVV1VmKfAj03ZJuldjeHLPoFmhOiK84uTPl8MqMzXFjQVMOtBqxOLjGmdO3sdi7yhNX9nngnrs5deoUs3ZJylCNRiSB5SKytTni6sGCpoamDog4XEwokRhGhBhp1XFyc8KLNyw6rkLY2prSp4RUHomJNDQ/ouRsG68KjpUT6KBD1r73HdkaJNF1XcUaz1qjcNY9OrFEs5daWJtn7oKP/yQEj7aZy4fXGbkpEoJdVyo4X5SuzYjDw11Wezfo9q6Q9q4gXYvEFqeJSqF1npFzfOj9H2DyF/8RZ7BQ66oQyZJGcIG2jxw/fYrURwvHHBLo1UEd2NjYYvvYhG5X6ROlCJWSCmFts3eC4tFs/54FXLY5byYzrkdMmorVwvjgXdfjXEA1M0zqxQmjjQ1cqpg2FePpBsenG6wODwnBQ7K8xiE9zAtMx2M2Rg2X5nN2d5dsjTzOK178OuZ4MvL0EdrDq4wmm+xdv8xo+wyvveUuPvTBD3D+7Xex+7GnuP3OeyxPu0QOd70yqR3jsSdFJWKJaMl5pO9INlCi63vUCz7ZqTIKjip4+lS6Qj2Ccl15tr6yTOmombH3XMX+3uB8ef5HhMbh6JKbj6tSZv1aK+7PXrzf+hAXdrb4qAv0deBAN6hLmrqU5HpDcD0f+Lf/lNuOj8kpWYhkaNDKMxlPOX58E9XEt7zm9fzifst7fukXjIdUeaqc6LIwdplQpq/7XcsDx45DyoYXKUSUKmfUVUyrmlGoGG1MCVUwdoBarG4SewkpK6GkfWkugUliiazBBVwQptMtXnH7LXhg1nf2tetkyUBG2ZmOWS4gVBVNVTGtPH1TI65iVHvm8xmaMilHqtAQfM2la9d43V23cPH8Gfbm+6SUSClR+wDa48UjVebqc0+zMT3NsRM1yU1YzZfcd88dqFb0cUlWh6+rNWgk2Iww9wl8sKBvEUaiaBVAI96JncajhpUmRnVDFTyV3DRyLUBtHrCobAuUrHjnSc5yfqJVkkd/vwwE2aO+cA033PwFL7Wweh/YDA7xjqosTF86iuQFl+yFBc2MQs29d9/NldmSL/2CV7O7mDO/fsCoCmyd2mI/Jv7av/9hppMJG01DzglNlrlXCSQcqKG4gnBma0rfd4hYpvyAfWUVnBea8QRZ7hNjRJwvUXNGqkuqeO9IQ41WwiVj6QxdFRg1gTsunOT2Oy4SNdEvVhY3lx1JlOAtJ2djUjOqbEE+8/QTEBOzxZLohP/84z/Il37FN/A9//Zf8Q/+3j/F9x3bdc0swXRcWwp8yszmh1Q5ocHbgEQS3je0ixky2WFj6wK/+r6f4dyps5y4+BBPfuL9nDt/Gyn1jHxtL69cX5aN4hjCY0saH+IUTa7UiummAtvqwKiJnPI6RNyetd0GWS3gaQg+RzO+hLLXfija9TNUXypH0wuxBtoq3JdTY3WZG8ucqfueOTAu+SxR7YuddyUpSum94+lnnmN/PuNgfj/PPXuZa9evE1Ni9istzJZsTjchePq+I5UxQSWsI3wtQlMMRU8d3WpVpv52lYkKWgWCqwg+sDHdMPQ45zVnKA3AXcn+0yFxtUTpxpgY1cEmTc5zdX8XVaXrY8nzS4bBYQnuG9NN2q5CHTyxu+Sr3vx6fKh477vezTd98+/lxPFTfPtf/1tcvnKJf/Mv/iX7beJj7/1ZNEe8a0j9iia2PPS6N/P+n/9JKueHSQV1PYWuQ2LkjjvuQNyUyiuhDqz6FdPpDlFzwZIUMXoDZKicEssQTxRcKlIKhWXb4xW8FzRGsrgCNFuIk4h8xhUGmUDG+4pFtsEyQYgpM6p8QeU/U5YmNymMju5B91lPrV9HAXzvopXlbEab7XpbpGyZxENUbhqCueHWe+5jvpgzCp4f+cGf5LFPPsbupWtcf/E6v/ML30LrErvzfVLXsjWaWFE+PDDVdSq8pMy4qri+7Fl1LSmXOOBSO+E8lfeIOHwVSnC57cpc6Lg5Z1IZ5WgqoJBmUokPDlWNpkRVIoBVhUW7KtxumyfmbKS7DBzsH4AKf/pvfiefeHaf1WLO69/6FjZPn+IakZ//xGPsryI//oEP8ie//a8iQaidZ//GZRA4dce9TOqE9BapoiWBLElGQkXUxNaxWzl++jyHhwdU1ZjZtWu4ECgRi6aU4YiHlXI2vlaBB3IpGVLKhFJTSspojkZb1kSMRi1ar6myyOwm8lZr4Ug5rXlhqYg35NcyZwb7cRnW1lHS7UsuLIQrbeoLdO/wztNnA9PE2JmWW6zCCy8+T13bsX3vXbfTtSskZ1btkge/9Dfz3v/0kzz20U8Su0gENp0gOZFxFsUr1gFqqSNu7O7SLhcgaYh4Xs8R+tTTeI94R4zZfriSzppKMS0kkujN0r1ypgku29WgweO6aImvMYH2RnEhkXMiZ6XvI6vYs4w9v+fL387FCzv8wsce5c/8rb/HX/tn380P/eAP81Wf/xra5YIf+6Ef4md+4HuYjDeIGuiXN5jPD8izj9Gxg3oLVPICQmI6PcHmZGqdWlZSjix2r7KxsU3KXSH0WT07zPcGvEjVYjiT2jWdonLQK4ernqdeuMalvRWfvr7g2RstL+zO2Vu29ElLh2yDZSnTC3LCVyNisoXiBDrv7er8NUHy3HRiyU3dM0JhbLyMq7BxkpbLlWFVscVrNFpHzGRng9+M4TfZG8My5UTXRZoQ8L7iWFPxh//Q7+fiI48geGbtioPFgoOYOd0IXq0WkoKSixhlZL5YcLB7YB9ctRzzCpUnJsNsqiFcPBsHyA18p1IfHE1L7XsHsavQeyH3EUG5tLdLVlj2LRIaXEoWIYxAyswXKw7nK65fP+SHf/QH+Wv/r/+Ds6dPc25nkw8/8Wm+6YveyL1v+jzuvnCW5d4e7/gdv5drh4eIJEI1oVosuHq94k4/QyWULs6Sxze2t5n1HWn/EqGesLi8z7hquHr1Mrfe8RAD3XdA8Z3YTBAHUT0hZVpVFqvMuBLaPuJcQJwQu0ifFZFMSLA7T/TtkjjatqvOl9NPrFN0tcf3WkZoUJmI1gLg16Ocm+aFQ4VxVNsXstDL6AqXPlxXVZzzJBxdCYVELKPYwigtH68eb3Dj6mXatufypx4lS6BqGqgrtrZv4ZZbHmS6eYzRsRPc+xW/nWmTSFpZ4Vh4tZVYsGXwxnZctG25320mKOqgcLidkzJoFnK7IiWraWwumEH8+ke1oXImKVQk8J4bB4c0wdPHJX3X06ZC600doW7sETlhNp+xOztAphOaEyc4P5/z8G238OD99/FbvuTL2D5+nG/82m8hiUO9I9RjJEdGzZiPX52zvdjn8HCPex5+uARyOsO+fGa6fZZrn3o/0+Nn6WNmtHGcII649zShua8AzaWhKTHAMQs+CzHDfm8JFOqFZWcnd59MseNESMkwN5XIyAXrnJ1bh20OxbrGZPnTClGKdMJlxHu0MEaOsCs7OVnnTB9db/8lJdivH+nkdFBXNVEsbV5dIObOjkhnoFlWOyoffP0Xsrp8J+ONTaSqCSGgLuAdpCxUYsWxC4EKA+GqEjxJObVUleBt/qYJ5u3Kvr8bavGEVg0p9vZn2o7YJ/ougni7ZrIHpwZ7OF+4U7p+iCkplRO2t4/xU+/7ZfZ3bzBuapazGSm3aA4Q8xrwe/b5Z5jPW+qc2Joe58433ctvetOr+YLXf74ZaJQXISI0TYOQmXjP1TZxsOj5+BNXaOf7rP7jz3L/+R3ysi8DdJsxnrpwNwf71/HVhBg7Ll97htvvfyveZyNjemtuyEoUq2l3V4ZNaYFhHNYVZnU4H2iCZ5WFmIRh7DxfLY21oMaFKSGwdp1ZQDZRsyXeK4Rs2ERYb8/PXESfUcnfVG98trX162osHY3b45sbhNGEAOz2PR4Izo5nJ9liajXT58jozDmkmeKasY1RgivyoYRUNck7y1l2UliMmSQW4Zaz4l2JrQ324+zt71tbW9rmnIWNpmF/NrNxEC05Rdq2M/xJC0iKdUtpoAEXqqNqJsWEDzX33HYrP/J938cP/pvv4u5XvAKXeyR7HHGobNE+89SLl1jlnr1Zz9616+wtD2xMI7a5QvB4H8h9xDeBrNbZZnGkZcv2xgbiPc/tLfmpj13iA8/eYBUTEipqgWY8pZ4cI8UVZOXiva9DfMZJgKLKsY/v8Bl2O8pMz3IODQgWpDzP2jmWKqgYTXreLklRC9fK3ttwusgwt3WucNqk0I+z4WW48lz116+gm+UIcgRB6Ms5sRqRy3fedp73PbdPHk35X+8f8/2PLYkIlcr6g2qCOggpQirYyrgKaEoWuBhqA9/EkauaUEYIfczk1NF3kdit2F91dIdXGWvPqlVWsbfJuxpVRgsm/vz1G/zl7/wOVnu73HvfQ2jqIEUIVSlsBdThnJKzL51VNN44yu/5ii+laUZ819/7u5w6tsO4rtk6c56YI95VluItyqxb0XYZv7fHi23PwWLOyVWmW5ou0LuCFeUE4qmrCs2ZXoTlfMXnv/qVfOAX382uU2ofyuma+dXnDshkTm5NuPX4mBM7OyymWwRRqGpysmveD0zcrHgVZslmnRI83gltYcaSLPyycUoLjIDDZJ3nhjeSX8yO3HfWRXq56Wg5Yr722YbvKp4stmht5ps/Yy54M4NUh8U1EP5ezsKqOhhtb9N4z9W45J882nGSbGCjZDQaMQwvRrwPHnEmUljFnpgz/ewG8fA6cX6IrhZobNFuTj+f0aDUdUVVVTbAzBlXV4wFYl2xWByaMEFcCfbuOVbX/O4/+K38pf/923nwtvO41T5nTp2FUEE2zpVzJYUrgyOXk8wai+Bq3vi2L7I6ImUk1HiBru9s8TpBSzpq7nqaxrNcdOS64fDwkP35Pn3XFnHogFraaeh8oEuZxtswvtLMKx6+l1c98gBPPv4Jbiwcs7aj8kJ2NYtFy0dXkRFw5viU7enIePje4UXo1dvQXIR5tGutcoL3DhGPk1TmXckSUSXgBZZ9h8+J2HcslhXJ9eArupjWM1S9aWWomISswtGliHeeCkdEcMGD9p9RluuvufLW//umAv83HkIHubx3Y5e2j+gqk5ySUBYHuywPd+lXC+J8n9X+Lq5dot2chkxT16g4muBpalME182I+XLFeFSz7BPtasW11QovwqJb0feRmDNK4L5bzjDZ3KFNBqOKZjQ7QuX5C3/gDxBx/OD3fB++qdDVkt4FfN+RqoDXRNKAE6MOZ2fF7yAGSLknpw71DQeLlukEJNnBUDcNqeD3lWTGm1MkC6vZIfO9fXK3ou1WHMxmJMUYHWUCpBrLJTEQojOR3ujWqWdrOubY9gjJkYMIV2c9mgPeC01wXDvsuDqLnNwcsT0ZGQzjrGs+jFbHBu+ISdisPTda23DBKdFbkr0UTFHF4SsrQ7JmqqpGxBu7QQTWweqCeKweVSViiHufEr2IdftOrNDn1+BYQ+S0cBN+9TJHOsHlyx95/Cku3nqOePYk+T3fzSo5XsyWyO7UMe+WNM4RneAkEH1mf9WRupbDrsWpUFcNua6ZTjepc83GxjYbZ+7k7M4xJhvb+Hps9/uowanj8V95F7rcp1227B3O2N7cwOOKekTwwWyBFvuLspM6xAUazGPAUE77fVAGu6KRq4Kn78DRc3xrWuRWNvzuEFwGcT1ZTUywTD1tbHnmxpJFjizmc9oYrXHJhb0hPRmo6pFpA52jqYJ1o5mifnGk1KO+YmvsObU5JkngxnzF4SJTBaEKgVPbY9rkShsvzJLiBZy3BRFUWMaEZqPT9Cp4zfSpNylXqGm7RBDIfUevwmHs6HyN9m3JUxQ8Qi71kw3syqRHM0qiEQH1eBdsBnt0cXITKnrTiVXqtpezsG4Zbz8x7xO9dsz2b9D2PSlmm835gKsbJtunaDa32BpvsnX8NM3WFnUzoRlNkKomB49XoRMlqI2AGq9Mg2djVLNRB05OKo6PGjbqwA9+7FOGpaB479ncnK7bj1XMBJ+RlIixx7sKV9dITkbmSwN460yD4gRJGefdWigQY0/V1Lz3I5/kytUX+Zav+Vr2Dw+oMIBVAaclGd4rMSXiqkVJ5JTsqmnbNb4mpf6IfWZjMmJv3pFRuraH2IGvaFdXgYB4qJ1x95+8NuOe88c5uTFme2ot2v5SDS5ISnQep5HK2eLMagqiPiayt9i3nBIpJmK2WWrONhkBuz7bmBj7hLiKRnsWbbfmt+XhMiwMlZyVKtTM82JdK0UHUdyREnpNdB9OqaM6Xo+0Ry+9sC782J/rrm6e4vEPf5i3/aFvY5USztf0wRGSEfhqlEYEH4RxcGw5ON4ETmyOOTGuOb41YtyMTH4UApOmBudpY190k4b/pNiRIpyo4dPjMdIdkLuO4IpiRCxY21WOq9eusXPsFBI8Gjscdkp4VxB4Mi54clGZGIJsu9E5z6gSdnd3+Zt/9x/w/GMf4n/8bb8fvzklOHs8sRhgxJRxztGrcOnGnEbMwmi17Apq7eyFhwo00YzHhIMVmiLNZML1q8/Rt0va+QHNdJtAWPPkc4Jnry/pEtxyYsSqjWwGMYKiKJoSB5HC53J4r+Q+M4+ZzQqIHQmIZeKQnRBzJmSl6xNN5QmluUjZNogXjDfmC0OhTLCzCk4c3VAIOG/QhHOM6oq0/PWgKPqZ16J13S8Tx5K7HiDMDqjqiq4a8zW3VkzHDTujiqZuGNWeSVMVhNbEDB7TouXSYQwMRLuKYNb1eJcI3l6KeEPdvK9IcYV3IOKRlMkoOac1hwgEX1WkXPO2r/savu8f/V02pifY2t64abcIwYPGZEeDZsSF9TgokZgvHV//m7+UNzx4N+/94Ae4snuN26bjIlItKroMyVv90sdIr2pueggxtjz/zPN0l54jXr7KeLZPuuNV1nxUFZ0Kk+D4xKU5dV6wFSITUcRla7BEOGgjr7xzwqW9ltUys8pCFRzaJhrviNmaU3yZOyfFVZ6RB2JCgifGTK+Z4Gy+p1nIOeGDo0/KwWLFsUkgBcP1kqopoNUfHTnl+so4tO+p1RgsOducEC2CFrlp+KxHsMPNAnx5ud4NTx4uqNsOaWquziOvuuMMh61hKw6IKXG4ghAEpx7nlOjtWsgojTPmQeUrfAhoHjjRUk4hQ4elTPtRofEmZsiay1zLBsLOm81Fu1wx33uRv/oHv5Wf+tmf4cu/7KuZ5gm1F6NRiSMq5lmQUkHnU3lAGbzgPRzu7rG5c5LXf97rEOft89lZUrq8npwc4o3jlVdzQjAsJeXI7Nv+Dg/Elvf9sYoH/lngg/40kpJ1pasVMWyQUfZnHY9ev8p0tGTn+CZnt0ecbQKP3H6cw7YQFUXJseO5vY7bT26yirDKrKnPwWU0eNKqY9FGxCWmNMVqyAbvqxSpi6Yg+EBFy7GNTSaVZ2/RMhpVxK5FpdAYBy1hqY2cOJq6ZrGY02kmJMWrsiqIf0Z/jXfDTbz5m6r6l1Vjnb7jjSyee4pRNcb7iKOm8QYMOmfca3Kg8tFQ02Rtd13ZhxHvCYVkp2BjGQAp2r3SwThRYh9t3IGCszY75bTmG5kmMOO14vY77+Linfdw5dolRtUYN8i9xOTsPgl5EGNkm7OZqsKT+4TmiNQBzZHtrR2yeHIyLEokG+9eHZIitRjXq8+GuSnQdi3V5DjzP/8YD68c+396hvsZjzqlWy2oNzfp2wpyRMnUmDvebNHy+KrjqRsrNsYTTow8GxsTKp9oqsDVgyWrBI4EWfAo+ICXAF0iVdB3HaNRwyopmnpqZ6O2UbDPm7QilHlpLYlOYWs6put7upTW893BPca4lUrtGhbtNXJWcupI2qNAqIxVa8/mszd/R3PEl8l5v768gS5ndEFxocF5ePevfpKnn3icp557gd/xhsST+x/jye4rybMD7r7lDK+/91UcO30SdcGkRM6VCbqSxOTmko32i81CDQCtarrFwuqo2huVNxl6PvxATgJaFLwqcGrnhB3Roki2wfhg4OMK4S+4RE5Fi5ijnWTeJvvBeVQdgULdccWsozAtcIJT634lRpxv7KSOmUtbjvH3HWNr1tBsvQK/uccsCz1Q49jtZ7zhgXu5cfV5nmLBLFopoAq1NyrQbgtXFgdoyoymFTvThrbvEO/x1DR1ZfQY56l8ze5ybs1uytRVRp1n1SdGIa8tAlJsSSnjxUzYJEOoHL0TYt+t2REDUV0L+e9IXWPTCyMNFrCZm1fUmit+VMivV5x+1kSmX7ewxs2xfKAuV75y89kcusyvPPUoeuWA179lztXnxix7zyQIxy/UfN6rH+DwmV12Tpw0HKlcbwMRH5G1P4Kq+QUcSdLMiMyJR/zI+F43/zA3U2HLmMdVVdESDj5hRwVkVju8UwLnjLTmxLymFGvfh9HP4GPgACmFsGJFr8uZqMoyR0betJCpjWw3x9m5+Bq0X9JVFaOrV8l1jVche8dkPKFPkRgzx3emnB1tMqoCSSv2u55lpyySUjuIXuhWiUuLyPljYxZROTGeEPtMclD1LYcp0oSGpWYigsaEy4al9ckhLuLU0uqdZnqNtDkz8YEumrQNXBmdHcnqRBziMs2oNtpRcZDJKElMJDLw/7PyGRXVmpM18MSOLNpeYlZYbbXZ17MqVJw4eQIfhIUG5gfX+ZF/eY2D5mFe/6a/RG5qfvQH38/f/8ffx9bJnfV9LO7IBCOXJlaLnSFlh2mWNdimmglFTRtzWltX5KHzKUxRyuywHGNrl18j9dl1mFMh/SnGMNWEkknak3MkJ5sbknNpva3wNVKckeg0RcjJGpHiwAew3y6ZbE5YuZY2eybX9lhenRFwrLresLJVR3KelKPRgCWB1KiuOLbRcPuZLR66ZYeLJzc4M2kYVfZqWvVobAFoYyTHxP6yRRPk2BGjklJHUOhjS9u2xNgT8XQpk1VZ9JEYrUbq1eCInLOpgwb/hkL29N6esffe5HKwroUDQiwK8l87c9ZiM+CcKwoq+S+ADZ8NeR9tdqN6dC36sPXU1esETnLq8z6fD7zuC8kCez/xw5z74i/gljMnec1rHubYxbu5ePtF9pdLW73JsCN1hhynLIU4xpq5OJgBrP89ZXKrNKVYN3pGHlQArCnbTtb+DcYJsxmYxt6aQQJZO2vxXQUpEVOL9w1elKypeE6VReli2XmlsVCjzZBZq2vUO3wQ+pSYV8KZWUd35UWWW2NyyGQcdRXsu1S1DaadTWlzdmSsUfGlFtGkiPdsTBs2xzVZhMt7K5rxmL7rjDOlmVGobKOV0iBnR58ztQvkcjOkgqSn7GgVprk347mYqZxSVw7U9AEyWCs5+11ViFVpXgZKt2SSirklyjAz1GL5IGvHnXyTGLgvM4eXXFh+fLbfPHbierrc3FknZZWU33P2BN9w9SreC6uv/goe//T38RPf88u8eOUK9flP8j+/47eii2fLMLOcWNkKaXFlYllIZN6vveyMeqI2ajgXrnO5mIohdgQHzWsKjd50tSpmyqFlp4Xar4UCSSukakjLGdONTRatRwonKqisSXPCEZyhouThYoyGicUsaGzX9Vub4ME/8D+hrsij+sjrtrf46X/+XRyo/fnNJnD5yrNMnKyvZlQJoTZattj0wKkgOdNnMxYRlHYxZzwN+GzTA++dAaOirNqeLe9pY7Siva6JfQc+EGNPkyNBIaXIomsZNSNcVRHqal07DjPoPBAay7jITFZMtqMZsoNR+MzBspRnPuBg+SagQSgs0pdaWCdGFcsmXG3qmhspIQhhY4u/+D//UR78LV/B77izYa//1/wff/n7+fTzz3L7xdt5/tknqUNdNGdubRyx5lWghXLjbKpu3oYFs8pIhMujW8n5yTKSKVxu4ciGJ9uJJWWdxpRRB5tVzd/6l/+Kzlc0fY84R9eu+IK3vJm//Ff/Cu/8oR/jYDkjQMF/IGdXTNdMDWSmGPb91DnrhhT6lPDFfaXtIpo7UvZASxm4GZUnZUgdbRdYzGeMNqZUXnAaUXVrSjExralDuVg9BswRWQKsWjvtuq6jqhu6mKmCLYouJ4L3pfmAedsyaoxO0ycr9ldtRAsmVRXRi/0MdiIPwl47vYsFVGl7VHpwASfORmPmLr2un1x5r7lMnx2FZfpfmOn8uoX1s1m4s8tXK7I5zKlCv+Ktb3w9D91zD+H0WfY/+udIVeDiXXeSi79m1ITHfcbsaL22MuZNjhXVLmkZKxTPKdG1RVBKqXQkdlznocwW69Zy4W5T3PLGG1v82x/6QV734CN0qlReOViteP9HPlLGS3YyJc2IGs13aGhS0dtJMfqgSKpIkU4zdTsnFnSwTz0SKohGJiQn+t5EueIyh4seXzU8enmf+uqMgxtXmY4azp4zV8DjWwLjBpcyEeuKFbV6JsPx6dR4+SL4KhCCY9UlE5aUxaSlC4vJpuDGtlAg4NSeUR08h4sFG+IYNTUppbXDjBRU3okjxs5qLGcdcZcBojFqQ00WVyT1WjCtUvQXb9Q8sCT0SM3zGy6sB779YbTe6NvxLbhsO+hwPudrv/m3WkmXhYdf9RrT9pm4jRy8WUO7TI553caax6ctAueMry6FqK7FOKxuGoSEd0bLib0tLJN+5eLGZ6L7tcNcocnkbC+nriqeufIir33FK2nJfP5dd/CT//E/4YPxzQdaLZLWlGURGz5r6XQGvV3pMqi8I3Ydfnih0RxZRMyNWEtAgHOOtldW3YJKxmSEJnhc5Vn0kesHKy67JfWsJzg7SSajwLT2jKqKUAUbxZCofGXPNVTMO3OSiZoLRi7EPtrgO3iCbwosYJJDqSp0YUrpQeDQq5JSJIqzUU+R3GWgrrwxgrNRkwOOznu8gC+sjSw3iVLKLFfkqPESbiJZvrQpyASyMvWevXZpK9J5XE5IcPiqxscVmUDwhRCmxuExmrEnZ9tVThSS2nXmDIQcCvfghIjQdQbKia+IKZFTT6gCfWfsBRX9DBDO6U18xrJdsnds9IkTp84wHlVMN04QsQSrI4mJlEWp5TqGVESxWuZ/rjgPa5mvdX2kz5FGMznZNSspmR+d6UOpnCPlyLHpJvMucevxCY1r0NUe12cL24xRwBtZL2fhcBE5WPRkNQ3l6a0pszazM/Y0tbBKsNVU9CmzjL15BIRA7W1s08VIXcv6OvZOEOctPq447sSYqQPMus5YD5h5rqqUGaozga9zRpspLs+z4qITC4jNGtQGX8qTNcww2Bi8nOJ9P7aIwCgLLkaERNv2gCekSJc6XGgQaYGmTMjN/qZ2Qk6RjKOpTAThBnDNyU3FoClqpBir2Qf3Vnf1PTkf0ZjLcGZtepZLZgLZWl/VbF7tIjSjhq7vqJuxCV2jAR44WbNMRWw3m9W1dTw+a/FFLevem41gVMOJvB55FAy6ujXd19sV07Yrkjeqz/bmCNeOObszYfP4OXLfIqFmGTOLPtJ2kS5mq31QAkKXE0pitooEp2TfEHxDnSNztTlsFGeTCJQ+VdTBZHI5K5VzhCrgqwkkCyA47KJ9bjVDkoyNf8xjK+N9QFKGZN1yL1D5YJjZMEt0g4cGJJG1umpgkKq4l+fod/INX0tOPYsnHqNbrehxjHxgNBkRC486pp7gRkxGNhRFwdXBcl6CXxdXmgx5F4f5lBd/qQHPQtWuR9XiUgNd10Ll0KWuXflEB0PaMurh6M8ntQLWFREALrA7u0EsgUNpTSsRvM+gfg3p5YJIJ6xTWy+cUJHEOsQ+JZJmq2nyEU0k5wzOUYdA1/dGYSlYGDkXzMeRuiWhaQgh0IyUrdSgDiM4lpM9JkUSaBJcMAiijZbu5RyEUY3LMKomSE50saWpGhbdvPhXJPrYseoiXYrElImS6FKkz9lmokXWlTFJXMrCyNlkwJgLGdXEWIQgvtRYRdmzLtRLZylGBDRnn1+rrvgvAKSnd85yeussG84R6FEiH7p8iT/wv/0p/urf+w7+z3/x3UyqwKljG/zBP/sXkapmlZW//w//Ln7UGGc7p7UC2aHra0wLZCrFTset0XLBY0dzzorLxeAM47zb68rlTxtCXMAoNFkd5p3QjEdI7TixdZzVfMEs58KksDolpTLpFy32k1IGtFKYGmXJiScMAlGFGEtt542GHVwFcUnfWbaOOcLWLPqOmG1hIo4ce9MTZqXSgNKAC6QednfnpGSBAqsucbh/iIYaL46ui8xWHc45rs16gihbhR+fs5KSsTkEZ1dx8a1Yth3ZVwTxVHXFRhXYrCoDjJP9DA7LzAlBCFVN1EhPxrmAV8fSV2VWiM1Txa7F7FwRjPhSWzmyG6zHXw7nfXqM3Le9ugBdiyuF7e133MXDb4p86j09fbKdf/XJx6jHY/COLVebJ2jZrUMtlcuRGbNS+UAq85xQJEeoIlVVeEKJtm1LCKOUDs4WgeCLhXTp4Na7SRFNmCahQdrWhstBcKu01sINUSlJ7fTMhRfixdDp4ApMokp23oKONBlIqYm+07LwTbvYbB63EzH1iDokwHxVDElyJvb98ClZ9i3Bj8m5t0XrhL3OsW2EHBqXmW7uENslVw8OcKWsuLZKuCC4YkiHKs4LLnvmrdWmfexNd4kwbmp02ZK9J8XEpK5ZdH2R7fn1zNCVTkV8JqhdgaoJiVC5Ij2TI0oSwxy1KOGPZGGOVExyX3JhfWo2Q7v2ylgjbexwIZAmYz595hT773yeC1sBVeHK/i7f9V3/hsNr13FVxW/93b+b2Pbrltb6U73paBSyRgRToNgRWk6dqi6W2pbXNwgVTLJUFCXu6CZ3DNdiifzQVCy4FcTTTEbGDijteS7jH3GJIrU44hupFakpGSipCI0XK0yXLTln2hjR3NN3HVlguVpBhhPHtqhCjWpmtb8HOjY6juS1IM+LsiwxbTlnlrll4gNZPUGU/TbhUnkuKkyrwI3eMaohRYufy87ha0fMRg+qfcZ5z+F8QavJMLou0nY9STNN3eAqxzJZvTQwG4prER5P0kQQTyqq6T4lcuVpROi9nU6IW1sXCcbkyLmIaTiqVV/WSMcruKzPSQbf9iDKvcdOcvet5xnfegvHL18hi+KyqaU1lPa92B1R1Mc4sRlVvglEG664wdqaQqTLCczLlrha2AlWMIB1XZZtoHxE4RBy7m32h5AlE/CgEY09MfWGcMtQcBcCmwyDUy3sADEaszhSFkLtefaxR2m7jlRF9q5c5s//8f+NP/On/jh/+x/+HX70p3+Or/qyL+GHf+In+bN/7I8xagISI49d2mV0ZswTz7/IbL7D4rDFu55UBcb1mOVyj5h7+r7jUJWNPnLlUqZH6doVrtng8qWOu267j1nfoaknR081CuS0ss9ZB+LBDJoGUcGHmjq3NHVN3pjSLUdoZzdKXCphVFGXTSrFEyKUdig4C0OQIWqvBCqsvNBIOAK0Sy07eEpkx9FSG7xN6V/GwmoTmuT5Rd+Sa+NLN13H//LqR0i+QTTjipxbpXRdmN1jSnGY4awdUhjwk5uOYINZ0no+LsGIaDEL1BW//P73cc8dt9txXYpOcQU9Lr/rYMYqVj84zWTJdiUueyPnqdVJg620rDlhWjjgUoruUoyLEFct9z3yai6/653ck2f8nR/4cX7+P/4A//q7v5+6qrn3odeSYssf+p23ceuFi0xGY7a+dpNPfPT9bJ85z/XLl3j26U/Rty3L1ZLTJ89ycP0KUbQU9sKoMsrQ2AuVDzSjMRvHT1FVmzaikR4ZTWl0yWK5ohqPWC0XTDY3i8BU8cEbFTsFG0An5cZ8RT0a0cee7c0NRpubptjxfj3+UnJR8phLsiGvqXDfrMvL5V5IN4VFHDkuHy2upBgb4uWcWGnjFDn2zwWB1K7o1OHo6bVC+86KWvH0YvIhhyB+wJqEUDlyzGsKqw5MGjWFiJFJSzhR+WHrlEhS43JHHzOvf8PruHHpElrSSeXmIr+gFxmQmIkCvvhLxNijqkz2bpDV0ZcObZhTWhqXjW6knHIiDinhj7nvyQQm2Ely1x3nufbMM0zP3cZjTzzG6173Zl75yKvY2t6mqSsWq5au63jtnXfxs+/+Gc57z/7eJW49e55nX3iOcTXGibAszoOh8qyWK3w1IUUlZc+Ny1f4yje+in5yjNnhIZ9+9uOmdq7HKJHts3dTpY56vElarfBVBWJWTjF2VHVNbluaSU3TNEwnU3KcIV7IyxXZGVM3FxaId8a58gM4NSwOHyx+DkG8EJ0vBnglkWzNdNB1iEBWJZdF+pIL63DckKO7eiIEUpfJfUuiKqeM0uXOlM0xksVSEjQncjS5uevqdWtKthAAu4sdOdsRnNWyXgyMFLxL4Bsb53ihKxzxnExNMnhqy01HsyBo8EgXbQH2ka43NF9jJJGRaHpBLatbSjPhdAD2nMXUFmqMTQR6pG7QPjGLmZ/4hfey5VYc+gkvvnCVVG+zSB3v+pF/y9d//Vdx7z0P8rt/1+/i2//CH6EJjntuOcNmLZy/71bEjZhsTjg4PSYlc+QhOxapo++VZdcy8cdZ9IntyZTF4tBi7M7ehfY9q9lzdG1HNfLE3DNqJsznBwQHVTPihWef4vSFW9jY2Gb/+h6bG9vk1LM5ndD3PdXmBjnl9fDYkiTs56ZYpa8dfXIkdv3AnbJ3VGazebA7H9wVtYx0RAob4mWcWIu///vQnFfu894Oh0vaLlkqgwj7i45xFRj7Eat2Tl0rvYJXx2S6SSwaQMfNUWSKZsG5QroTe/lDcpagxjqQTN9ZhyPRTiDviumhDoWkFkflMsfK2VTM4mhLEX8wP0Dvf5DU90fmayp4VbK30El1JQIuZ/ObL8kWg7Sp9p6+7XjXo1d4/D3/im//q9/GX/lr38aDr3iIj3/8o7zu9a/lqeefpE2Rxjk0WFs+37tO6CM6aoiacKzQfmT1jROacQ1RqJ3RbGKy0mK5bNkRpamnOElsNRXX247grPj3KeHrMW1RY4tG5l3HaDKlUL+YTDa4dvU6EhxJzF7Ap5aoigueGFPprku3l40v32LPJClESYyrQONgPhAo10ZtBo1Q5rXDLDjJ0TTkN1bpVGPIVqvk1Yo+KuJtBrUxDjTjM6Tn/yDvft9X8CVf/kYmlQGO3/vOd/LVjzyE39wmO19Qc7sKhyLeBsdCJhkangdFjyve8LFMzrnJUM2Ve16L2sUoKiYaLc1B5VjMV6CZOtRsnzuJxp4ck5V8ORoGlXNxUnYoEedc4TSBSjoyKvGeLmemQZjubPGXvvM7GCXlu7/rX3P9yiWcCzRVQ+p6rh/s04SG3K/Yf+EJJtPJOiRKknAw38MheOfNENdZ+WCkREjqEMzjCj9G84E5vgRHKnNW7xNVoWOHugbneP7S8zQH1ziMK8bThrZtOVzOmE42LETKBybjmlCwQO+z8cwouoCiYvJJyXQsU4vEWNgdQi5JbmZnd1PkiXirr8sNlj8rG+uzLKwrL+yhCc4+bMyDPiWyKk8/c4kkEdUFX3XvZS5fusHPvvvn6dSzM6rpc6JbddSjSGgGc+ubaTQDRaMQ6obpfsqEUOG8R9RbitY6yMVoNV4TOTvqOuDxrPqIr2zqPzjQ5abhV598nIP9XXwA72sW8YaFPZXoDikOzYOpRcomL7di1VxnRIwXT+pZpYSmRD0a4dqOC6fPwGppG0SEamuLNiWiM/eWNvcWI0Kya7tQVCiD4cEe3BaxlvBLDEfCfFLjwhD5gRho8YEe52zO32cYe8fOdMq1Zw5I9YggkEKgqRzTUc3BYknjjZqdc8SR6PtYhvJ+zWezSF8l9cLY1SxYsBLTF6YC3QyxRXqTEVZU+7lSGRE1L+cqbDa3jCPV9TjgYLVi68IF/tV3/m3e8JYdfurffYTpn/sO3vZNDX/yT/1V3vzWfZZP3cWf+vN/BlKi7ztrb9WtXUsc5YUWvsqQfzyM5Zq6psMUOmSz2R4suR3QiePMieP8zX/yf/JL7/slvucf/yO6ZVtGLJE+Kjr2/OK7f46I8Cu//EHe8trXcuWXrhbKTeFzBT2aGa5TsWwDOM2DiSDjkdV7Idkq7FLCle5qY3OrcMetdqkai4ghi7nf5Dw0xuusn6MJvymHJMlNdOsi+UoZFyrwyipGQggmhxdLAKl8AKeMMNZC9sKxC+fZ0xqtGrrd66gYsj/yNVWl5HaBK27LjjJhGEY4AuOqxkUbNMfcUYtj6jyNEw7K80lDBI18pr4wDaRL8YWB8VJEv7vvslprMUc0EGNmXNfEvV2efmybFseJnU02T2zQ7T3PB/5T4vTxS1y/sWJrasNSX4SqrrTXWlx+s+haCl+mm4jz1JVQOV/8F3wZ/hwNfr3zeAn82I/+MFpV2Nw0I0GIMXHPbbdRAfuNZ9pM6fuWra0NHrn7Hvq+N2KfZjRZIOY6MhdKzSJEF00UocrGuCGnbO7OYr6pa9RahJgi3tn8bWMyZhwqcJ4+dSU2xcZVXgrhRWwRavGkosQIS6H+lnAbNIxJfcaz4nD3Ep5I4z3eJ0Jd43OiT5lJ1TCb7TFvNmivPs+Ljx7Q5o7QzkgtjDy00eyOumy2Az4Y+8E7jOCoFq9n0TAd4ElSaMdiY7S+ZFFTrvYsazJwsf62DepfDrtBizm8956cIl1Url+9zrN/9M/gd69w7XDEl1z407z5r7yGnb/zj9m5colHf+Sn+aZX/3ne+gfu4S/+yd95lBi1rpdYR9a6YqbmCnMTtdAiYz8IVBaUvXYKVhs3vPj8c3zvv/wXPP/MM8wPdqmqEeRMmzL/4Nv/BjiMgJeSceOdhxy5sT+3h+NY+8nr8JCKI7Nisv+k2YzbxGDENhuk0pfrsy8c8yCV8c6dUDUj2tUKSb2ZsUlvQLHm4jlfHBDLaagDo0KNy+4xBXdCyKt9Uux4+tFfYfvYDlmENF/gNbMXL5EVJqMJN/Zf5MaVy4wqz2Rjm3Hd0NLR4pAq4KVipBaIsLG5g0+Z3mV8dqTsqapAXK1YpkTue0Qq86Ev2UjjIGQXDOMb+GpypMiRm6735BzVy2E3DA8x5UTXt/QxsS2Ov7C4wTwt2PrqL+Q/f3CPt148wSt2n+VwvuDUt3w1P/SuH+WeiycsK7AwEMxS6IicZ6OcIgkrfph1UI5vb5PzHjm24CtS7It3ppTaLMF4gubEbbfddoSoFBJemzIudZBNP+iyQO4L4zGDD4bj+CJbL+MNEzwUV0Exwaxkpa5YA7CqQoXxycOQMM9AdFOzx5Rk/lliV2RKSghuvUGN5sN6y1eVI+VQToOEHzvGTUP0geQDzZn7WBxe5tlLz3PsVKY5dYbjxwI3rlyhOnWCk8dP0q9mSE5UjWN7c5PJxg5XLz1L1VQG3RW7gZA7ovekVgmTgI/CO9/zbt72pjfyxDPPoB5yZ0wNsCiarnjvD8eTus/kuX8Gg8G5lxd5MpCBY+yh74lJ6WPPfRdvsWy77Oj4o3zdxYQLw4jFgf9DfP1Xr8hdwleONbiRTWTJZ/B48loBnVQZjSdoumFAWwjFr31Qh5TIEjH5lguhWKUqJiax2kadyf212O+4sng9QIpW561lj4WiW55VTHp0RYpQqSN3HUkN9lCMNqPF8FXlaFEeHB7iU+LnP/IxtjdPcvnSs8Qc167NlTNmQC0Oce4oz6YAkQIkqVjkCXU15ca1K/ymL3kLP/vzT9BUNTcuXeXYxnG6do9f/ujHeeTBh3mqvcTlq1c4mM85feIY6q5w5thxHnvmSTanE5Zzc8ZpvHDhtZvkDPWoIma1UU5O/PTPvpMnn3qcM9vb9P2K5y/dwEsmecfElWd4E0ClerPng6wDn6IOcpOXEqy6GowOTte1xGzJnE3wVlT7TK0gvgZNyHDt0NOMKtpsC6IqL0lMc1wAOVnTXF1pN7qu5+Sx4/a9hwWYU+moyslQCIEKxNiZRWPwxWRXi3W0fIZvna2ZZBhW6QqdM4GBigk4B26VL6aaA9erqms6VcaltuhI+OItL+ugIyE55eTmiCcffYKR05LlE3CVsTPWO7oIcUMZcksBjAfzslw6RVEbLi9WPd/yjV9NFiG4sLZTCqEmJmtGfCjKpOKF4bxZHw3cdsll82o2irUIbZdZxiU4oyidPH8rf/Adv4Xn9mf87H96F//5J76PEOCwAKCZI6e1QbqnhZ2iReXkXq6j3+jYaRCJq+vP49o5h9kWSRszwdvVkHLGuaIfRNFYEh2cuROLE/oySnHFIduJ0mdXJovW6otmau+oxyNzUyk5ODnG8jKO8lxCMKtEo0JbhnGQm9IR1j6/rD1MXRlHZHUlyzmtFSa5+KFTKL1SaM6iMJ1uQMx0fU9sRkydZ84NxFWFo1Uk/c4ClWK3YlZSMGw4bjyt4cQt0axr+psv5b2Cnfp54Nx7nJh57yInJDtWbsEQHhh8b440QaCliGntWpdkqWdu4LSRqEPDRz75Map6xOH80EiZOSJSE2o4tjnhg0+8yJXnHked0E9rJDomlSO7YDhaCWAYMKvKma2TKz+/iifyMrpCP56CuGRFZU/KQod1Rn0GF4yrNEjWVRM5JtS7Ei1rgsxccl1ijJASfjS1+16N6x7EdnHyDp/92vMpIKZCGSJRnF1rfRk02y2Uj9xQCt8qM/C2yjFe3Otcme4PYw2PmHDVSxlu6Fo9PUjsrdU3tVbVVEgBT8lGYdE+rakjaZ1uHw2LK3x5HZivBevJhful6sg+FK8tA4kHYW5xAEV8ZbaOLlr8Lqb3UzFlE4WQmFXKBg9mZeRsIhG8kJJj0UW+94d+BFfVXLn8PL3AvRfu4MkXniFUU17zlrfyPT/y07zuwXNcvdGiewumY4/T9Bl2yCpHOdCWQ2A3SHaUd+JemkG6Odlha7rTp5TQ2NGr0q+WTOtAMx7RBE9oGgtM7Dq8qwl1oAYqgeiE3gWq2k63uravb+dLDlY9rp7SOBNLNnVdhKeuZBS6dXLVzXo1zXqUHyOQyvU3nE7FnaucJnkdMUvhgw/DJacD3/umZIWyGdDBQcWkUvQtLnVWTKtbO+KZWtrZwywdq6BmCDfMMUXWxnGGVQ1M2tIUZF1Luez9FQwNc4XRogdQNd7/0O7b70chAFZO3OyrULZYUqQy5sTi4IDL1y/hQqDxY5658gJVM+LK808zaUYcdAvOn7+b+WpJ8I7DHrKv6DQblUgcCQuTyCJ04ujLv2ctaumXFSu3eQpxXo0DFVmkxNbWFv/0330/jVdyEk7ubHLh2Gle9YZXcf3qZfCBxlccO76N6xI5tbTBMWk2UW3xIkzHsN0v0Re/nUv1n6CZNKbU9abuiSh915vTX9+vvdrFHXkEZP2MULMjRLg87CGcwjxuSzqYc+tGwCAHO72s9T8SWwwAU9ZI452NpbDrfhkTVHZy+DVPbLiE87rWsbojGu9sHYqk63jbga82dLx6JO4+kldxhLOJrKUj65I5D6WEfkb2aZFmlU9VeVKvjIOwij2ndrZ59srz1JMNTm2cZN4tmK1aNrd3OL25zaef+ii333kf706ZyWTEWCO4ap1IMuhhtDjQDB7zqslwsJfl6CdldqdA7FkixhX3ntvvvBWtKmaPPc2+3OBwf8bf/97v5Qte/wgf+/Ql/szv+B/p3QwRxy0nT/HWr/86vvk3fQm/5RvfQbUxJvTXuPut1/jlHzzklos1oYwP8Obi14oJFlLqSnaxWwtUM0dYihTY4qblQFIplGY9KmnK8b1eBCpGlXe6DsvOZFy2RNHBkbCqG/qcaGLEhZq6cszVjGiranBiCetCfhBxOufQZCtbXG0D25zw3gpwc81p1kHonkQuVGWG08w5g0YEQhhBmdRZ8xFKjSSEyjKsSbHUe8W/TKOFi/pIL8rv/Z2/k6cuX+P445/Ch4rULVldWvDv/8338E3f9A52br+XdtUjdcRJpk3OSh8tMK/+GufkYtqmJbZPBaoUX0bkyeg4hIplXCVy9IsEMVkxfWx7Qhrv4J98mu844Zj8w7/D3//Df4y9F17k7GtuIZHpu8yocay6JafOXmAVM64SNpsRl+I5PvYzf4M77x+xuXmMw9lBGTSY10OtmYTS9a3lQw8q3AKzJD364Qa4QJD19WZDXQoIe5Mae40ey5pL5LKQCv5gHZlfq3R8MEwr9x2hCiwOE6ONLd74ZV/JMnY4MRGDiPndBx/KsFypgyWUOedR5xl5W7TeWfMRPHgJVN7jvSMM/u0uELwW6VwghAoJNvCtCwfLe9NjumDeWVXwuNDQBBM4SAgm6dKeuh7jQ6D2gar23HXPA5ZnWFe89rU1v/SB97F/MOMdr32ANsMHP/IYrh4RNNEUvls/cCHKTFNLp+hu0uW4IhN76ZCmahMJNSm2WSr1sfg5nZxM+NUPP0aoAp+/ucVvu3TIlVtu5czGmJP33Inre1arFaGxQtL5Gp0dsljMueXUWR5+zat46ulPc+87Xs+H3/nTvPkd38R//tf/hmv71+3Iz4k+m4p4uerxG8EyXYpZfqIIHGRQmwwFdynoiwOySBFlFxbBgBpB/gw+1xDEOaihTSNn32MyscFuXC6JG1OLs5tMePTZpwk5WRKaailqi6q7+CuMfGV1XqjMhE7MCVmdI2W7xiKO4Ci4kg3YRcwes3LOklGR8nJsFCQlRs87O8ETahmDOVpjUI1NX5nTmn8WNRHw5fMZbDQEWcUY8Vn5np/4KXavX+OOW+5AQsXIpRLcJIyGRFU9ghz8Gn4whi6+enneDSbLUSpCFOeqlZiX9NJ5amd116cnE87GyDe847cVqrJAU1nd0Btjajaf8TXf+PWcnU45WCz4km96B3t7hzz4wN2sEO64cI7Yt/gQIGe6bBL2lGC1WFD5hEx2ClbmCkBpg+1QBrGDr6ZFhQgpZbJ6pBLzuSrDYeeOHGy01DfmwVVsANTRq7XqvR7F0Xba40RYiFKnjKw6Oq9Ism7Wouh6KqlKV2oeX4Iz5XRScxwUZ3bba75+osuORhNdssvO51RMUiwhw6fEUpUKaFMiJEevqZSTJRolK1kyLguhKLmlCFPNs8FSYl2ORIK5/xT+u/pAHZRf+MX3kFLiVz/xcSrvyLmiqS1Uq3QbNpHwJuTIAlQ1Lva0zz7O/bsf56P+TS+9sD7+nb8PgFsfuB8R4UqX6duOr37bmzg4nNnL18jO6G7qyhd2obM6J1n94ipH30fe/ua3IMBsueRP/75v5dqVy/ztb/8Orlx+kb/1l/4Ke8sF4hwpZboELRltV/zUL7yb3/vb/gfmqxlePM774cwx9FvNrNaLQ7MtOrzD5cxzl5/mzMnTVKEqHhK69iwYuF5SJizrA7yEcqaUmNZjdg8s5X50YsLpt30jV3/pxwjehKVZleVybsPmlHFK4doXbEcNFmlCwFWBbrE02+6qJndzU1BmwaeeTIUj41I0FkHOpNiRseszlGdtSahxKBpwOZHcMPAv7tVpSKk3wYhkRaVDe+vUvXRoKhTjMq3oqhrJNj4LCK9+6FWoRpat1bjqKnzq2A2BY+JMvHH504yf/EVON1OebS7w4/Fu/sRrX8ZVKOPShheyGapGZFvNOb6zbR+8sDA1K9kb6t5HqJ15OgVfkdT+uyRI0pIIZgSrEaewak1aprknR/Mj8M5z9/3389M//x5+6l3vgbJ4pOTu4R0BMSl5zmQXcJXHY581S2DSVMSuoxlPkeJZXgWHF8/mxhZ11VDVnq3xCBcq6qqiqhsqDxvjKTsntvmPP/cuIko8PCSnBcdf+YV2tYmDKuDEgifxHvFV4SYFKmeMgJDLSaVq7jEExBloq674K/hAKEIRh3lArDQXtzzLkB5pAudoc2bkPCuUBjFWqCid99SxhbomJ0P9c8mOS6Eia2SijigQVRkT6VZLczk8PGQyGZmxbuzpsnLQzTkXwAdHFKGOPXk0Yedwj9FH/zNnSbx47hF+9cyb+Oev2+b3/+xzbLsFP/CxGX/lpRaWW3eHSp89bUr0oviqxomz0YFGNDkkBJIkNkZTlsuOvltSjRpc39NLNLqNJIQRiiV1ETs0C0hLzCMkQx9X9Nm8ow4OzWNeNdEuOup6TMrzIiaJtH2k6zs0Z5aDd2bfkbtY1Cs1yUd8b50ixepbB7+dEKg00zsDM8d1g/MeP2rMkohsCHiV2Qhw+OP/gsp7lqk3xxZx+FK+Vj4wHo1Q76jrBhc8QZzJqrzp93xVCnsXDPtBijVEIKoag9QJHY5aoReTdbkQ6BWiBCZNoM+Z0EzQaoxUFXXdUHlHEo9rJkjVIM7jJmOieEaScfWmcdbqipH3NKo0KFUzpnKgYUx2mZEPROfQesQJ77j91Daj+ZyTT/4C08V14t2v5czX/x7+0ycusaMd961W/Ilfus7JUaDxDfmzVFSfJQizkFmTsfCWMZO88OgTz7CzsUF0QlOPuP3kDm2XqOuK977/A0wmG2yfPM2VJz7FI5/3ai59+ml803Dy2HGe/vRjnLv9InJ4HVdt0HYzTp05w9Vreyxix20XzrBsV6gqu23PQ+MJ+7e/ig3vyNm8CEiRnDqqHvrc06WeUTTP0GVO0LdGs42rNe23KgyHFHtEIyFBJxkXM3XBsDSr+XSuWpJYLFt2StCGvdmclJItBDHsZjIeM1+tDAlvZ/ggNjVwHhcz6kGyLeikUIuwiBEvFrTQqxnUaghFyCHFtMNGMeKNO0YxAakRek1UawPeI22kcx7RaPo+F/CAhGDI1zo+YqBAD2Z4WhqiogjP5hydSqecJfNDqnzJH/iz+C/4bRyEwGh1yPzKPg9MK07UFX7lkK1AI8pU4Acen72MyJNXvMpQh7rGP/8suJoK5bZzZxnXFV0fUZTFbIk4Rw6Bu+660yiqVU19/jyuh1FlyfMb4xHadeSDXa4ezLj1XM2zzzzL2Qu3cvny84hzTMMDRlSrGipt+dDJV/Cm+x5mlZXKGS/ck1jE4t8uSldiO1Lu1jbcXoQdabkeC2UlZdqcbcbY9+RgCa2196gTuq4tJ7ApVg4vP8vBcsmX7Ag/+773s7GxwfbrvgLaOVmhTx2aExvGS8EnYdWt8E4IKeFzT6dq7jUl2TRrz4liLBKjWivftQi9OR5npROH9i2Vc5CjnbSpZ4qRIxupLAxdvIV3iisL3qFaGZceIyz2XQc5EdXyEldo4b0b3VmKLtALtAOwWyzSU/C47JjNDvi7X/eF/O6nPbf3fbnu4cLIhBRbo5oYPXVc2WbJL4PdMIRd+2IyFvv5OsQyFfUzWGpCCOYNNRmNi9W1cHynRtOKEydPIyVV4v4H7weFnRMnAXjkkUfo5zMeuvseVODyjV2avqPPFmEnTgkKwTvaorBpMZ65OrHcRAGJShXK352VmDPXZUwQG7PkxlPliOLxY+v23FSK9aIyEvNA7QBCYCdUnKxrfvnaNVz3LtoYqW5/EN8eEqpgA+DCw+qLjGyjWCwNZifJGeKT1CHeWR3lvI1inKVPjL2jFaEBonN4Nadi425ZUquxP4Wm2FcmxLAzNWpLCrUFV2WY1JZ1GHGMKkdOiVaV2aLlWOOZZ2VChJQJWAcsmmk00qaeKmWee/dPc+PZD+NWK5o68LcX57nIZQJCXwVyF0voQmQelRzNXrxx6WUKVo0yQHTW6Ty0sc0oKAsJhJJ544rQU8tYTW+ik+QSHOBk8LakMEaLzbaJv0CsqHRqgooqtcxXvb38nOhywjmLuu3Eupa2zN4q8QjKylvr3A8G+S4QSghAds6c9yTgSIYiO0ctYmIAMj2mnRuJY+Xte6acOHHr7ezFFpzlJubKhsKumI0l1bXtkS+shQ4z1NBsRrregcsJ9R5NsZAAHbX3tLlYCZkfmwkwMhaoWcSkUT0jGT6/EpySnJDKe4CMBKhcIIl9jtoFVt5RVxUTddQbm4ydo0HI3hNEcDg2vCN6zzR4cI4eZfLk01zt5vinPkwSZady7HlP20ccSi8OyWZEMk8JiearpTEe+c3+Rgtr++SdtsAOrkJw/OLVG9y4MaYab6wN5IeELbVgQPO0zNlASZGSkFWc/HLJooG1jlCLe4kUWbv4gOs6nDezipxKIjvQl/lg0mQWZc5wHVP1aElQdeRiQ+SdsIpmujaoUZzz5lacHfPCx6qc4ItSqFelipHsKzOs7ZJhW3UFMVp6RY6ohEL8s8Cjyhl3PBabax1mfO4m6k7OxJypq4pYHp5T1qa4XekSxQd8YY0szYKDlXgCll6Ws+KDaSGTSbkJzlvtFAJJLMFshKIS6L3VWL1C9o5Q+OwmkBAaKSkc2LNY9J2ptcXcFVNxWsaZb1fM1qHHQl1Hh+g7/ay6wl8HQFTHz1AdP0PyIVbNhHHfc+LEccNYSs6Nxb4qKnkdyTYo+C0/qBigajYnlyFeQAdVNOuEBJzjiacep8kZqUd4X+FiXzhS5nRsCLo3O6FidJ9zsr/H2wmUMrgUaQv6XjsphhhlvOMoChqHd77o+Y4IgomjQWtyZskYXEVUoVZILhjir2Y+VwF9TiUlfohbMXMNj/HRzJnZmqAuF9mUKgEldxZi6dXEsikbltbiGDm7Xl1WqmK9lMtcU5yZmDQO+pIIUAtMClnRLOaVCiEEazoaStZzKd4nwYbsfcos1CL0Fl1r82FXFbjJFzWOo5VgYy7MVFeTfdZY4lFW+WUYr4WzDxDOPYgb7xwKkVlvhDotqhM0Hw0jB6vmon7IxWvRKPn2l8U8eOza4spqX+8GykqXufXcHejhIVIFJHbktiVppkUZUUYHqMEGDGnrEAe3NAFfeEGuFM19GVSb3i8Vya7gUo/kvEawcymQU6HsJFVWCNrOGVc1Sc3iyIk5L1McBHuO/OoRTAIVM945u9rF0aml0nq1eWsl0IP5KXhbhKl8/kFNWTnokpIyVJ41TOIrZ91mVvqcaTNM1iwLZVViXdoS5BFV2UAYB89VHKs+MxZH4xz7g1jFeRrNjJxDuiV97YgpIilRDV71IjQaTUDsx3QfeifZZWLsCT7gPCzlZUSeuJN34E7ewcpVB340po5t0fgbhzvJUXa5qhmVUa4U6zDS2uR/SKBXPfIAVZXiYmIFpHeZPrf4dmFeDCoQ++I3XhxjcCbTz5FKfPEjKCqbIrU31790hBWpkkscSFPsi8wuMtAXq8NOk+1SFcZOSnBkkTV5T9/31EVM16ZEVbIPnbM0VqeUiJBCIHSehPlSpAxV+XyrnBn5AmwCOSditkUcNBvHH0cqXqMqQkcmlgUizqMRlgqVk/XV095EuenE/nt0Q4esLBVaVU6gTAtduneOibBW1iSx99q0LdpFgg9k74mFFaIirKSMk5oR49UeU1U0VEZ/1s9uvPbr/lt/4k76E3ey9Fv7BM8smWEYa8JcLhY2R/mDurYn0qMgn0GgeZNPuJLXFJNYdlgqdkIaF/iqMaelotJRzetkhSGAacjW0cInt3hev/7/nWZiinZMuxK8Kfbnkyptcazx2Qr/XPziBy/TrDAujNE6CH3ZPHX5mQOOmBJBzSq710SNGZcJPTFFG+LmwgMotRhiLlKD6X4Wq2/6ol7q1cwwk0KzDuoSVloiSjDMaFmINFW52jNCn5WqDOZdEbdkHDFbEGYlyo1knDc3KJvUMS4L02y5zaMjEwvr1urbPmc0mgYySubKjSvEZCqgrpQjvJyQpk9NNvjUZIM91+w1ztP22XZ/IT/lwcJxnS+sJlDgJlbkemWZ/dDAqbKvsZNqkOOqSpm5VfjQUIcAq9URqS/b9x+MC9VZsxAKlcMhOO0BoRZPm2BUVTj1tlBKhC/FwmjwRI1OGYv1iwPjweHL57WirY09dbmy1wFRZfbYqdKUF9NjMnMnxZI8R1zw9NmuFV8637rYCeVkQ+chpcNJ6aJKuMHcCRMRWs2MiidAi7DCasdqvXDUTqrCSg3O4XNm5OyuSOKoMnQqTC3PmKpcgV7Mj6MS45+12htxLym1c2Q3eMRCdErMFoL68C1nuBx7WucI4tZesi+5sHy/wPcLpAl7jXh8ikUkUEwpbk4icKxNNYRBTVPM0oZcnULE1yEICNZU21i6Qi3IdecDIfbQLy01AUcszsqD2kWyWTu64cQT08CJ2IOuvbEcQFmQLcKtpNz7shNrhyXDa6KBdbG+LBScPtkJ3YSGvmwCVWMd9CVdvsmZ1gju1lSIN9NY5+mHERIVqaoYDBBiMX1LzhkxTxy+PJtelX4Q8+oAoRQ77FJDjhC6PhVufiIBo5zpYT0PFO/psa+vKb7szlK9fBVYDt74TmiKMQs5IoXSowKrrkOKRwOlJoze4WLPR7bupRntGPsDIfXm2fqSC6vtZ7TdIer83nRrhz5mNHZF/g496UiAkE2PZzXQEdq8XiylizSn4nIClfgR1dKpFGzENcZcNX+rldUL5XobrKuT3YX0SdaiV0m2m3z5Wi3+pFEzk7LTY5kjdgnqct30RUqRMWpKJhqYmZXoBHEV48LPkiHeI2cbrcRIXyi5Keb19ZhyNNvLojgiRzyJmBK9EyqNLDPUahSaIUG7KxDAdMDhDNAgWgQGKkLryrUsQpeVWS5RLapUagW/jYwobFrrGtOgyEbpkyW/JpQqWzeP91xlRL9qYRUpEatWosiwYM0CYBkz7o6HySnS4lnmgSL9Mq7CM4eXOXN4mW1Z7R4bb8L8oGBCR2MBHSjBRTSQc1zL5W8WN1rdlYsb9mD0YUUvWhxgvMeJo3WBqqoZhYB2La1mXDJ2wLC4BCWKSZtyoYiKE5pyNTkSkjNdTASFDqURoRUj/3tvRbHe1Hg4tZFEgyOWn2lS6sOUIir2IobE0VaLhbea/L7xwlKhDoHKeZwW+6GiUsrJ6jiXbfGMnNBmA2dzgS6CGOzQqhLFJOsdSlMFYnFhHhXTuOwMZd9waoscIYkyDUJbcKiQMzOFcfERHVRCowIOh0LhThk0VPzO/CkevrjFAqWqq/UVl4sFUhShF2Nu5Jzpxd5pK9b1frb0r1+3sLpP/hLdJ38JObyy3NjegsW8aAS1UH7zOoEr5SHtzx0JA8o3HeLb8pE84EgqIIY251zM04i0KeKqGldZEJIpIww3SjmbA2Cx1Db3mqFnzqwkE9R0iwPE0KMFcFRqMezIVnhlflFStkpRBifnCNlYoD4a3/uW87fRd5YA1jkz9A+F02UbQ2gLwS4Vol7UtD7dNAtJchmFCV0yWMF5T6VKW+CKiKN2bn1NxzwEEUNIdgNUKFGgVjMriar0zjNxZkOZy9/pCkRgLNOMJxMLvtanbNRmLUlnQN+1/KC/kw+/uGQj2NucbG/RFePnhJ2GPaYn3RXP3AVapyyffw5XN+ScXnph1e/5Pur3fB/jZz9B3TTQzUmlvU9FopXVCtDh7FId1HxaHm5RdiQr7KIOPPUjc7NhlWux5q5GFU0YWRRTbAFv12kyzEmTEmNehxH0ZXEoQo0vvOwhmbUYuJau0xdWQIUUIZN1qW0awpucRbWsxymmNq5HU7IWGXk6klnFdfOhVJpxWjrBMhd0YvlDKxSvBmZ2wNjBzHI/aQU7QYAxdlpVUrwzxOGKi3EsUwUVC/6MWQoI7EkSOVQxZZOW0ZCYeUldnvNKPJWayrquPG25Wr25ojB2IJNja4V5rxmNPfNyHKSiho6CbQgySCA++wynv/n3Q+55++mXcWLVp2+jPn0bzclbOD+pYTknxrSusVRvavcZYs16UKtXBhmTccINs3EliGxwTGbIwCGXkG3MY2q0YQsr9fjiczC00OJAgifESEKpSQZcgiWQqg1rQ+msKl2TQ4nJ6oxIKmCrFaoNBjZagJHN7dAyL02Z7a2TdMlqr7B2bLP5XC6wwaLgXqpKpWuFpxm4lc51mTN1uepqhECmKtsyaGZV6rVYRi7WaWXabKi6FscbcY7WHV1l44K/zcvGHZcQpzp4E9I6z1gTyRstuY/KxAsxKitniV8zP+Itn/ox3nTHcWaLaH5kfWLDOeOGAZV4vDNhx6iacHD6LNXFi1z7d/9v9tTzrhv1Sy+snZ0L7OxcYGv7HCG10C3WPunrJBkdYlxZx5IMpoH2tWY+5orDMmWXGg1ocDG275VjpO8z217QukjQNdMWp2PKsa5R8SmiRUVcfIvMSro0jZJMtKDFYtqX8B3nbSdbEGSRL4nN1xiuC28/g+WsmSNfm5UmdvZZyMX3wazELSzTKDK+SOb6gs8hlhJPLjWhFAFbsWVKBcIAq7skK50eMSdUhU48lSQ6rEuMpaNtbnouqrCKmVFxZu6Lz0Wfj5I3zN8r0uHwweAiF4rnviqjuOLn7/5S3vvMLqMGXKhK4lomJSv+F3VjxEsfeDBf5/yN50jXrrH9le+gXq2KFP+laqw3fCPdG76R9rVfw+X9PehbskZ7YLmEIxVL5qSDlVCZyZXTwgr68gByHDa6jVL0KG1+yHbGKVvjilE9ZSHKaDrlbL5ueruUS/iR0oN1Xarmw5CSDUtL/WdteRkllYQMDc4MPdSgkZBt+O1yNNOwYp4v0dpmLcQ3nFq4UcGoBGj8ke4nFJ/wSmCZjYeeS/G/VFegBevgvCbLDPSBqryDem1baZKuupi89eJMIaR23Rk6rtQy4Ie2WIJAL466CF+nBVKQQeI6XKUFr5iWoTiUoh0tbFXPWMybtXOCpp4Kx/MacNqhQ6iVNFz92Ptw97yGZ6fnGDWeKz/5w8S6osn5ZcwKxzuE8Q6+2eITz78IcUFaa3ALSb8UdoOPMcWxDnKBGcpptPZoT+tZ4eAGR7Y0e+eNGXFse0rtKhZ9y3RjkyvhpI00xLogIa9pKZa4Dh5FymSgKwn2PUZ1kTI0J/YkP7AtrDuM4q2zvMmS0g/FvQp934PCsTNnWaZoiahi/hLF+NJOnaxrcJQSwwvZUH21TrnOlkiWMvSaiu6xmPM7uzL7lEkFUQ/l+YycW3fxPY7oIAd3lBovBVIoqWO9wCFWy3U4GmPp0DtTbvYSjuo3Z6FWdXAs+kxdvF5daTiOTSdIjuSqpp/W1Neu8vD9t3HygdfzqXf+BHf215k322y99e0ETTh5GQtrd/Mcu5vnuDE92+7P5ow2pnQxkYrjrooNba2bk6OrUI6sHa1LLF4LuBJBdpQSJWs1qZI7A+dObm3TibDqM6dOniSkhKRYrIhsnma2kyZxioVWszbnwFxuNBnXy5Bob9yoFAlOSGp12RD0XZWJQNJhSO5YpMSfuH+L+tgxNgOE1bLwjYptd7aOirVdU0GnywDbla404WlzJrq1LI8whFY5iEWkKwh427ZVqU2XYous1aOF2+GYpGzcdHGsMmXMIlTeM0HYKl20K02AU2VSonpzMo/9HiMVOBFin6mDZ54DIylNgib2u4g4G76fHzluXH6aZ64cMNu7wqu//Ddzpdlhc7VLev/P43xgwcsASJk2MG3QSX354GCPyXRiAOWRgH8tY9ccDTxTG08ktXScgRqjJU6RtQn9kAFNkZ8bZSLlxPljG2iooF1y7sw58790xThtPVIpYRylhhlcZnIuhh/ZeFGpjH40meuwOrGXKOC9AYnOOfoi+0Ipp7JF9n7bR3bp9vapq0CbIjnFAXpdp8fGwkRY5uEczua7rHZdizMU3pXcIFBjqqp1gk5LUEwZf40peFuZSmjx2mqckfIqNUpNLt7qrRgssVFqX1uEdsRVgrkPFo/TLOC9O9r0g6Nh4dlvemVWmixw1L7ilCqLJvD2EzXdG76Ic6NMPWr43h/4MS6MPC/s3Ia/9yEOZguCexluM09VFU9VFc+E8OI41PgsHPQlbcvOrJsGj7o2DxvGzFp24kDa16zlz5SFhPknZFfcWMpweycEXGM5f+dObpikSob8F2MyZMx/PhUTkFyuW+cNQKik2FQW620zAMlrHaGWDqIr4GgqOX5B7IrNJWXhWGhAhYnLVCmWcIEySinXRlQ7dcbFFUfVsfb/E0u8qMDCwst1a0PvvPazPURpnDnMtE6oUdqsVjc5YVY2k8uGpS0Lk9aJsFkqirYEsjvExBbOG2ZV8hi7XEzrxNorLQm3ZoxieY6Dxyh9RB1sbh3jSoRJVP7JM0vq//yj3HHqOGlyjK/7+q/l8d0Ft734Sfz1qzw975i4lzErfGhU89Co5q6metEeYrJiPGXzxSoQjoFicpNtthxZSxdEfsCqhjwcizXLxT3ZjCfywEKtJpDN0WXZGRZDqT1cHv5SvclmzfynfMkr9OuC11r4pJalR4lVYaixMoUaYzPIVEK5nQt4p4SkLL1dWZtNYNkt7fotmBo5kzBYw6N0Wq774hroiylbwvAmp5lWzaIxlKZz6CLH4uhKDlAFtOIYY4CqDsxMUbzY/G9azpROlcbbvLElMyqndCj/+Gzkwa7YnbviD56Ayvt1BmQfPCHbSGhwK/TqODbdYKYQvfDl57c4/sY38XMf/jhb+y/yn37mXezceiuXb3uIGBwuCOOXk7D6+FMf4/GnPsYLh9cvVTHTzWfM284oKGJtex4cpEtLrWqdm12TRtcdoIeBPJfXHuFHR715hNqpU48CTRBEe1If1259qoZ4o0epFLlcNzqcWIOz74BniRCKb5VztjOrUmNZ8peh5Jqtxqq0gJ5Fa+hjNAttIC0XUGoWKSMScwJ0JHWFUaCFnuLoMNZs7YXa/gBN4YglGfKk7fqPhbJSO6uZpmpBAAPzY0OUTkIZDrv1iV2Loy05zxPvDSwOvvDFbNEmgXHweBGqoq2sSoRym+1rNkrYeCeCL5s31xUXzp3lm/unWGnFi13P5ade4Cteex/Pnb6Dt7z6EVZPfpLzz36MZuMYoV+xfDmmIGd2X7RTZjE+OHBCXs7YX3TcolYip7I7sw7IN2sJuxY67uBTuTa0XSNgmc9M9LHCWcCgBTz0mcX+oYGaJWU+5UETN9gU5ZI9aMUursLlSIe17V1i7WGFGMywyKYipvDovZjvZyoiiSo45slQ+1DuThGxwj8r0RvfW/KQYGYNRZ8zwQUTe5RTsUu2CWpXshvFwOOgJW2+MBVaLUlqChMPBwINNnqRWsp0wegzlQ+os45Oy/NalciYKhjZbo5j0wkLFUu8z4r6YDdKNq/4hJneRs0so1AH60xTVquZ+47ry453ya1MOcCnmmaj5p++9ykuHL7I091Z5MGHeCYFTl17kSgBh/QvubCe/ravW1sCnbr7AfLunDbpemir3uAE5wwj8SUHUJO32WC5K52W3TPMB7OxGnFHREAzFjMboYxp9ZIm0mzXGoFypQUpod8ooRS45J7obBjcFkHHwHsKpUsNaqHaXo/8ybvCZo2Y04zN4cyesi6box2YqQi5n5tgISW8r9ahA0i56gv/HnHrGLzK2fgqZaPshDK899h1XeE49J5JGaL3KHO1TdEWE5TxEJ+rUInY6YZRqEdqHKuRt1xmKcFXAYMfKoGJE+IQLl68QruUmQTD7WpT4a4DLqV010GVnbriRo6Mmoa3nx7zK5cv8JvuOsGPfrJmY3ED/fCHue36s8SLD6PPPM3Yys3feGGduvORm1TRHe1qySoVt7h8ZFmYVQiS1oNoZKgJrAPLrlxReTi1hkHp4BJTLIkK72jWJTQLmhJ7SxNdDldlF81NOAwG/zgjlmTz3wwFje5zpvHGNQ9FvCBF+DGcVOEmrnrjHYuULdcQX2aEQugsLEoFQtubeMzVhpk5q918aWBqtUiWUHy4VhnGLuMksCy5ya7MLKPzdvVjlJ6EuTjX3tGW5zotM8aZCCOxRZEYOHCOkaphUyLEMklAhFaEuQjH1GCXpVpn2KhBMY0XnHgLEsWvQxQaYFzCxbVkGs46QasaXc35Bx+/RnzmcR7baKjm+5y/7SKrZsSjHxlx63OPmzuQy/svWWPdcu8j3HLvI9x63ytp+xbaJYs+W/FeojoUcznp1+yGgf6ra3SY9dhi8Pdkrc4ZMg5ykXXlUkhLSaVfdQuWKoSighFnFJNOjUvuNBYvq8IiKN8zlBY8iM2QBhqzK51UhRW0FB7TMGvMmKW15TkL0a9zPZivFuhyBnHOXKEZIk3K+CUV8LbHcKqxNx8Gdfa1XpIBlEOErlV+ZlbmDIpoxdE4G+8MjIfamdyqw6hDtbOOdeGKkKQ4GUopQxocp7xDg80Mk3hqhBxMlaTiqD0scVTFJbwJjui8cf8LfzynROXhNI7NRviW+04yfeS1TLRlVI949lc+yKfe91EuPP9J0l2vLF136F9yYY3veZP9c+9biHFOjh2zWIh9Q+xFLnbapbsaklK1WCAOietSFtewwKTAErlo04aoObAaYlbEBv8f9v483tIsretEv89a6x32dOYTc2REzllj1ghVRVFVgAwyF0KDEy12qyjaKoper9pqN/Z1ut3at/WirS22fS/KjCBDCUVBURRVWXNmVlVWzpkRkTGdcZ89vO+71nr6j7X2PlGAZDZUq0hsPgciM8g4J/Ze77Oe5/f8htl0ShM97SIMKGNUaSWU4nc1x/eGeBwaFNUsv3/M1o3EnLuc9X8LfrvRhCsla6JskZlhBBuPcxgKE9k/POCvvPY8bzzfAw0UmTa9EL4qqUFvVZN2MH+/hfV3i6bri4jP/P2YAVA0UpAYpFbTQr3MRMlpyFeoMbQxVaBeBnWNGERtskwSpc38KaepxxpIoi17lYRpRZjERHn2Jj1oPoOy1rqkQVCPKRwDZ5j7jkmI/PS1ObNPfIxXnjvNuKj4/He8lZe/+gGub92Je+wDi7i78YseLD15T/o6dS927sAEJr4lGofEmN1YsjAzHnurI5qjRsgC02N++CKDeQk96MJ4duHEFylyfh5qmBztZ9mYYDXSxbCsDotdo8l6RjGZcZmFqAbQkJRCIYacNAGVLkxmzdKt2GYwMeaqZzJ/XE1axF69dgMzjfRXT/CxZ59l7fAgIdqZ8ekkNdhukfsjgiUPFXla1hz6ORWlr4aoQuEsqd00OLHJJSbDAcPM6rALQxAiXZaCNdnJb/FzF9mKu02WOlmjl5TPjQp9Y6hszjRykijeOZghGkshhtIZyrwKW3jr9/p9OpcYEffXoOcv8L+/+wMMQ8NP/sx7+PSnHqM+uEL5yjfhQosT8+IVq9u8b/HVqSQFzDSa4+tLFn2WZsnV4k0UovrjyLgF9qkxf3BxEc+cldLpekyRGYIz+Y43gbZpcTHmIKP8/ZQsUk3XX0t6whcqGg90XZNtFSVjW5L3h3kCW+YlJhFsyBFwLsvb1LrMYkiA8PW9XVpa6l7Jj+/3+Xc72S8+J2d0pJ9RcgpHtVD05JUJuVl3KANJ17BHU0ydyUpuWQQbJDvIw/y+targhNo4Kg3ZZ1UpNF19QUxG4hPtpydpzZViiVMDPxNBxKZpVVNPmXaMyQeissIspPSCwpo8eUdcACeGvhG++MyQKY4//xWv56ge8Kp3vIPTd11kr7fO0cd/hbJfse/D4YvvCnv14iuggikd484n9e4iAndpYZ4WvioLZmmWhOmxBfWiaY85QycRBhMXPh2YVF3KugchYUdzZ6CLzEIg5BT6LqaDJGllmEFATfTl3LsYYwne50Zdlwpiu1A4hoRjpcfhWIXSZa2fxGQSEmJHjHDthRfolxVOoFFSqqom1xeJKbE0af8SF38/kxJDnqJ9buoX/qGGpFi2YpL10kI6vqBCS/IdNZKu1iJ45lmGb0Xom8XhTJSXLmYqtYFppgNZ0byLTN/HA7VYgjVMIwxyStrEe4IqfWcze2Mx+cNoUOK7lnGAv/XR65xtd/jOn32M3uEez33wIW4cHhHnU/oPvoWuCwyttC96sI5WBxytDhivDtMlVzrakNmhUZceDHHZsJNTFhIWQu65jMZlAy96nDDK4nDFxG9KCmOl6td0eIqgzLqWgxixeXEbNHG0oiasZRGprgLqcj5OTmawNsvbs/8BZCquRrBmucqRLPEXoMgiUTWGNibXYDRy7dpV6rqH94HapDc+rV26BFNIxvLyPnBdEhLvSb9nQkoTMyaLWsXgiQSBlWW4Vk6YEKHQJL0KWXQ6F0dpBGdsmvIWNpAm7QudSYKKmRpWMxe+y5K6xqTUDYdBbKpktU3ToxXoGaHJLIsFj0xi0gycO32CWuBEZflzr9rkcOsO/uib7mM6XKV3111sFQWj0jJ56D3Mug6x5sV7rF3r0pdzRNV2tSjxMU0xYjg2kNeMXOfosZgNPhf6u6QGj9nkP3uqZ/7WIlBSJUWwQWSlKHFtsuMOpuCPbje0IV0laEz4jDWpZ8k9W5LrL7GLxFDI+0i76P5iQDSbXWi2JckRIUHTuqqz2aUvegpiEjAoBO/pSHJ4HzKyD1Ri6HK87bHhQELJe8tcmUAraRDwpHVOkKSwdApTEn8qoljJ4gqENkZMVLCO/sJzIUddNUJiPmRDt9KwdNo5WlS6nGXUy7BIlLRbLU2iQndI4o/ZJLeHRDB0Toi2QJ1lw5XMNbDbKf/jUzP02af5xKUdZDbB7e5TrfS42YG89u2spWDhF8ex7nrioSXf57IxjTemnDcdhYPWL+Lp45JeHHUhtEwkuaWrf8auFnbOuvxgly19NqCPOCzSK2m9J2bxwz++rIz6ie5rc2Vp8kJbck5OzAtmFZOCxElTkl3yWZMNYyMGqwErHo9N8vLcp9jFFWAiJiRbHw0BjOPGwT71KQse1IVcA9PTbU3ChtqM0IdIimUzhloNMw3UBry1SFTmopnclzQBThRPxInBi6XM70swSUlThI59V7Aacu6PSayEIneKPjv6VAvBqyaiYhOVyirzDKwujEJ8Zqs6klesZshiaDOzNAhoS/Cela0hViM4w5uHws/4cxxNjrC9EQfNNQ6vXGettOgH3s1NHymteQk91vt/avkVou9KVzLvkvMdYZGSQNYQZjVOyqJdxpFItn3WnDWzQPKXsjCTyVvZyCNYwWJxviP4QOkKaqCvifFpc1PscsOuMWA0vUmykPJnW6RFtpCRtLNMXPZsp0iSNXXZa0jyAjgdysRtCj79OwrLPKT+bEakVskqmBQwoAsoRSIFIXG1EEwkc57SIV90dIUR7K3gcA47isLyfQykAWZxSAbEpeJ4MbEW2ZessCRfCUki4Ya0bqqNBbUUkg68yfvJRUZjYVJ8sVNYsUKbe8Ii93q2cEl0qyBtx52jFfZuHvCtD5zlhga2t7a5866LXOqE+MYvZhhb6kQb+40r1s2f/kfHIRVlgbOOtvOYmJO6MgVjERqqi6tgQWjL+Tcsbf0XO0STUyZi/n3NmX4BvEMKd2xIHzwxdBi1kP3FF1k6hvTnh5ieZA2pOjkr2QpbMq6WAM+Qw4YWJv82HpunITZlI+d8v0iyS3zj6T6Xg2DwlEVJtbiCbaZhh7gUV5RGaDQFXTakv2eIUGVcKRAoxS4NPqxJVOSWtB0obDLqmCv0VLHWkDVKtGqogCmJrWBCyllcONpEVWqTvEoHWdAaVLE2Yo1jEjSJYI2hBCSFNCYrJIRJUFYLk2wz07KXMoBbGSVajXX8wBMvcGK15r973yc5Mezx1KUr7Fy6xmkCzUM/TxciQ5UX77FOnT23/Or1esktpW1TRl5MNBrCcSp7UtEcN+6JXrIw8YjHMVtLst9iopSFm0MKnxTw3hMlIM6lSLsQs4Q/QRaLcMaYVy8x9eM4k6RhBpMXxGlt4SPZPDbpDiVz7V2MOIRCEuuhjemwLnj5j7wwBpd6uXmX2oeJ+uQQqMnsdhFOptlrPRKojUFDxGY9ZaPk1Q3ZFihRaAyp31EhM2MDpSSjjlbTREi2P2oR6qj0SC6J85y7KJpIiTHz5xe4X7IEt4QoDA243GMurA0SsTINGH0rzFUpNVVJyaLast9HVVlzyl981RZjdXz3O17BXtnnla94FW987at5zlqO3vh2YuyYW9O+aMW640v/6PLXVz78HvTSR2mDX6p0VI9jL7rksZc+zChg05JZMtC2COhUk8WUAhoTIc5ImmgWu8Wu7RIORomzlui7ZFyhae/mbDI6c5LWFTaXzKCKmvQXiQSsSpbux0yYNTkDOuE7Vo8B2xgDxrjkBpNd+TCGmRekP8Q1R0xiZJ1khaSS/B/mISaT2hiXvu2NCFVIPVYZkyGczfiayXheITZNfRoxpvgsTppRTUwDjczU0BMlWKEXIvMiSd4rhFUNzI1Ljspi0iRsUtorCm1M23WTfTSiyUtmmwYOGy3GpAcymNQ1Wknpr8Eo0cLW+oiyCdzoLH/+oRsMw4y//p7r9CvHpz7zKNfKPnd1LfL+d1OEiN17ZvbiAOnameVX6K0yjR3r0ksNb1jqIJLTLreEJRIzF4vl+CzHRNOERiNJGrU4UHn0RyIhRE6aGcFGxJY472nFYsSlqzemnZ+PSbTaRc2GF4tkt+Mc6RBiRq/ztWUSB4rsGxUWAU3GprDMGJY/p0s+t/nqs5ShI0Qlmgyf5OcnaPYZzYNOmSnQIskIKMSQH57Ev/dZmRwBa13aNeYJ22aljmZFdpHttUPX0djUsA+zFWUkaQmTxVHmV2miEZULHCtz5lRMNrPNCqX8cIX8Xnif3q+GZEUZITsLpod3wynfdPcas3LAN7/+HlhdY/TgG3jDW9/CY67EPvgmMMrN7iWY27rTx+wGt/oJDWLZ2d+hCwZjE9C3uNbsoudY7g3jMU02HlNkFn/RBYs5ZtJ/cglMH7RvO56fRbBDisIRvKfO5mOJG5U9CIIuGak+syzFJsxoGQi59JVICLePSlUUvPD0I5y88+WYHAYuJEA0GpNkZXnFJFFxRQXdGMnXNNkwzmZ1jRJpo1A7wyxqgiA0oOpA0rSW9qeJy1VkR2Uh4mOCC0RzYyrCLEDtWEYVK0pdFNmdL8EohbHMVSg0UqngjOEowii5DicTD5VMQU5+WkchMHCpp0qOzZo5/ib1pZIM4qKAZMqR955oHde8Z9x4uumU5y51tNd3ace7vL/x3Nd2TD/yixAid+hL0BV2g9X8tUas6pvBK3edWCFOj46Xx4vcybwmESE7/S2UOgu+Ulw606SKo9kKKSyZBzHL2UNUpG2xzrIyGKJdk6iyi6km92+SHZNFkw9CUKUIi6V3Ctc2qomtIG4JwnbtjFPn78NHnyvmwqUwpAiSJb8+wQnGJWhBQ7fEkZYVSpU+kgQKeguIK4KzJKFpVEJOgy/ykrxSn/hamiRdKag9aRRrmyT0xJgSQKLSdB2dSXJ5Z9KVWhbZUyw7lJWqRB+R4OkCS3X1QmtZF446r5Oq/PPbvPJZvOYIRQgYA77rmPhALYG+Kh859IxGI561BX57HT19B5/39nfwnLGUr34LBS2f1u7FD9a4LJZfM+ueN1Z56sp1pErTYQgLuX3ycpJlWv1xvFvMdkAL74TFYUz/PmEqxhyb4ZK9OkttiBj6zjJp2kwM0byw1aXRiN4S3p1UOcloIyykWUKiipAqaZEPr18MGqrYzO1aKH1cSMLSJNOKtMZgC8usbVNUy7F8m5CrZZrcFqokXexuQNJ1tuDkx2y/HbHJO39hcLvcl7JMvA+quQeF2lpiMNluMr3XNkCV2Q8AtUuU5yiGyiVv1Cip75oKy02DLnIfF2usmDSMfrHQF0sIkcIabu7tYaSgV1q+64Ehl2YNX7XZh/EUdnb4+Ht/hTPNjP0P/SImwMWXooSejQbLr64unjcmWU930xn92lI7l/hF8ZbMwIUyK4/six5qsU9ckLF0YU2YxZ7kdY+SlM3DRaKpM3Rdkz5yKbLUK+3LNCqlNenClYRrmTydLVLdyb6li0SuLveCS3HHIpw8PwQmo/mtcUhImezOOtQ4Cj9P1VWSvQ8xccc0/9qpSRUmY2A2W1EudJYLu+sQSXKzbPM415iW1WmnQZsPijM29Y/Z60EWduGizF1WK2kEK2iEnbhIX4NJPnQLsXCRDVeE5JzcLAYqm1ZQIftdiKZBDCRFKbctQuRmEP7EL13lfO34149fJpY92l7J/a9/DQfWIa95M+KEw5eSpXPlFlWrc/bySA2jquYvvecx6uA54YQLawPuO73OsN9nc22UqoVJ/c8CFrCaUORFpIakGXxpHaQxJCPYnPncdoFydoQ4x0Q9Op+nwxBDnjTzfkySA7HlWCUd8qZbc+WJRhLuxgIkXASXp94v0WvSIjlJ9DuwiRbkF4IRseln8w02+0JEBJFsy52VSMEkLwcjNv8dkw1l6vXTgWtjxJrklZ4W6pG6cDmpXnASl0bAXQzULgU4uRghm6YYhNjBzAlDTdSZOVCTwM0ghsrkfZ8pwEAnUGtkhtBXw9BqMgYhTaDzmH5dSGrsFwBtezAlXnScp+E7P+80f+nRA77tDffzLx99lnGwHD36MHUM8PEP0KmyFWcvfrDueOxDx+5+rrgcnWH6sR/jysdKTDnk+Y0TPHnuLn7x8h6m7iczWG3ZKAxnBiX3n9xie33EoF+zOqyZ5WoWuuShJyb1SiwgguwqG7pIZeaoFBxMArFIVcWTvD41P5VeE4thwZxQUnhmmZUtjUnLXLHpzzZ5OW6zb1QQsBlo7YxgcPhM7VlUYMmGcCopiMBgiLFLsW0Z0lh4dTk9Fm5ETAoLXcAc+WZUa9KKRBIMU5iUAluYmJOhTa68mamQLS89UBFTanwMFM7iTHJPrjpPURbZeyJJ64d5umxjxIilzCGcA1GazPHq2eSwLJnVIZJMesn9ne1XXNv1/LHqEn/zaJvv/eQNVlrP9773eZqyx+joBu1dL2N24yaj+15L76PP0cpLUOk886fedutF2W7dfSf1YERUS1kEZHqT+eM36XyLnzfMo1K6Ps9tnuCxtW0eOnEe+iOqsqCdTVi3hpN9w4W1EefXV9jaWmdYWqr+gGbeIs4Qu8A8eFRKaqN02mJCYhAspFOLLaPJU1PM7MwOqEyKqVU1y6bUB79cTbhb0uxd9nVvNRltRPV0mlMmMuKtMRKdxUkE3yHGJk94jcSciyMKzubPI/eAspCmiU0L9mTxRhkj1iZ1js1xuAWKalrs2xhQMTQacCTxCFmoYvMBcC6RAcc+MHDJBVFRGh+pyxSV52OO3DXQkKqmM4E22oTYR5hJpMxmtX1nln5ZJuM2Og/s7V3me9vzbMqU02t9Lu17vugN27z3yh6dGlauX2NjPqP41HuJxRApq5cQK3f+wi100tScGrE4CTRtzqvJdo+urljR9Cba2U2YXmPv+UcIoWE28djegBuuz7Onz/Po6QsUowmdvZamm9mUU4OCU/2Ki6sVZ05sUVUlwQjNpKHq+6R0ycZpC9jeG0OVPxSvESuWQEipVhLyIjodpJj3jJjkzOysTe6EeSrqcs9VGJu9KJKCBTHJ9hGTr+y49KEoQ6BbBA+EHByV2aiKpuxqDdiE8oEkdoONIWNj6b81URGX4JqQWa5lTIzYkPskt4AsXErd2BfHlnPZZC1dgVEg+EBRJGecgoiPhtqmQaohGRKbzEY1mmhGVeGW4OzcL2R2gWANO3tzhgUYSh4cKe97YcwjD1/lhcYzONhlesf9YB6nLCquP/SDvOwrv2vtRQ/WuW/5f9xysPhE86Pf/YnQhVd3RpFgMdKSfTfQIETbYqKh6xJLwWpDpGQ0tMkKyDS4m08wvvYZuq4lzJPBa29ljd3Nczyxtc2vrG5QPLnD+Oz99K9epTkaMydCLDA2G+HmZNH0ZibxaSEpNjfGha2SLI3XfMiRI5KTtWSxukkW3eRQJjI84rM1EPlKDOIoYkuMZeZRJfCz0ZTHbHNSRXZaIhro1KTkMTE5BVWW1O2QrXRjSFpCk75ZWqPY7H/KYkhJDAgTEmJbq9KpMCqUafBpWtTINBr6hdAaMD6AhdYU9FNZTOYgQTAuqaw0gstU5SbEPIGn6XMBVtsQ2JtPud85hqHlHz8xBiPYM6fZmDc0ruK8n9KN+nz6R/4XvvXb/iyfvnrpzwF//kUq1mtvkX/ph6ph+eDowT/Ajfd8z8q5N3zFm6688MS31t3sC29cevqOejjMT1y6RCI+g40mWRsRaf082wAZjC2RPmy4fnqqjy7hD59j5j3NvME3M/r1ELGG0dEOXmd4anoLhW/0+WpL7IFGAy5zpzQbYSQJPBSYtAeTFKWrWZe3oEt1MVAoROuSQ6CYJTLuNGJsgQZBQrsUTYRoKCTixRJjpDSWhmOKkCP5c7XZMzRmXD35S6XO3Uqy9JaQDmMK/U3/PqXaR5qY1D3RuNSYZ9Ke+kBlHVmPS2UtIYSUOFEYBpKE9HOfHGoiBmcTXu/VHl/zYgkSGVih9SFZFxjBqMcHz954zPUoRK/8D6/f4i9/dIeV2ZT+wQ4fee4F/szXvob3yib/5V/4M3zHB7euveFM/8yLX4W/5pUDAmI8NPCu4f1vftfZvU8RRX68L+Grn3ruGYbrJzCxAykwIdI1B/hqSBVDtjEqEesxPuIlMQ86jbTzJnOcAq5wDKqVJH9qWtY3hzQP/SyHGK65PnYwor9+CjfoM+ivEF1qnFPvb5PDsYItLNJGok39VP4JsuTfI2TJetb5kfuaTpQSQ5cnTMkONYWBRhyDxURrU3NvjdBpzLu/VPmMCQQKCvX4bMKrLAWVROuWE56XgKhDTFIcdeZYGl/HyDxTc1IuUkzON6SF8cJErosdpbH0rDLrPFIWHARhxabhYOCUqJ7WW0o0MSliImAOynTNnqxLXiW7bA1qXhCDWkszn+M1sns04y99YI9eVfL4wZi4dgY9E1l1Pf7aV38+rvoi/sQv/n+m+90g/iYOVuKlP/C138Xmy76Iz7N7Jz75M49e297Y5PBwn3q4Tc9ajnYPeeyZpzlzcpPzv/+vjHZ/7p++ceO1X/rgzY+/68sp6gd0tn9axVRiirSbM1BIgZIDCkSYE1OihC04GI+JGogRKjX0Jo5w/SnUGfawROuY2RrXW6EcrFKvnqDo9xEzYFiMGZtVXNuCsbTisdEtDWkXPCmj6WkPhnQYcn/UaVbvkIlxGphlPIpATjTLEEjIBhs2ZdkYSaxUZ5LH1TJRI1+zC166F4cxMSvEbVY5JfFKmzJlKIInFJY+kamPSGETk3aRiZgN2UJM5L1AWs8ETaKLNuZoFZM2Eq3YZNdts2OPgcvzjujWODg6SrbrFiZdSwgwGPZ5x7lVvv+pXR64cAfPP/QR7tcxzz9X8MZ7NtG2mbnV7W+ItuQ3dbDWTlxg9fzL8N0MpL3xzi/9evnwpz741Lw5def22Xt57rkn+cl//cNcubHL/W/6Xe+5Y2X16Jes+/ne5tmfR/Xv+y/7DswP/g9QK1Vdn23H87e5qv/22E6+wtjqZIjTutAA1iR1sAQkCoWaZIMdlHE7S/Y7cxIvLAsvRC8hvYpWHU1VYrBcUoetanS4Rm9lm2p1HVfW9Mq0e+ui5iDMtGNzJOPXhTcnIeAzxG8y56wm0mnEUdDJ4mrLvqYkiKMRk2Vo6YOUbBuezqNNhrVYSjGUGpIO0ghLxYlV1HsKa/DZXLaOSmtMwqM8icmbmQB9lyCCNkJXpgGl5xJ461G0C2hREKOndAUhappGM71ZsqBk4gze9ZIANioFjrkEmmnDo9Mpg+mcT1x+nqE1PHZzyj977/v4pu9/4kNH//0XvFGL4tfxmnkJB6ubz7h57h3sZnHEo/PT+jP25cP/YvjBO+99y1dy6XDMfD5FrdBjzmP3f+t3P+Ohe9235nwqloZp+XVZid9XVqPvmzUTxBRUTnpudPq+8d7zX7bSX/vCyfTmFxN00BUO2ogUgoQiPXUmUoSOaCxlNusIzRTUovM9Qg6PlElBdVBjrj+BF2iKHl3R42Y09Adr6GiDlbUtXK+HFkolFqPJJFYMxK7FxIgtK9DIUYgMrKXBU0STWR7Jj9GbgI0WKyE3+jnd4hYadfaIxKkHKdJO0iQhhzXQSeqdPAmTa2OkFsPMQBXSFVxIuhalcBgNtAE6a6jl2Es/SeEUEwIUFaVGrLG0USklMVCMJp+vvgEbDa/hkF/uF1yxqUcdSEHM1pTTEHihLHnVg2/gyXf/BATPuCl4zSvvfvs3/+QOhcTj5Ijf6GA1egx2bduOP/9X/xcq+8nPzttx7ks//EKf/mhIvXMT4wN3ve5B/n8/9KP0Byd+zhIpzp6F3c/w0l4yQ+TjGvXj1WDt7x7MbnLxVV/Ekx/+8e0Lr/3KB5/+2E997fqp+94w2Xn286VTo1VN9NlTQSskJOTf4nBqkw9pgEaP0KbEGCEyZezn1GWF7r5AXUXK3jqhLDjCMS1qxkUPFwKmGmKPrhF8RMsseSfS+bTqEUk+EAVKlBaJyfBMoiYajiR/VbKSSRCCekIosJbkKW8tZUhZz8nsJFGro5jEJRO7lKipJNwpLJJhQ+KBiaawzyZGqpCEsq2x0IWEwy3tpBIAXGRH6S6mhNVJl8xdPtkO2D/cTxnYGpnMp2yGFIz+lq01Lj/3KR57+jFc56j9jOt265+bpps+3bSc3DhDpy+hYv2D1U/d0raDb+XXWImodTNrDKVxFL0e2ydP8k1f8Q38m6v1R6ez+pg/3/b4zb1S44zIDeOqnw3R/+zp+97AZz54lfvf/LX24Xf9k3P3fc2ffeXN9//oN3TDrVe3h8+/zEwPBx09XM6JDiLYUBBtC8Emp2GTCHPdfIzHMZnt4GmxIa1nhv0BzsDqyoh5r+RKKZw5c46jZz7GmBLX6+PLPq7fS+sgk3GvaCjF02YXHvdZHhFJCCnOgPrk8K5KGSLRJmJfEEdHTKsVXBLp5v8pfE5cs4ZCE/Gx85HaWYyLKQRBDE309K3LPgzJs2tGwtNCjPRdYJLTb4fiEkkxx67MfaCxPUwbwFkkszO6o4YfuLLDpD9isLdDpONmY9na6P/hSvePD8lLuQorN3kJH7v8dBtmO12MmwNj8KM1xjef4JHJ530+tzRyl7a/gI3wPxP4HLwWCWQxBkSeFeueNV38t8M3fCXFJ97F4fodbB1dPfnszt7LT29ufd4LTz/8Tnq9i7a1J9v2kFCWVGqIPmKrEhugpcVSZFqyZ9xOAWG3mWJxFMWQRy8/h1x9nq16gFihrntsbZ7Era/z5O6YerBJGK4yr1foioLV3ohgbFJqR6E2gc44QkhdltDgbEmrYIPHGJtA3OiJ4kAiVhxooLOWItuWaEw4WiWGRlKj3vqQIuCyiUkysM0ReTmvugmKdUVyFdS0Y2p8MrVN/LpAqylypS2Sg3VdpgeiGdV83T3n+YF/9wsE31H6MWH14ndMXcVUf+OP69ceLBNfwsGCjYt3bP3oex/6p6/ZHnYHwQz/zfxl3w3xs4k5/56QxM/la5mZGDoUvSauuFYP1n8+qv7ti2/6Gi6/9wfZ/oN/r3f4Y3/zlfV973i9v/Sxt+/fvPKFjeVEGV0x1UMK18NSYCWBsQaX4nxtTNIzsex1R8SuwM7mPHn9BtYoRgOosFLVnDh5gkE9xJYVbrDOnjW0WnPganS4SVVWaNWnLHrZ7DZPhKopv8faFAgVkt+oNUX6vxpog6G0QuvTB2ZMuhbRpCzyMYkqFCGEJNqdh0htYCKWUTaubXIYg82hUVaOc6JvTQzBVDj1lHtjfuzJ5+irZxoiVw9k3j9Z/CNjXvwzdb/5ChK4bkb/tY0dXkuSlet/mq/YzWfAQ9XJex8qDp7+nr21u7i39jz9sZ/l1W///fc+9f4ff/vwNe940+HD735b9FyM+CJ0DWp71GXFfD6lLGok+tS0G6EwFoejjZED79m/fCV5J7RdivW1BbUIG72KMydPp4GhdNi6xx41N+ZK1xvhRpsU6yfw3uPqPlIUadUSW+zcMisdRWZk1CYkX/aiAE0muEc+MixS4FWTMTtLQtrnahi4QBeLxJ1YRO2KZ4omyZ2kaTKoQghYq3TzSNN4aFs0tsx8hGaClBt/aHp49JLec8fvyFeW3Kdn9XGCf3zrDe/8p9NPvofT3/g3mX74fy+v9M9sX7zx5Bc/f7j/JavDtQdnO1df42OL2IoiQJApjkF2eAGrFtEWtS6Z12qkJXJl0nD16WfwpsO0hhA6bFEx6hcMouOOs+fprY6QomJ31uHrPte9Ja6dxlQ1vfWThPVtXM41rIxN6m6EViOFKehC8hA1kqRksYm40lJosg2wRCahYyR5mR6TqCRqiqmb5fCANnQUPmkRQwhY31FoojNrlMmFin/tfx226O2D9VKOnG/RGFux9rKz9l8i5l+evfdBPnn9BR78+j/tHvu3/+Se81/09ffffPiX3hkHKw/I3guvm19/vuh6a7nBBm5ZbVmTGKSlljRFR1GUaLQczTsO6bj5zGeImgz+vSjSdGxtrtMvalZGI/qDIVIUTDHMpGZS9ZiYIaOzd1MO13EnT1JYR9CAN5YiBNRaxEe8C5gQUbWIWDqErgsMRPBEeqZk3HWcUbIFk9L4wKCXsrk1BGLX0kyPuNn1v2VclS/5fbx9sF5yMyfE0Hng00U9/LQV/bH7v+Wv8tz3/Q3c1/0F7Ie//+727rfeVT71ka995omPvq3u9e+aH42HYTpF6iLba6eVjUhAJbnVqMkLZwuVK8A5do8mHNgZLxzuL4Od0BTDMuoN2RoNkeceYrCyAhHmtuBQC+Joi+h6jM7dSzx9FjdYpdjYYpahDNt0YAzdbIopB7TaJj588FiNmCi4XsHN0LE27xKHrmu5dmUyvnLywk+gevtg/Yd4La5TgkdVn8TYJ4erm/8OhQe+/I/wqR/+ezzwh//m2tX3/B+vG1947YP28fd//mTv6tudKbeaLrgY2wQt5JzEpvMUUVDnUsJHVKIEHAXeWcAx61qe29vDoPirVxKgmq13SmdYXVklPP4+KHtoXXI9wM1YUI42CCvbnDh7F70HHkT6kdVen/lgxEpREMVAAdol4uXYe3q+xfoWO9z6ige69v/Se3P7YP3fNKtqWHpW7IO+W1a23t0bbTDbf4G73vaNfOYXflBO3//mzcOnPvJq46rPN4PB57Nz483WyQZE55sOkxMyosQUsq6BaBeW5II1NuVYGwuxJQTl5uEBFgjs4zVQalKn+utPUTnH7NlVxr/4/4ei4LpzjCcdw9N3cfT0I/TKHuKgcQWnuwZvhKefuHG9uuPlv3yg8fbB+k+/kYu54IWbwLsF3j0YbjC+eom73vJOHvvAD5k7XvdVa4ePf+CtMlj5svbg5us69PWxnZcaTAr7lbRXLfKiRGyRo1kimIR7lRicK2mlxQRHGyI7OztJJQVo8BhXMH7iBiuuJKjBh5ZpURHbhupowurJi7+7fIkN+2+o0rn9+o98vSanvwjsIvJvyo0zf7Kw5i1OqS6+/C22lHjyzgff9rsi+g9WV9Z/xbrySNujpXtyFCGGhROO0MWOrPhIng/GYkh+F2oTlz6qYdrM6aJHgOFghTA74vHPvHBNeoOPdMbxYl+3K9Zv60IXInDdlfXPxRh/bvOOV7D37KOsfNV3Ub7ve8/eKFfvv9iv3nj16Ue+otcb3O2b6dn26NBo2UOMXSgGkpN0Tg7BFsknwxS4EGhjIAzX4fCAwYWXfUVV1b+pn/V2xfrPocr5DiVeNr3Ru3uD1b8dov+iu978NXcYjF37xr8gmysb3/TKz/s87n3taxlsbVAMe3Qx0s07YvRYK3gC3loqazkcrer+szv/YFS4j0nwvJSv2xXrd8yVmjjtOz/0D/HXLz3/R/+f/x3f+CVfyLXHH2H9zJ388I/8BP2zm/z9v/+PvrzZvfLK0xfvP3/4wjP3xWL4pnucP/WEL7qB/ua//+2D9Z/ttRn53V/5NsrCEVWff/xjDzF+3cvpDTapnPDA/Rc48cDr+UPfsPOuf/g9f+dd9WiT6cFlwsZF2t6JpIb9LbxuX4X/mb5CiFBvMmPEfHjPlWcGd39b20E3mWCtoxz09uyhlysvXOWVr3rT5/z7365Y/5keKh2s8bBsohboCqah+t7Dy4//cx8Dg8MVLh+svP/JGzeTF6txtw/W7ddv/PJR+b1f/hq2ex9JunuALm0JDrr/ivnhISdOHDE+nP7I01f2KE68lpedeC2feeqD7F76xO2Ddfv1q1/JA+yND55kUK0x/dXNvCo3r16jHR9weesU7/zSOz6k8eTy92/sbPN13/pjVLcP1u3XZx+cyKve/i08u7JO/HXIlSmGeP5Lqzc/vX9mdt9D58YvLJyTALhz6HjN3Xfwqenn6Jir6u1P5fbrc/66PRXeft0+WLdfv406vttX4e3X7dft1+2b8Pbr9uv26/brdsG6/br9uv36nfp6SbD7G37PN2LaBimGsDIkjvdo93cxp+6it30Gd/Mp2vEU8S1mtEaxvkmY7DPb26EpVll7xVuw1z5Nd3ANPdjnYP0s87sf5J6rn6I92qdtGo5e+WVstdeQg11mezvgO5oHfxerVx8j7l5F53OO7nsro0qobz7L/HCX2Ex54hVfzr1yRH31ccLN6zx78rX0z9/Dqd3HaA6uEyZTurU7GGxuI5NryMEOXTR0F19P0RwgR9fBz/jkua/k5dUBvcNL+L3L7OkKw62LiO1w813mQfGyxsrGJtKNqedX2ZkK88FdrLk5dbvLdD7lWn0nd630mbkA0xtMpzN2OcEdKyNuzPa5OJhQRuX9Nwfcu9pntDmkufk0R13HdU5zsW7pqorZ7JDt6XWgx251nq6KFHrIielVHvcnKddOsmpmyHSf/nyPJ9imXwzYGoCEhv70BR4PGwx764x6hqY5pHd4jVWZslfdCYNRkkjvX+KT7Tobw03OlxNmYcZms88HZidY7/d41VZJJR1X917gQ3srfPubzvErzz/NlZ3IH371Kf7FYw22PeQOO2drUPD6O7f5/z42YxSUCyPl4hAurg74vmcbnr18jW+4b5Xf91Vv5cnL+7z+9EmqYcETO3vMpzOujTvedmHAX/+ZT/FLT17ja04O2Fiv+dhNeHh/xmmdct92zcu31/jo9ZZPXTtiY2i4swfXY4/H25KiO2Cdhq3acmGz5kM3hGvjOdtV4EzfcXatz8MHludmQq/d4ZSdcXJjlY8cDYnzKU5nXOhFyqrmE5MRq8wIoWXLevql8LH5OqdlholzahvpOcdH52uclClKw9BGtivwlFyaOkLsKExgs4x4KbnS9umZBi8d2zrF2xHX/RAbZ5S0bBUdn9ETHMqIC7KLhil913ElbNDSZ4tDWu0YGs/zusah1txl58TQ0NMDrtkTzHTIOQ7pbEfdTRjbEQeyxep8B1MolgmiwjSeppSDUcHs3FT0bFFuvcaG9s1W/Z2V8eeFsFXGlkFdzA8mO7ENtXkmrLcbZfmTrhj8Ibt+ojFFBZ9jWOlX/tjLf2sF6/br9uv26z+9V0haLSLGRWQQoDIaVgptN434lxXE8044t6pH5zaYjuqiOQuyaiWsVTZasU8Qo+BEcgjFFTpyRFXOAzf9NQahq2/M11gJL/D77uzVP/gZ/y2dTL/87Or613kv7zXmP9ygdrtg3X7dfv1HfKW8+pTlFVOkhEV1DfQE6CmEB4Ka7ZNuelalOzHQbpsYLlalGV1w+wOJN0VyWnSH4wEzRjnEZ1eGRrpkyN02tLMDtGs5mk2QriW2M6JvoWmxYpjPDlJQnrVMxkc88v730Xv1W/mGb//TDI+mNLGk8co33jPnF6711p977OO/uHbu/P9UrZ38TonxdsG6/br9+m1VfHT5JTm75hTCthE5j5hztcSV7dJfGDpOqXF3DczwVFlI7x47K4111kgtGOGO0GK4yRxDjD2Cb5kcHYHv6No57XxKp/DCdArNmOg7uqYhNDNcCDk1U5eBjtZZMA6jyV7PClixWEn5LlokD8lSR8xCiy0K1rcHFGXFbD4nNC1ttARNKei7E88Xnpjw/ErJLzx79c+e2tv5Ys7e/02hqh8nhtsF6/br9us/xCtFuKVU1BihjdhoGCKcBdYMemLVhvWNyt5Z2959ZWFPrFi9++JW15di0BtUmz3FGmMUawIvU4tGaEJD0zTMm5Z6eoS2M6bTKTebGTqbcDQ9QmcTtO3w0YNvkxdozmByxoJJSWAOwZucUk+g1ZQTWALBCM4VhJi812NKN8cJtG2bUlFLt0xYm84aLpw5y3pVszoYYSvDQ498msP5jLKfrTlNspFsJQUDRAFb1By1nk1p+Ob7DT95uXxQn/r4R1c3Tnx7d+r+/yO9l/F2wbr9uv160aJDzhzPX1GRqNqPqiuquh2j9iqjF8705dSw17t73VX3bqz0t982LLeGRVX3qhNrpTG1WsNbrOB1jU6hDYG2bTnfNoznHdp5Zs2U5/cP8ON95keHTA8P0a5NnUvwuagoMaRUkmTALJiyTFnlmiJz6hxJqKWBWCCuIoqieKykRD1jwLoUOGFitjIwJZVJ+UydCoUIRlPKrmbXbEWYNw0xt322i/Sc5+nxmP/pr/5lRqHlgde9gcObuxwcHHDu9Mf4C3/rr/G2L/5SCjHMUWZth3iPTXYfFDHQmuQGPp9HvuHcAR+4MRo8enj0L/vjX/nianjyj22sb3UxhNsF6/brd9hLUgHqghZetRdC3IgxVlbY2hpW92+tuJODkvvPSbl5wrrVjXLzzOaot0pRbVQO87I7hbIomEnBdN5yND3klfM5JgauTSzzoymXLl3j6HBMbGaE0NHN52jXEHxL9BG8xwGudLRdh7MOa90imJAuBrr8QAsp1A1TEIkpa17AGpPy23MOmaJYk2K+rU22+ikMDubqabuOzgdMjisnRmz01LagX9c4Z6mdMKoq+r0eK4M+6ysr9IcrbG+tM+j3WFnbwJUVFTDa3EIkgHNsbW7xwz/380yOpvziI5/iu3/kJ/iOb/4v+Io3fT7v+eUPc7S7RzObUlYl2rb4WYPvGmpJNkWdRlxMAX4Wx9408qrNCfcOhX/7Qv/b/Hz3C7ea6uvmznwyqvLvDZe4XbBuv/7TLDopE3fuAyFEa4zUIpSt9+su2hMx6p0g91kjm5+6Pjv94OmNrTvXR6fuWBtcOPKh/oY7CvmWXk1Qy7hrMMBrNmfMQ8fhbMpsf5duts9kPObKwQFl6PCxoWsaJCjz+RwbO5xL45AJHUXdT8VGY8qvVQ9YtOtQ34JAaQva2GGy434bwbgCY4R5CCnzI3qiCqUriRoJmlKQfPb4IaHodL7F4TBYrCilsZRFSc8qo36ftcGQzdV1Nra3WFkdMhwkDGnUqxmNhvRX1xkMh2hhCVjibMp4OoYcxRrFcDRv8PMp48bThUBnBRuFzQvnuLm/i/eGjfWSnZ0xDz36KN/8lV+FNjMOmiPOnDxJiKSQnBzU43PmcPAdUYVoCgKSwghjCsaOhWK84udQAH/g4pj33Bze88krzz969+boL3au+DtHbhGVcbtg3X79hwKUSdl5YgyYbAeY+DcW4YQIdwqc9SonP3+rPjco7PZGz9zZK90FM6hX/vBrtobu8+52Yo375cdvEIPnMzefZt529MuKZ2/egMOdFPAznTNrZnzGN0yOJoT5BO0aQOmXJeIKurgwridttooSjNDXQNdFihweGaOnsgbjKkKM2TfTMZ0cEVFKsXTe40NH1avpguaItMBkPsfleO6oEScRr4aGlKwgAn1rGVYFa6Mh25vbrK+vsboyZHVljdWVEesrI0Zra/RX1ygLSzSWSEokTc9winyLQZNXZwwpLJwIKpjcjUVg0nX42RxrBbEV8+kUN9jg8SefpGTCjAIxJZUF7wNaVFTrQ3YnU2zVpyoVW68wfe4pJvv7zJqG1gdWhutcffopnvvYBxitjyiqGhNSNo5ITh8TMJri7EIAMqYlIY2dUcA6x24jvHXtkLsHA37u+aO/vblSvVNWe18bkBvyOei0bhes38mzVvZ1CFiCuBrjTke1qwFzflMma4N2cqo7MK8UuhMrfnzhHebKuj67V6898rHh4eicY+v1/J5qnyO/jsHTzOc8em2Pksisszy/N+ZofMDsYB8/nRB9oDRQGMW45CdvjGE+nSLGMlzdIPqW8dEhUvaoioI6eKYIYgtqa4k2+aeaSLK4DB2VOBo/S9GHIXU5iKasxhgJOVzee48PEdWA8ZGyrDAmsOqE1bUN6nrAar9kfW2VleEKJ9fW2NxcZ7ixxmBlg8HqKizCu8RhHNiyl4pg29BpykyXqGmMCwErQnCOEGPKOA9h+ftR5Jh0mbMpBTBGUBVUUsShiCCailphwAelsIm2UEugcIHxtEBsYNSzdJ1iS4Pv5hzudBzZQxSYz1vuv1dxa2uo94yqGu+FZ65d4fRdd9IfvIqf/9GfgtDShpBC9uYttC3FAo/TFDm9sARZaJGtMUTvKUSYULPu5nzLfZafel7fFJ5/6tnBypn/sitXf4CYQqx/s2Pi7YL123zUWqirghiiOMGwrrFbUZG1Qv267Y62xbevKP1ku9b2FaLd6sbRYyvhZrdWmTgorC2/prxKOXXEaUmFUvRK3nxhQEPEz1oa33EYApd29ngaw1PXbuLLU1zdvcZDP/Iv6KZzhqMRWvdg1tEf9WjaBpWCunA081RMbFFgy4qmaVCvFIXFUuKNp6BlerjPeDbHEOgXFaZrGLcdbddiNHLkI4SAmmRBL22HUSiGfUpXsNqrWVtbYXU0ZKU/YH04YNjrs7G1wdaZ05T1iKJ0WKNUdY+yLlHr8FHR4BFVugAhBEQDqBKNga4Fa/ECEkjjoQSkM0g3RjWlJEc1iDWp84ipKAdAfcBoypgXK0Q0Pa+5ezKS/zFVgNzRyvJKUWLqchQ6wCoYa7DGUhQVuJqe2wPjGAxGDOuaTpXZ4QHPX73MhftexsGNaxRlj08+8SxvuPse7lpf4/t//EcpgvCmtQ0+/vGPcPeFe2nU08XIwXRKkPz3sZZ5F7BIzvUKyCJSAMndd8qcFWJaJapl1ijfcH7Kx8a93kevvPD9q9XOP5uduuNPnPJda36TqsDbBes/6pCVEdkcRK5iQYxVMSViVhAZoLJuw+y8Nu3ZIk4fIIQzp7vLJ+OVy6Nee7hREbatkfI13dOiIY1JZVniypK+Dxix9Ko6xYUL9F1BMEIsHU3bosFzc9zgu466LFAjHFyaMP/kwxzt7KTCM59hi5rf8w3fzN7hIYcH+1QXoWsb5l4YDIZ4LBI8XiI0HsGheGatp4uKjwrdlJ29XXqupqhKprM5RWjxnUfqHv2eZbtXstnvszYYMOzVnNpa5/S5s/TX1xiNVnBFSa9y9Ht9XN3HVQXRCN5HYghoiIQY0/2taZiS5fSqKZ1blC4o7bQBaVLBWXQ7yvL+VxEkKrhiWUyipM/JIEDIH2MuUqSNHfnBToSs/CCLpj8zkP85FS4hhdYgGZyWXNjyz7H4X1E1Zf9GQcUzm8/YPn2O3UvPUzRTit4qpVHaowNuzOeMXEqfvO/CXdjZjNHGJtVwiLMlG9ubxLLibQ++jvvvOMtzN3YoyoJub5dBr0QwHO7vJ1zPOoI1KUZeU4FNGcTHp/jWwqWkNPJIwrR2W8v99Zy77lF+/HL9X/UuP/umYm3jW3w9eoTfBPXhdsH6v6XzMWC0FiNFFDMIuHXa2Qnjm/tj22262Nxx0s+2yp1nT/ubzQnXzE9sS7d6uv04Mx/px0Aphk6VILCB0nWeqqowGOrOU1YVTfB4Y3BFwWQ2xVhHVHhhf5f5bEacz2naOYSIoDgjmBhwxnB6sMLm5irba6ucOXOac2fPsnHqFP1hn341YDTosX7+DEXZ4+r+Af/0X30f7//Qhzh35hQYZTqbcH1vQtN4+tZgnMEZh5bCOpETm+us1T2219cYrK2wsbHB2miN/qBibdRjuLFJrz/E9fs0TZsfVEG7jhg6gjGk9PCEKZlcT0KMSIDGWHwMMA3E2KUH3Ng0QiHpxkdQSTnE6deCmFS91ORCobekSYvkcS/RI3KKcS4qx+PPcQK15D5I0/iUo9vS98p/RuZ2YQWN6X5Ki0JN3ZVJf0bI/73mgUkkfa8QE1ZmxKROzVpCFMqqYHZ0QG9jg3tPbGFVU5J93uTFmH92Mfio2BjBCPM2gG954PQ5/ub3fi/3njvDlcuXuX4z4Ye+aSl6fVClDbkAJ6AwMSlyY5+ynTUFNsnivRGW2Lok6ZBTpRGLhsDvu2PKh3bqV3x4d+cj9/YP/2Rbrf4T70rk/0Lhul2wfqMOSAxqLGqMjYqL2B4h3qkxXIgaT9uoZ4vdJy9Gf3i2o7vYC9OTd15/sgo+mDI0oMppazlvYR4CZyOodYyN5YyY5a0fNNJEZWaEEDxHPtB0nsl0wmw+g65FvGJKRxc8RdfiVFnr9dhaWWW0tsJ9Z86ydeIkq2srDKqSk2ubbJ06xfrJE7iyxFYltiwxxiIx4oHYRUzhEKN0bYeoYqxLIZ+5OMSm5eRwwBte9gp+6ZcfQkMk+kgtwsm1IY9ooKosPkZCF2ibI/7UX/izvPqVL+dwMkXFYtXk1sIDgm8C6gwT36H7BzjrCDHkByNzlWLqP9JhVqKYPHoJpjBLTEdQEIumpxwxqTAYMaAxFZtclRZB9CImNTTLNiEVD1GDmNTN3FKVlsVlWeAyCJ26iuM/O32gqdtadFeK5KfcYAwQI4ZUxAQhxlzFMrRuxOCcRYzBSOrjMAnLwqQg+bIzRDH01tZ54qknubB9Eg+IhtT3Kal7E4i+S8C5MYkPZlMxGw4GPPfIw4wvX6IwioaYK6ywdf4cai1OlC6CmJKyAjKfi5AK8LLPUj67WLFsFlM3GT2CsN8ZHlw94sJaVfz00/Yfj8L+12DMN3arJ5qX2m39zihYIqnryW9wfn9HiJwFOWWIZzZvfvqMkaM7rD+8k/ns/q1uPPK7T/WGxEGI0Q1IPJu5T1jHpG2xRuhLARi8AVNYZkGJPhC6lnmMWI147wkoIXrG85Z2dkQVIz2xrPX7rKyusjoaMhr0OHnyJCu9ARurq5w9c4re6iqnTp+hHg4Rm1bhZVVhigJnDbroxNou4TAZS1hgJIigYvA+0oUZYlIcNJoS5WJokU7Tw7EYXTIBUUzqesrBEFNWGBIuU1Q1Ydbw7OEc4wBjcRjmQTMQHvFdpPMBUZ/4SiIYY7HW4MpbHmojqAasgRhNRm/SNs+KXfQ3hJh7HiNEDYntJLrscFJLE2+do1Ax+cPWPHanByjGiKpkHEZBDcZYYmwJPuKsA42ECM5aYvB5Y5fG6pCLDijeOCrjid4SrUPUY6MizqHGpb+XplHOCpjCMQmRnd1djvb3mbcd0+mYLgizZszOeMYLV67z/LVLTCdHHByNOTwYY6PSzOe0XUsIEecKjI/MKvjxf/a/sd5fYT49Qk2CF0Tye2lN1imm97q2jrIqqIsCqyGPeI6Qz45BUa+IU9oYgQhOKGLabiqCpg8rn61cnCR3dHqMv7EszDZ1kzEwF0ePwO+9d8q/u9z/6sncX5Vu8vW1sb9gXPWiUPxv+4IVjUOMHWBkU8Vs95uD7fLg6mmZHt3lfPdKI+EOt39pWO89tW6drLdt59YM8MhP0QZPZR3GWNbK/fRmxQTsktnJR0A772h9y7xr0BAYty3Tg0Nc11GVBcN+Ra+s2RiOOL+6xsrmGlsrK2ysrHDu7Gk2z5xjuLKKsyV1r2AwGOEqhxRVbvEV7wNIhC4SRMEotSt5+oknUeOo1zfw0wnGGtoQsBrwpE4IybebSOosFu+NCDZ3AVEEYyQfonzLAybDMIpirc0ohBLleJcIUFUFre8IPmAwUBu2+4YnTc2grDkKkVI64iwSvAebiliiIqXtWYgdMTqsgGAwNuN3y3HrGHtajHOJOCpLGDrRKexyU6V5ZEoAdnolDEUWTTIxyvLPTLXTYAshhAAxd2G+xRiDKRwGMLbCOoOlw9oBEWiicjCbs7d7g3Z2RGtL5gd73DyacGP3gMP9HWZHU8Zdx7SZ0c3mGJ+KbwcETW+2NZa6qOiXBWVVUTlL3e9TWsugqNCd55g8/EHWTp3k4mjAyYvnKIqaUb+mrktcWVCLoXSGQ6+s9fq0XZsuqiWGtBjXJLHmVShsolA0TUtd1VhbEEKg0URMDcTUCEfFxQKHycJsoZH07tt4y/icR940tsvy85HlBnExPqbN4mJxoMBkbvjyM1MeHZdrH7q69561lf4/jmX/21V+WxQsAVuk29/IUIwMFR1KO7tDgj+vcKeY4hXV8x/birFba6M/qVG3jGjxsg/8K1QVX/Qpq5ozB0/DwdOAYjWxiUM4YhIDPiqzeUPbtUSUWdNmRnEkqNLMO4rQ8nVf+GbGlDz67FN85ud/ju/8tm/j7V/9NSiaiHyDEb2VdfrDGmsdal26bfPMb1UJkm7kLihOLIGAEcVgaSTiu4C2s7QOFsVYwQTSr9VigtASuOPieUJ0+GaKlBWx85gi4KPFoIkTpfnviiEYIHiMc2CE0Hmcq1ANRI2JjW1s2tqJQTUAkcIWS9zBRF10oUvcxllHWTjUe+qqYOeoYaOoOTWsOQqG1X7FbG6ZF3NaTUmckdS52XwTh6gQPdGY9P0jqCkyPhVTMUIQkzvAXKyiyi2jmcGaY+mNEUFjQKzBWLdkjotJxdu4RKycNB3zecNsNsdHT/Ceq4djLl2/yc61K9zc2WE8mXI4m9EeTRDfMI/Q+JB0hW2L1UivrOj1+tRVRWENRVWzUvdouhn9fp/14YhTBtZG5+j1KmxhEWspCFhXUluLlYApHEXZo2nmKFAWBc5A23X4u1b5vHvX0OAZDAccHk545MnLbGwMuHBylWmb8Lmq6GimC6wqdcYq+SrSJGyWXCFKm7vTYNAYcUWZ3jsRCmAyn4MRrElnOaB4kz7/iOJECCIECZ81uCzwwcWiQnK1utUiS/Kl9Fm9rhWO5sJ9dcOFuy0/8dz0jw2nz3/DoHI/BPzx/3AFazF+GRGgBvrAKhovEOMrgthz9dHe6fLpT5yZzg63g29Oh3m7Wf3i99lDEcizu7WW4kM/RSM2/VEGim5KRPAamTQtTdfSdS3zpqONKQ6tC0oTIlEjbfCpX4jkxSuYzHVREYyzVEWJFcuw36daG2K0o1NY7RWYoqRcW+fOVz/I1ulz9KsSVxegijGGWRewISL49ACaxUBjsCYkryFjEAKWVCgS09LmB1NRAxkHTrycjFkoyWskYIgSseLSz25tKopW0WhSx27y1kkh+hZjC0JQTEw/17xtsNFji5pQOkxo8D4V16hKWQ1o2znlsI+0bQZUcwuz6LQ0Heaq36esK1Z1wstPjviQtYyqgi5ERitDDueTJD/Jf9cY8pZMUyEJPj1sxJRK5kyLcYbGK4PapRvbWYh17gwCnQ+EqJlf5Tmce65cv871nZvsjqdcv3mTw8N9ZtMpB4djdvf3mDczDo5mzJsZ2inORApX0i9rKpe6237lGJQFZdFjc33E+X6PweYag5U+oiY/5JYyRnA2jVKlIUgaj5wRjCouUxWi95T9IU4j++Mpe23kXD+drZBHY8VgNI9WoaHQiLh0vmedp2ctWChsgTGWrm3YWB3yjje8AuvgU09cYu4jr77nHIXr0SvbxM3yqfgYIjFqHgvjEltSVWIXCApqqtRJakRjxDtHWVcoQhBFomDyxRWIEBerB8EYl7aHt2KAcisun7utW7qs5ZC4BOvTeRCrTKOwZiNv3Or4xWv9bfXy1s9Fh1UCVsQMNOoZjXoGMRfjZP+OTtjwhwcXu3l7t4VtvX55ZXb1kkRND1Ftpszf9wNp2SCCsQbjO+x8wlFUQufxsWUWIz5E8JF5iHQ+rcPRvBJ3LolF85pFgMpYohjEWIqih3WOsl+xZgtcWaYi1O/jegOqosIWBcZaemVBWRSIKSgLm8YysfTqmp3xlJuf+DlO94dY9Rg1bK6f4K577+TqlRfSnsSSMZb0MS4pUbkFF4lENXmLEvHkUS0q1kjCY8QkQWxukclFVUwCiwMJw7GAzcU25u+mGCTEfKuSJRWCasRSUbiCqXqcD9iqThulENjb38dMAs9evcb1g30+/5UPcObkWY4mh5Slo5t1WBsBd8vtmTDWvrP0+n3Kfp9BPWA8a7h2MKV0jlNbm+wfzSAGBlWFdWntLwhiIcYk8hWvlEVJRAgG+oWwN57xEz/3Hq7d3OP6jT0ODne5vrvL4cEh0QecKIUVClPg8zW91l9BNRDahpXRiHvuvJOeFdrxmHvXhqycO0m/32erX1P0S9Z6FaNhn1kXCL6Doki4WMbcQuiIPtD5lsv7c3wXubheImVJtBYJHQGLEYvJnUIlASTrBY3DSe6uxeOMsL7SZ1OgEOVg3nA4j2wPCuoqyZTSGCzYniN0HvWB2uWlQ4wceqVvA7UR5p1iTaTAcde5c9R9y3Q65bFnr2F6Fa8HrKSyoBlQMp/d32TowOA04pzFlS5tHmMqWirJPsbEPIYLWCN0+aLwKNaYY26YHAPrCwzrVvB90ZnLEjdOI6osiliGBQTwojgiBoNYI7/lguWK3qej1ztnV54CZ6jKktpY/NEh7d4Noka6mG7BLgZC62l9JCB0MZHefFSCarK6UEFjhBiJ1uGA6Cy1cagpKauC3rBiVPco6h5Vb0hZFlRFRVHWVHWJKytK5yidRU2BWEdp0pZIxOCsSYzhDNxaK6jJmEoUnICxQrQlRE8vdJS9AVYq2gid73BFlW4/TR2JyVwbiboEtoMm3lMXfP5QUkfYBU9RFgnzsXk7FVu8FIBgc6UKgFHBmIS7aEwHxWX9HUu4OIGXixstZqYTJq3EYwhsjEa895Of5Lv+2l/nj/+B38sTN/f4mX/zI5ze2GY+mbC5uc4r3/QWfupd/47HPvUof+Pb/wh/5s/+OUSF4DWt/HGJu4TBmjRuEQNVXdAbjBj1BzhncLHj5SdHfGLQZzhaoygr5m3DuJmlhzEf+CRDARMDaoQ2JLC2FKWuRnzmo4/wr77vBzh/z/1M93f55i96M/26oqh6DFZX6doOY4QQA8Y6nFl0hgLaIlHpvHJj74DdwzUunDnB+rBHO2/YHMBKZZl2AbSB+RjfBSpNxW82D+lSSbcxRgx3b/QxpUWNZXev4WA85tSJIcNKaDNYX4gQ1OZCkDZsRpSDuUdbYVgYjDVEY7Ak+5f1QQKerx82TLrIemkpS0unBTGkJUcXItZami5SagGh4Ykbh1hXcGK0itUkkJ7sdRhnuHB2k71ZIAZZjlqCZt1e6nRuJZUv8DxVMMZghXTGFGymQ3gFmytKMGbJC6skjeYhxM9mEi52Hrfwxha8Nl0QykgdlS6WJJpkPumcpfcRkz4H8yIg1ksqWGrraWDK+tqIZ3cOefaRD6eVf4iYwQgta8QWqHVphW4cpSupqwrnSqQqGfUGUFT0q5Ki7FGWBVKU1EWBcw5jHWVVIpJWusEIhXFYa0DSQ1kWRRoPxRBN+stbsWkVnTmYgmJD6mqikeWbjzU40oGzhUk3pS4AZsG6EsRQOIPECF2TCHtLMlz6s3Ux+5HkEmKErm1T/yMVrkg/x9pwhbZRihU4ODjCR8/BdMqo7LM+6tGGkLrN/HBr7pdFUkdjSKNilFvW26QtHnnFHUgH3agkRrUxtOMxl688z0Mf+jiigTvPnMe3MxoNeFvw9Kc/w9HNG1jnkKJIqeICYhYbxbwNI6JR8AqqAY9h6ByrvR71aAWzs8NBExh3yp2FwboRg8GI6WyOMTZ3ggs+0QITE4iZMW1TZ2utIQbP4d4O6ytDTp85gWKIavHtlNJZrh6MObN1CmKX2eYlaiKx6QiqGFE211bYGgo+zLh2Y49L18eUpeVlpzdYG/QwVWS02mfVt6gGppNDunlLXVV0Ubg+noGxrA37tBODuJKVvmM06GMFbu7POJp7RoOK0aifNn9dR3AFBksbWpxNbp2IYdp5OvX0xGDEoiadFWMLVkwiVu7PldBMGAxKnEsPuPfCpGk5CAFpI4OiwriSo2bGzRu7DHsDhv2KGAR8YNL5TLNIgPrigReznL8StpW2LUt5jTVpi5mcJBKnLUYSVsXxsyExsftbZ/Iy9hascVEUb+VmcWvXpceFc7HJXYyKuaAp6TwHXehV9bdesEo3JMqU6ewmHR3SKbLaJ47H2FP30Dt3J4Vz3LW5wfpggLoS52y6YawF65YmZFaEIAZrE/BqsCTqjxBCHrWsxYhi5Xg4roAug4hFxoNsfqN8bjMrk4WaJuBiAnxjJvBZVciA4gIE9lEpJHUSxJAKlzV0CiIWaxNga4zBYAikblDydk5UU8Gwll5/yF/4e/8v3nL/K7jsAz/+gz/IcDRk7+p1vuRL3sHq1jYf+cBDXL95k//tf/x/c/rESaZNA5k1vDBbExaM4tRaS2ZOq+TRMI+dRhJfSPN6X0kaN1tUbAxXufLCVUYrFa94xavYPTxgc37EfXfcwSc++QQSYlrjh7DEsRJL0WMXZnG57beZLrje77G6tsbKaMS5tXUenX+K++84zbmTG6yMVhn0R8x9g7Ew7PcQm4oSMUlLjMm4VgSvMZFZJXXajff0Rutsb24S2pa63+P60ZSDScNd25ucXd8kxA5Ci8GBTSDwYTOlORozGe9ji5pZk4BvK5Zz2yvEGNmbdTyzN6HrJImXZ9cIrVD2+rR+RlXM00Mrwmqvx1FQ9g6PQCMnN7ewYghlwWhoGfYjtnC0XeRo2tIrDYUNiDF0kvAuZ8CrxxjLyOViPJ3jEVbKNBF0WY5TWkFGPaLvGB91WCcM+pZoC4yp8HpA184IXhkMajZGfcQYXtg/pAuRUyt9WjWEoMmrShbmNlnvaOQW8Dt1PUbSxrbXryhFmIlJVIj0MBLSf40VSdNFEVHJ8IekDkg0LYeEz8aq5BbO0DED3iy/96/JqtDjaSFNHUIpn4MOq7ElLYLtWqqqT9XvQVEgzjE4/woGd97FQDsGwz5Vr8YbQ5n7xSRwjXnIELA2jYJFgTQt1gSaUCRQVKAl8WNUc7saoSRAVWFCQBBalBISYbBwFJLGpWkMlFGxK2u0BweE1tPvFRgnhJastpdFg4IxCY8KCsGkdXACBw1BWYKqUWPm/gRELBpi3kTZtGUTpTCGS598lO//9BPUow1W+z2GYti4eAeHO7tcunxt2WUY69KmLMa85UsFIkFbxzKPqOaW1tmkrU/2h1pYaEcUQyosqoHCWaRwWAtIwdbqKtOjA8Q5trZO0DaPYMoCRJdkTQPJ9ynfyhJjPtxmyf7u9XoMqprRypC17TWK2HE0n3J66yRveO2DEANtOwG5yFp/lED/vCwRLDGGhKFIzDdyOpjWOSpnmc/GXH1hBuZeyqLPo89c5tILV3m0/zRf9/bPw3WBeQTr0s9nYsChqLNIf4BYizUBFwVvhUkTMEaZz+b0ez12pzfZvfYEjhFH1jLoPHUB08kMcYa67rE7OWS4anERJp1y/XDCZK50KpxYG1BUjuDTe1YUSmss85mnRalM6kiObC4UCLO8xexXNa5QfBe4Nm6wVljrJRgjdl26aKoKJ8p8HhjvT+iaKRIdPhgMnpB5bbYqWB30E1iumgwDLagaYpe6fuV4JNNMlrWL8S7dFbi6pBBlHmNi22eg3S+XJIpi0WjQAFq6hB/nP/uzOC+3AvAcs97JkiMRs2Tw/5r9HGAycTWo4uVz0GFVq9toe0TcgbqqaCKslSW7IfKO5jpf/SVfzN/66U+zZSo8BiMuVeu0NkuiUGJqiTVrI0PAlSUBoYwRrXp0ISwpAYpSaGQeW8btDNm/gZ8m1nfwDWF2ROgadDala2Zo7Ch8pO4XPPzRjzB889fz+i/6MoY6xTdJdNpFyXhFlkcYTRuVEHEozibQuw2BZjbF9fvL0TepKywquaNZfiaGGGHuEyh6ff+A+09u8WVf+FUUZc362ojHnnmWX3rf+xiurGYSZJfsRZb7E2EB3y+cIdWQ7zqz3KokqYdis2olgfaagwxyITaJGDnvOk6WRXINKErCeMKjj36KtZVVZm2DwTBrWohpPLGAmnRQjTHLTY8RQTMWdXJ7m9Gwx6jXQ1UY1D3WV1Y5vT7CVhWlUY4mc/r9Itn5ZrpHjKkoqjFEZynEZf2cwTmDl9RpS+Eo6hWCsXjfgIG9o4YbuzucX9+gVQHtUFOiqpRlBaEhzCMhKkaVJrY0FKwVhqAG7Rvadsb+pacJxlCt91npIvPxLjLsEboCf3DI3O3hVjY53D/kwl33MrvyNPu7e6xubFHWNc45Dg6nzDplazTAuwLxETA454ihwwel55KCoYtkrBPURNpWMBiGg0RHmQfFhRbNoL5IIGhEnKPqlRzOCqSbIaSFhc9pFeJ95jSlfzaSurvCKLYDNZq34sJCYGQyrqS60CUKlSsonF0SzBP4nkF/NG2kVdEYEulZyEsmlsVnybO6hXS1oDksKprqAlvjFt7WsV5SM9FUb5H//JYL1tr5V9IWhnDl40x6Q+qyolNlWDre0z/JE79whc1eTZCIcyWaFmJ5a2IIpBghv3gocNi6z2d+5eeIO8/jEGQ+xcdA6ZI/teab2WSGulpDmTuA1MI6eihBPXfWFa11rG1s0VY9PvgL7yVeukTXtHSlLBm4SU0OQRLoLqp4wBaGtg15w5eM0A6csnX+rqTB8hGcI4SAW9jZEjExFWQLFCYSC5f8l4oanMXaiHWCLVIAgOQxNEaImm02crcHcamFjqqYmAojcithMv1+F483NaqZELroRssqgd2+Q4xDQ8egrJkNh9x74QIf+OiHsTFhfk3bZHa8JUjEaC6b8Va9WD5gvmU4qGi9Z70/QAqwznJqa0g9qNjc2KRtW4qqpG19skrJPuTGpIPvrMWHdHOnazsQMdSuwBWWqqppvWdQK/ed3GJv94DCRLbXtmiJRGIudukCIT+EIprHc8E6WC9r2uARwGnJwdE1JrNdzp2/DwxMm4btC/fStYp1kVicw7QNe9efYa/Z4+577ubue17FB973s/RXRlShIBrLaNhnFBMWFdRjTJGG+bxVMzYtd2LW3OmCrOojpkj0Gu1ClrUkDp0sOW8mbRpJvKi+NfjSYbRAxVLXJbEwOFtiTPYAM9C0SgjgrCy0MAm/WjD946ILz1ejpiJXlAXGmiWmaI0haMAtZDySzig2dWoJ7s8eYwu9I7fiVnL8972l6TrG/G8h7v4q0fSvtT36LRasaysnGTbXObHao3M1xgjWFUw1stE1OJc8eNIImGlkossDqyEuzTKCJixGTMnsySd4YBXi1knMvKYejTgcH3JifYVer0YKh1HDtJnQX+1j5pG17S2KvqNrZ/ioPPzpq/RKx/5sxs71HcRAr9dnijIJkdNRmJK1ZSFm/EoJGRA2BjQkPpSNEWcsM010i1PrG2CELrSY2C1TARabGCUh4yGCksY8j1AWjp6rqUrLoB5Q2JJ58AwUYgyJs0U69AUVMYb0c6jkDk6OTfLS9Ze7rAxgZjguZpxiwU4HcGIxxuGDp64NF86e4WA8ZmvS462vfy0ffPgRAkrpHPO2pQsxyXOMBc1GbBoTiTdTGpwqtqwZlBWlgFQlUBK7hrvuvJeVlfWMARqGvSHPHLzA7niXoSkYh8DB3i4APVvwyDNPcOXyNe64+y6+8cu/IukaVWm9EkLAOMPzV28wr3q8/lUXoZmxurbOlStPU5VDiqpgfjjG1BXSArHF2pIYG2xZ4H2HkYgzgjOOxnvGV5/lzMk7MK6gnR1y+vx9hG7KjReeYTSsEdPDK2zf8XKOPvVhbl7f4c1f9Hoe++QH2blxleHFe3FWUHFE6VDAqQECag2WVDC8ks9C6kzTwigz9xe0njJ5uVuRW5XQmVeXi41RsA5DiZ8dIoVN+kdx3JoBGEKiHDgDIg6YYxbaSQxmYUuTu/iIIs6iwWNsWnbFNhBVqcqS+SKowliMdRTOMY+BLkaK/HeMi3F+ucG+1dlKfhUn6xbKA/LZWBdJpaD5r2OtyR73n4MO67QzwbmCTixrVYkNqd46Y2gzIGRVMZpAOc0ci5B/KLeorKr51ktVv+vXXJ3scef5HnG0wsc/9BAvv/MCb3rbF9B1c9ow48beFHs0Qr2nt2KREjyO4AZc39tjfP0GMwdt61ndPsFrX/9a3veud6Eh5M2dJG1XjLkopIMTRShkYeCfuiSfO5lCDFhDkXUrbdPhNR2FSEgiWRSRmGqJMYlFLJYuBErjWBn18DFQVRVlVeNDOhg+JmJfWHZ8mjlWWRybN5GSdXExH36Ji84yFakQjjuzIIaoiZ1cVSWusAQfsLagV5U0voc1wrjt0oEKHt92NPM2e4snRb8QEZuIuZLtck0W6A6rkkG/hxhYHfUpjVJVPT7yvl9i9/Ip7nrw9ch8wjh4Tq8MaaY1P/Dud/Pc04+xMhxQ2IoT586yf+kFRrFBxkfMZ1MuXriTv/4d/w1n7zjPzv6Uj374fdxxfpsgJXQeiUmbWZY9bGx44fmrWKOsh1HCk3BIoZhZh9pUsBc7fLGW8Y3LWFdQ1DVtN2Vl5WSSHQYYFZaqHjHZuUq9sk6tytb2Gfb2nuPD7383vf4KbbuTvk+hGPEZhzVZZ5m2cYYlXJNGUwPOaF5mCBJj3mKbY0/3vNpfbLdV0wgmqsmVIeOLiQqaNo8afdqKZvQyZo5U4wNl6ZLESNI5JWNYCzeImLfOIUtw+lV5vMk1lkk7R0JK2/HBpzdIY+L7KXix2LytFr2lGdJfB8S6Fc+6VVmon/1vlr+jC2IXL5oi/ZIK1q9MmoP18aS9p5mVsuqS7igHsNngkRjpJCn2UY+GxENJEtWYHC1jxGZxV7RwGD2ba2tcrPo88+yzCMr6xiaH84Yf/uGfZO4D2rXpwzYG1YgrHLHp8N2ccjikxGJsKo7OFUx2d/jlX3wva6sr7IQudXwZxGfhAmkMVtMB6VQoTe6+Ysh6Kpu0Xa5AYiIahnaOtYqP6f8/5iskqklxRjEr+QsLIeCcYzQaMZ4cUZQVvbpCNW222izkNRpQlYRbiBKjQWUhXE5EPgCJJrX0JhNmzbEnUXIMSZ0XUZOL5MqIqqqZT6eJ02UtpRFahdn8gNJafN4MNU1LDEoXBWMFjR0aEka2OJQ+KiZEDiZTeoMB86ZBo9COJzQevvSd38g7/9h38BVv+Bh/9A/+Efb29+gprJ7a5L/+fd9EGyKHkznonML18G1DWZYM6x678zneOB545auRomZqDrgxPuT0dAVTldh0raUFQZc2qvtHR7z+lS/jvgcuMp16Hv7QR5gcXMMWvfw+psWIk7Qg7xeOQ2PAWELXYns9LIFGhM2z99AbrbK6fpYwOySUJaqRXr1Gp479/Zv0ykEmuya2v8kAjNFANC51CbcIgAWhC+liqqwsraUTAz13yjFm+koqJaL51zFS2shR27E3a1ivEoBuNYJviV2bxk9jjnEh1eRBX5Z5aXKrpc6vwock6SwXDqE2NxHGgEPoYsCHVJStq1PXLUog0DOpKwzLonMLv2shLP81JFKOW62lAcavNUo+tvfRF5sIX5rtX4jxqO38bDqf04yPCJIo+5q7gSg2C1IW3QbMY8zf3+GyniyKJH5UhDVr2R8fcfm55ylciTOJk9R0np6DUeWIMeIKQ1k4qrLixt4eX/f61/D+n38PJ1/3eh768Ad57GMf5zOPPsrMt0iIFGWRWt9OkRDSKEd6QJ0r8jYt3STWpK7K5nc5WwZhrcWKcG3vkBAjk2aCZKJgsi5JI9iy9V2q1lMxcUZxRYFTQ2Et0Znj2KmQFPTYCskcqhiyT1PmykBiu8coqEl2v6kwkosj+fCn1eLiggoCJqYONt3a2SPcJQqD4lJR9AGi4ENL8B6rXbZCKUDSRjfESIg+bfeMEDQtIvb2x0ybGRo9zijT6ZQXbl6nv3qC6zePmM8mDFfXid7z07/yQf7Vz/4SP/hzv8K/+MkP8E9++Mf49r/y19h8zYN885/8E1x/5kluPvsUf/yv/7d83pd8AW9/66s4v1HTW12l6wIGy3x3l52rz3O0c51uOiF0AWPnuP45qnqFV77xLfigGJqkIFi4TJAe6vP3v5rC1FA4+vUQQiI4u4yxdkeHIIobDJkfXs/ibgU/Y364R38wyo4H6WJJHZUSFiLzsChYibeGEZw1OGPwMSRxdg6mIIvrE95jlvKnmK1+YlQmjadtWoxRmggHrWfaeI6aDo8S8YmZH306I6FL2JIR8F32w7J5m2eydc6ic8mjolGsKbG2l/DmmJjw1joseVFGSBPS0qcrFX27QOmPOQzLArSw2tFfDWApv874mLlicXG+8+D6uSCOHiGNdl07m8+pYne8ZlNJUddEfFR89DQhUlhLkfEPYWFDoZmVobn1BZyji0pFNguLgX5/wNapszzx/PMogaAGfMAVlpOra/z4ww/zg1/3dTzxyMeZNXOmkyPWN7bY2z+gv76W+Fw+oM0ccSWtRGL0uKwJbTVSZvmL14gRSQcYQUyKLgqSlPwH4zEheKYHU7q4sD3Jt0g2a0s0qUS3wFm8j0xbj7EGcQ4RobIJD/I5ZEAz/ykETWt6SIxyjQmc0gUHy6PRIGKyu0L2gzKZq5W5NyZmk7Wo1HWZrVKUzge6zqdUGJsLGQYpLJ1vaRqfgHtJxn82+ynFDFgvFtHqPdPZDHGOIJ7xYUNdFHzyqWscyQ5/6g/+Pn7y3/4EH37mOT758CeIbcP6ypDL168zn8ypSqFTZX20ynTnBvZoH23n1MMhO+PrlL6j3++zfc/9lMbQ+phtgRPeUpQFg7UtjG8QUzLfv4Y2N5hOp/hujqtrpAvZNliXvui+a5kdTVjZ3GK8f5PR1ml2dq7Qq1ep+jWuXsWHjna8w/7+DmXRY7i6QTVa5bmH38+Ji/fQX91MY7g1+cHNu7c8B9pF3cpqVRPCkjIT8vZWVZAu8ZmSp1Wk80rTKcGkjtrkTZ0FbuyNOZgesTmwHB3NmLqIaTqMV6Qo8Zp9wFSZxsBbu5Z1M6K1btll5iOOGJZFQAFjEoVFBuDKBPoTNfnDxrjU2xjSxZ0KcUBJ+lyMIbdZn8WtWkrT9N9Dd9DjzeCtNKz0o5kcmabI54I4OjByzcZwo+u6bdN2ySLWWKzArJ0RQ0ehKTDShQS+GpIzgCJINBiJOV3DYmLEY2hF8ERqsVQ2pg9P4Mmnn6Zp51iFWTtPY8s0JZm0IZElV06eZ237NDiHFwdFxQuNoXfQcP51b2V0x72saoOqxdiE+YgYijySLeQ6gYVFsWKjggNnDbY0zNuG4APjwzHi3LG/1MLR1ubxbfEeF2lcjt5nNrcguRf1mqKdLBBDl0bQbIMieTwUMUtPp6T9chlMT95MsmAUB4NKIh8SM4YF2SepwpaOoJ6m6ZjPZrhexWw651OPf5J6MKJtWpzArG3yNi9FoahGgiSWetqY2mXHMhkfcfXmIUfjGUfTAw66wIUz63z33/+7bGrgn/+9v8vv+cPfysMf/BCf/wVvZqUS3vnOr+V7/sX3oo1wz6nTfOnb38aP/fS7uOcLv4Dz25uc3N4iemV/OuE1b3gLG6urtKZgcjSGckQhgVmItAgmdswOrzN0hoefbNg+d4lzdz/AE08+T2w9VVWgQZLneS7wzlkmkzGj9ZPMjvY42LtKv7+JEhhPDjjYu4EEqNfWGK1sELqOzihPfeyXOHXHvaxvXEAkJAKxJoLxQmJCDogIeSzXhTmnTXikJ7uWZzH+LN3eaaGRx6TFto0Y6HxyqdgcClcrR5ykhz+GiMezUveQ2OHVQ1y4MiRTvtlkitveQnEY9Wl5o7fYCS0WiLliRJ8CJsQueH4J7Nasb/UaE+NcyB71BhWHiENjtxS2q8Zb1si3bAb1FqRKb/Ei01smxc8aGY+tHF6EhvXSCtauNdSIusybERLA3iH0fEeXRxgjBi8JgJdbnBkXVRQhWXmJECd7vPYLfjd7T3ycq898Enoj+s7RuR52UFKVFUVZsVr1KYoC4wpcWWFc4vhEY9L4mbVatXN4u3jY0rVnF5bpYfG2phvEZkuWGJIthxNhHpMexsRU2Jya5Q3QREV9s7TdMIsrKLfbmR8J1tECbYhI9IQQabvktuhipPWpq4vzObiCGAWjnqAJ80tcq7jEQiTGrL9acDqF4yNi8riW/p4ghNhSIJQKahyzZsIsdPSDpQmR0MyJbYstLPFoTtO2xNiClCiBLkJh8wGLisrxvWddwY2b19NYP58xn87ZOWrY3jrN8y9c5Su/+fdzfW+Hre1TfO0XfTHf+DVfz87eLl/0jt8FxlG6pOX86q/7PTjrqHu9lCLsHMOyQkODoFy52fCqe9aZR2UuBeMGPvr0DhICV6/epCcN66Me7/6JH+LMnS+nmx9RD0rmnSVqlz6LoHgCah0SO8SWbJy6l/HuVebzMaasKGyN9nu4okSA+XTMbLzLrO04e+9r2FjfRvGolJlorEvirsmwBjnuC5MvEU0XsUWZtZFpF+hZsqDYEEKi67gYCRkekQAhWAoTsUa5MdVk0ieGTmNa1piSkLmN87ZJwnhX41wBzZSicKitEY7SIGwlu4bokowAOZbLGIxboAkRn/3XNXdt6edbUCIUdcmhoUPzOTO3eJDxq2xjbvGNRJas91us6W/ZGh5jUsecrkSB+a0TR0VeqIvielVVrzDWoWWJRZlopPAtRoRSIz4GJIbk8bS8PQSRkN/A3MnkNa9IZOO+V7N5/6uxMeBtsu+11qSOBBL4bLJYObtF+pBim0qb2NhtjMyMoVpQ5LM2b1E8bXY0EMLS4iURWkO6jTWRV20+JJGEPxBS+7t/uL+c80XTqjgiy4LsYySabPomwnw2ZtIECmvpuo62aYmlTb2WKl3XgfrUvqsswxIW1d3kLitxBU2WQ+hyDIkSsGoyj0syp0sRHFV/Ben1mD034dnL1/g73/O/Utc9ZkdHjMdj7j51iu3hkOm8xQPzJuBokbJA6JbEVZNPUcgzUOkMT79whVKAEDjygUOvxPmc9mjKK173Rl5pYGfvkPWTyZo5lkUed7M2zbmEpUmygkYtZekwdUWZQ0nTiUzunDEvU/CBiMcEw+X9OVd3ZxyOD7lj0kcUTm9vstV3jGqLtSAuL/c7RU3CQovCsXLyDMXRhPlshhBom5Z2uk8XPGBYWdvm9MYZ1KUknaoslgZ2kczcRfDZy1yyeNjEBHPMAsy7wIpVbOEQVYKHaJInpJX80GfXguzzQc9GZlEQ47g4cuy5glJbRA1NGxACwScVQ4ElNBHfeaBFY6QLPu3kTSKFLvhWt1aGRWExemzMLllOb4nMVbAx4knuDUUuUJK795EISU6oSzmN+dUsql8nvWs5EcoteHr+GRYd19J7jYVM57dYsGxZtKe21tq7z57kha6kLiuiGJy1GN9wX9/y8NxwMnJLAkyWeWgii8bsx22F5PGUdXxKTKOHWDRkrEDMEgiXJQP8uEwXVrAm3XhtIlRRiBIk3SiSQfE0PiUjM5MFzmlzqWk1jcNgaE1c8mKisbiioG1nyYnRKEez5PGkpFV0WnbmiKZEIUVcibWGQkBczS99/GN0vsMCV29eR0PKbRMV2jY5O2DIQLHBxKSrM3n7p5IY50biUvWu0eQbXYh4EHvs8miSpsxZwY4POTno8Z3f9Rf5y9/5pwmTMdsrI870NnjTF7yZyXjM/c8+zu/60i9jMBgwnc8htDhXoMGjhcHnFbeG1PH1BytMDw45MkJlhVoTM3qqMJ1OGO9eR+ohR7MJs8kUowbUJIzHJOeJmLvc5KmUH2LrKJzQdhHF8pbXvpr9vR28CM3eHv3K0avrpCU0gqWlMCWlKs46/Kzh+t6Y3XHBfD6j7QLroxUGA8fmqKIuHKMyZRlGD8PhkLLuE31LlfE6ax1FUWOLkhDS0+QqJYaFQoOlEmGRDCOSvKNAmHqIXepQKpNUD6VRjLVATPwlXXBqklkjUfAk+KELXQLl1bA76Wi6DlfYnCkm2BiYzybMNVC4GiuWWWiInQVjU+oQmjlauTPK2r/FNs/k83qrQ61m08mgQqHJ518yR5DFNjqE1CgsCNzZUnohrtZbjfx+zfpPl2z3W33eb3UqPaYzyOeOOFoFe7ixsjU+ceoEe1caSleioWOqFhHlqecfZ1Bv4quUkOtRJCYQVIlIyNYui58xg7tkkh2+gyIdXE3uxFRFIsmFLNWxqmBtukE0LrdAUhqMb/Gq+NkM384ITUfoOlQ9hA7fzPBdi3YNNnbEtiX4QGxnKW2k6yjL5ONdGMOqGMp6SBMjBGXe+YxLHaetpOTfjCV0Ha6Z0cNQxcArLp7hf/2X/wIzXOH685d44+kN/ue/+/f443/xv+Vg72Y+sNkb3NjEv9KYQwkWZhBmKbFYAKeJ3H0csmmigolLp0dFuXLpEt/7Pd+TCjXKL7zrZ9Pt61wq1RkXQSM+eKbzGSEqRfbpVjWEqaeoCvy8pbexwUMf+xDf/0M/xHQ6Y7B+ivnhdUA5CMK8i+wdHNAfDegxp21auhAwRSqui9W9yfY4gVS4tUrCeGMMzpXJlsh7vJ9jbPLOErGs9hwvf+BuQphz15kNDg4O2L95nSeffTZpOgtNwRo2b2RjRArhYNax1yYLI2LqxquqYr1fslobyv6IXsZPFiRiJGXwEdL74Jxkn/n0/vrPkvMq8y51hf3acOQNXfDYInuBGYtL5L7UyWgmTefNdBTNoyFEdRQhYGxkddCnLix7E8+gqnAm45Mx4n3EWY8PHmt69HoV06MDiB6xJeo91pZLHuSxRdXx2k6sHMtwTEqgjiidxNR9hYAam62Q8/fO0EuU4/FSbknJudVaZtEyqdzCfr/FGvmz8Xhdqj18BmxeLIriJRWsGPVAxR4GUmCAszBrAobAzLfM1y5S+2ZJ2HMiSFUTjVuq8gsN6U1HCT4VAE/yT/e+pWvmxK5FfYs2U2I7p5tNMb5DfYvVkD+CtLWwklaic9+Bwmq/xrpskesKfAhLykGMSZxsnCOEmNfWHTYmPGKmHZNZB5o0eGujEf26xsWYrFzb9BCGxYpwuafNiJa1TLvIn/zGd/LezRU2V7f4G3/mv2FrY53BYEQ5XKHtIv/8H/596v6Asiw5mDTp+5sOr0UOqdSl//pCsJrAXF0AVdmQNP1+1HQxiEji+anBupJZ8Mv3vZnPsSGkBUC2rrGLg6HKLCgn+gWzGMGmsdNWBUE9tiqZHh7whle8gle94jX8pf/+b3Pj2hUGpWEWlIlvKSxMjo44ms5p20STmMxmS/3l4kwstkyaRbUGIUSfbG5EcKSCEMRixWJi6rY7DK16VA0mKL26ZPXCBYZ1SemyLlUKpm3kcKzsHwWIpAKcw0adYdll705adseKZ4bJoQyjumAwKOgVSexuS5cgjJi7dWPwpNHPGWXiLVGVfilMOpe8sazDek/hUqdbOUOIx6wjyUVYo1AYwZtM7ox5EeUE5yy7M8+k9UkCRpJhqRUGdYVrphxNG6q6pJDA5OiApg3M/cLeUZYdT4y3dDjcMoLGtEVc1LEQfJJkhYRpWZJbSdo0muQAjCRHCptGTpMpSosJ6lcn5fCrOVp67OxwzAuVz3J14Ff9d7+lgrVSmcnhzsH0E48/jVTrKUmlLunZTWIRMY+9F9PMmYbIJQehbWnnM7xPxE8fA6Fpl4xep8mxwJQFzlkQKI1lUFeYsk6i3pwqEzRv9Wy6obz3xOiZd5n1GyOT6ZTnr3lcjjHvok8aQTU4YxNL19ls+J+A+6quqcqCsh7Q7/cSL6oqWK9HHD39iTQaKVDVCYyW7NWjxzFNKW0lfRiH+/ucPXee3/8H/kD2S7fJstgVFLFLP0NMfi3Rtyiz5HSaSXy+bXCuyFSJnLCb9YFGNC0VTTqAMXpMfgBFchafCVgLTRNQCThTIdoiYrK/kUvFjUQxKFzyERsZyzyYbDtisrdpB2rxOSjUB4EwZxrmzInodEppDM9eHfPszTFiIm0zR4Nh0nrmsxlBA6oh3b6Z6MgiNFRjAvQ10CtqcI75pMX5DoOjkLRdVd9BlLSG17TLUnH4pmN8eIP1rXMJM3XC+soKq3XJqbWa3mAIUZiHRLOZNtDlTZ1zyfgwZlufAqEJSi+kjXUXhaqy2QhSUANtzMRK4KAz9KwyD0KTt99RwIkyI9IzC1wx0UTa7LXvDHgjaauo4IyhiZHQNFiXAPsYBGdsiuMiErv0HEWxHOXi4lXoBAb9Ea6weD89HgeNLB1rxXDMJ1+SNyORAknx1XkS09TtlQVd2+aL3lBIkrQRQ7rkFUpbIkxRdVnjeov6eSnJWQRS3GrwJ5/tqJy1lyy6L7mFDf+5sJcpQny8OZpdvLZ7QDkQ7jh9ktD5ZMuiAZnsJLfE6PGT1AGJKtF3+KZNOioCbQxLkJzOE2czOpPYtoVx2KLGGkNRFLi6wlU9TD1kNOohtqIsHXXZQ4qSk/0BriwxAnU9wFU1QWwWV4PPM3dtLU2MzFXp2bRq9gIuKgWpowhB+T9Z+/No27LsvAv8zbXW3vuc27z72njRR2RGdkplpnrLyLLcqLOwseUWd+CyytYoDNgUDISriqJcDArKBS6EKTPK2EhuJCwE2MjYuJNRb3WpNpVS9pkRmdG+/jbnnL1XM+uPOfc+N2RGYUbGHzlGvsiXL+47Z++1ZvN9v2/dCRc1UQ8HPvfaZzg6ew3tD6Hr2O42/MLPf5CrV29y6/ZNpmm0zZ4fwJusaJvoW2JXAuvjFRdnG0qMXAEenp1y5dpNsu7QqSBhQEslhUaK0UzVjoDe+7S8ghI3nvoXbMEOQlVZNiw2b0imJ4tK1cDQCWM12cbR6oi621AkIlqQlEwvJxZ5blq5WRzJ3odWxVfXisRIHifGizMk2uwihcqw6snThLbCdqdkD/po1Vos8fnEzDwyg3dDW6A0oesCw7Diop0TumSm22BgRoLY7EqrezcDgYld2ZLHHVILGqE2oY3n1FLQZkcuXccgwqqHq4dOn21Kbcquwm5XLWCiNiqBVQoMfTRPtnvvSrOfU4Jy0YTtpFwdhLMJhgS5uXuhNlJrZDpKqaQAmyqsRWl9YpoKfTM7W5kdF0UptVFDZLB/wmRLX7LCpMoqBmKEWiurFLhowf69tbLbnjKEwGZzwTROy8yYxXpdDVsUvEJnvuCqzT7VFfBEhthzsX1Ea+LpXRXFrDuSos3r3OVXPe6s6mUaw2XNlbyJ6LD8+nIc2BJcIYv6fa4Aw1uhwzr+6Pe/Wh++/rr0a0Lq+eBHPwbbHU+8/R1I6JGUSOsDQwx3PQfdQOh6hvUhYbBhpqSOvjfnuYqRJquXmyEEw1fQoJlKWD24oTalD7NEQejEnOzrCF2KrPqeLsBB37HuE0MMHKTEEE1xPPQdfZc46IQUe1I0G0r1VqsbejYXG64OgT//j36UX7l3xPXVQDvzmjkkuhb5wBd/OaePHpBzQYkG/XNs7DoqrTsEGqtQ6FXpT06gNsaWOT45QdoGCT0Bm1kpNv9rs1pd7FCobd6/NM/x8MGm7lGztmGZ2YwBaabHEAk0iVw/OuaHfuHn+cxnPsdTzzzPH/u3/jV+39d9Df/qt/wxhm4gdYm+GxB1iqQ2h7IZEoUlKkzRppRi4Lo49Oxypq8JacrdB1u2LZAxh8Lh0LHbjexyMaJCa0tgaBA1dfcsd9FGyRmNV7l6dMjd+hq1NLRuTVyrSp8OeLQZefTgLscn12nBhtvT5txmy7EnMpndql+Tama7G+kQ7l/seOnOA567fYPjdWLMMOZKJ4bpXh0krsbEWCGqbUF3xQke0haLUqBxMdpF0YtwnqtRZtVE0DTbfu5yo9PGtjSOu8BKlG0uDB2MJbOtlSEGPxDEo86UXhpTtS7iYLBvOwkeC2bVX4qRbS22ZXccdmiN0iVyreQ8uvTFYQNL5WIzT8J+cRXFiLm6sI1tVJNFrOr1BUNVE1BrMxBnkGTyosnsZZfbucuo5DdD398kg/9VbeNle4/+rw7b/zcdWF+53okOV/j467fItbAqI/rEe/nyf/H/wIP7d31WpCQ1VXcKykkMpC6RUuQgwRAjqxhY94nDLpJCoI9wmBKpS6yGjnUMkAIhGhd9/pDNEhHNR9Wa3d7Bh8+LeG0/8VsElp5BJ36w5DqRW4Jq1RFBKNsdtMrq6g00RtqUaLFDS7XojSBUzcZs1z1fqDl0LwpoDJRSOeg73ni04ad+8hf46Z/5KW5ePeZf+X2/i6PHn+Fzn/ksqyET+0Sis4BNp/2H4Aqx0gz0L3sQmrWH/v3PRcqypTTMjfGwLZEmDInT3TkfePsL3L5ylb/xvd/N133he3npxZf47773r/H8F/wa3v/Od3H71kARJWg1O4YoM305ygwtdPGiKl2wSrDWzOiV0lhMO9WpM+irqbXzOJqBdxjcwGVzxNT1TL6ZOi0TV4MTTaM4OkZ47c49rh0dmLwjWhVz98EpkiLnd1/h4tF9uq4zogAF9XbdxLWmD2xq0L2u6zk925FE2BbLY1ytEyKBcTOhQ0dLVnVXB0b2bjCfPDXmtDTSPAeNwlR0Ue5HgfPJhuO1FlSUIfRsx2qV31SdGiSsY2Bs805XaU0oahfwksPYLAF8V8oiJ2mlUKoSU6XlSjPzLNIlplIoeWar7WdVIgHHQ1gk2lx3uRyhLZPtaBVxK0T16k+EHuO9S2tAQcUcwRKji4znhdM+TfsyjeF/KcXvEk/mEiNrX4cpvHUH1g+/+ilUG8PmjKvDgQUrjhs+cf+cP/OlT3LjeE1pLuZ0sWZtLL2s0TrnH9GH3u6nkrB/AbNWtFq4Z5BZnBY8cWVrLUaIViU5izxcwquqhv12wlf98yckQUG7pS6NvmUOKXExTbRSWadgEUYSKOpqdN0HT+CG5LlVC66TMhhppuuPuHPnDnl7zouvvcFP/OiPcOdzn+HZZ57iK3/t13H75hXWrJE+Lnow1Ub1VGD15BtfGy5/n6CNPdVPPOTY/pZ2iCsSjLRQt6Pl8/WRx64e8G1/8t+gO7rC/c99hhdfe8M0SqEw1ULfpcUs27xikBkG2PbLBVPDQ4lCrQGC6aIebSe0KTHtP+MEFCqfOjvj1X/1/8b720OG1ZpP6SPuvVB5509Hbj57BD//Mj/yL30rN77tf0fNjVYsGen11+5y/MxTrFfHTJsdI4lXzkbO9YLPfu6UO2+8xtGwoo5nvKu/wdFBx1HXcyyRKBNFIEbl2iqwHXtuHQ1cPR54tK1sR3Nh5ApFxMJSthbHduXADsFtMUtQFGVTrYrdNSOKbotRaHcZ1hG2JXPQJ7YXO2IMnG12BOnYTiNHq4EUrboSCQbgo9n3Xe2SqqVQ1byszTHdgeCbQUVroU+dvTHeek61crQaaFOleJbjVLL7cLyiovq8Xdwet7/Bbc7ULuH9lKOUeCijx8dZkVFRpuwwAw/pqBqcoS9L7oD+KimC/OqC6rL+6hKoVH0E8b/ptPpnBvi94zfa/OT+BYe7R3SHx+yo1LzjoipP9B33H21Z951piaKXpv6hxJjsYDFh1MLoMWKm7KmWIlCzrzjssIlBCRqQYeXQe79HzBNh/fUcqeXzsEVR20xHZQ55h6z5bVzM6EUcAqKB1EWHLTRqSIS6/7O0Vfb4IjMha2i+KWlorcTY8+jslBeefxvvf9d7+D3f9A00hJdeepHzszM0FH+IwjK8x8Wny13jyORW1QepusRgtBlp40iS4DmE1cV/zV+ImIScM30IyHDINDXyndc5uHaTF9YHjLsNsRvcf2hPi8lGqletzpF3y5Fii45+GFj3HbvtBet4YDaUkm1uiFJaJdLbnGa3ZZKO1Tpy8PELPvFlD7j9bYesP5s4+pYtH/l/Vt5dbwBbG3zPavGmyNGxG+WVbtXTYbOmIHAQLXhhisqrdx+wvnqKaKOGB6xWa1tGaOPqtatcOzzg6tAR+8Q2V1axMUblYswMKNcOEqe7zOlDk1EcHyZKa+yqso7KWKG4YDeJUJq93LkpXWhcZFj1HdtxJKSBKZu1qeSJRCNXU/xVFToapc0jD5N6GJ1UqK6bCsGkECoWCDv0jRQqMUUTBLuZ/iBa4tLFdgQJ9LF3ioMs7x0a3pTAbJerbWo7sWATRBjiQFBhk7MlJ2HtpkkeguUioHSqjBIZkiCTob1F3rzhU31zWyj6v7z12wP/9J/eDupbdGDVYAdRztYOSBc5mirPPXGL86xkT9gI/SHjeG7rXG3kvCV1J2wv7iOnH+TlR4Hu8J08+eQ1PvfaPUoTxvNHtBQpux1f9d73cXBybO2XD2zVD6OqJu6cq6ampsRqbim4nHk2T340hKVnbsycasdsKLOceylMuwCxKbVL9qUo0PW0Uj05WZeKxLpgx4W43qwLkVYzmzEbbE2VW7duGIwwRFK0dN8UXXQnwf1dzQ8t+9xmrrzqPp9JLk02tfqN7A9Imx8UP5RTF72dK0gSNHbUMtKlntWVlWlrygStGqLXtW4yl/rsNz0zsUubrb5TN9hhWaoFh8ZkB390Zbea1GTdrXhJ1nzq97/Ks7/3KV79pYlpe8Crr6+58gce8svhDjp2dFjsW1HldLzgC55/mqEoF7mwyULXr3jH07cZjm9wdudVRDNDbPTY7GXVRWLX0XU902gbrfPdjk2xw71/GMnV/JJ9l1gl29gdIRz2kT4lSMJhijwarardtUopSh8TTSIpeRUtsOo6JhWuDLDLkLVaC1wncs4MXTJArX8WSX3hIwaUVIXDGNGoHnxafUPoSc2SDD/D3ngXpNBaBxT60NE0su57YhBeOX3ELucFGjiPEkRc9OrFgTqPuLl5WVSJxL17IzZatba/kAld5+MGex76Zkk7s3CamU3oWGW5VD7p/4oEdBatvlklH/6Zxlj/TAfWQ+vvkJzJdUSCcDFu+fTLr9Nu3yZNlevPPMv/6T//z/jMB3+WZ289zst37/Dksys++omJ/8dvn/jjfwL+zF9+yEsf+p2crwtXt68jt484OFzxntvv5Ad+9ld4583bvP32LabTM0LSN8UGxUsFKIuB1OS16taJcIlbbRHmupA8xdHKsz1BZbafmiygNUtkDigxdEub2bkNR5u1XjNHHbGPfFGfY6LZ4Mk94hYfCR1Xj6/MZBgbjFelSSDOP5PiOiXZP3SLNFYXZPE+QdcLejVx5ey20PnALm2ZcYnoEvFedQ/TDqG3g9KvxjAPw5s/1DMH/BKkLTiuprQEqsbgj4EuJTMGB1uk1FxpuuNW33PzI9/Aw++6xXo3cdD3ds9/4Xt4of44dXyDCly0iqjZjfI0cZB6y81jJITI0dEBJ1cPeO7Jx1ix4ehw4IUbHUfXrlvYQzVW2VlRLqp9V0n3mOLDIOQQyLVSpkxryv3zLUWDpSCN8KncjK0WOrokrLoeNJJCIzZDBheU7ViJAR6OXvUNHWONnJ/Zz2qB2pXS7DOcVIkaOC/FzO8xMtYJKYUUOkv/bpZCk8vEkMQ2rrmyThYUUjXSDbYIGbPRVGMQNrWxXlmVpI63kThzpezwbR5jH1xszMzHwi624pDIls16ENVNdc1/rhDYhcBxl2h4MMybDkb5p8In5NLBJf8L1ddeQC6LJ5GldHgLtoTvv/70pNpOP9Ef7NrufJVSJGxPiZKYpkpLQpxG0nrN41evc/XqddbHJ6xv3uHma6e81P+L/Id/NbM9f8Rv/61fw/f+8I9wjw55Y8fUCS+tRh5cnNGmHSGkhbMlM4417LlPv4oJtihvZ5TUZYWvUk2p7Kz20ExzMksf5kSQ4INJM7pUYtczetUYg2ml9DLM3wMfLeWmLTea+qpYZ6+Wkzvt5rRoc9W9yaM5WTQsK19Ztn8yWyz8hNU51MZtFTg5lSWpV/dwtDDPu9RJkzawC0HdTvGmhbMLOuWSadUPMr/lmxqyRxw82JoFblbNZIlm6REIXvFM2wkJA/naIfrc47Tj3trJRxcUAic/+I9Ju4fU4YrRFWLyCiEwXpyj166TQqDr1qxWA1lh3Dwi540lMFWnbfSRGAfWCquDNYFrjLuROHTEEJmK0rRyMSnbMVNKZefG9SbR/HJRqKVxtApI6ihTY8qZ2oSbB2uKZs6nwnow61itE3lqNogOzapvsfCHNmUkRQrQV2VU6KRZKG9M7OpEKEoXOhq9gfZMwUsMgRST6Q5LRUujBgsfFvF/pkoOSmumEVwJlpLu70kTE34ECXsTsuzzLueRhLqIeOh7ozuU5hqtZlVZE+aAN/GgCyXgS16rtkN0UKDuY35lDwycI+nVZ16zjX4m2Eq0WWydyQ6eifmWKN0/VcOEyt2p8agTWcU4EJKwTYELFXt5dxv0vV/Cxw+v8+q649qDM8aLq7xx0nN27y6/9pt+M4pw4+QGX/9rvowP/pMf59atG9w8vMK1m1f58t/9e7ly4xabs4em8ObS+tNtAvKr0zlmHo9aeW0zetMhBRdkzg9EW4IdXRqAtWKCaXO0CbE5UdG3QmJMmiXJuOnsJJub8fCm4ndJ0/GKiSUNR7mUgWOzMBzdIo3SZjWxbw7Vh7OqxG6N5g0yrNE8muCxKKmP5N2OYX1IbgWpFeESxieoh8V64GrwKtGH+NbWhsXcO2fY1QYh7UMv5qWF+vzFNkmVQENaY1qM0oKmQKLjomabS60OKA/vk8vKgmqBdu8NwtEB/f3K5pX7RFdXxdTRSSDXRkg9UjKtTKbCDj27ceeC4nljbFOZ6KLJi+2OOm3pY0L6RBAhdaCt43oH7bDzlBbzzKFCmTK7rJxXAymOYyY3JabkW9HJUp3SvDxSZ0NFLnZbjvoVRCi1ekyV8elLqdQQSJhQVD2oNFYla7OheIz+vyVKnTjplLGpYZlSR2mFWCbLjoy2LJqq8WuygmhmimFJoEKiOyC8fY9hkZTI4h3cD8JVhNZFX5Z4V+LwyHn6oMHoIZOCtEqbjwtnfeEbSfUDseilLSX7+VlbBls2c7Xcy4Bg+Y1NwjLWQcLnf2DJ+taEtvuHV67eOXp0//Y69dxpyjSObHNGVJmmzO94/Cbx9de4nSucHDJcPaZdPebZa7cY9YgnblznO37w7/JD/9Vf4Zv/5T/CX/7uv8Yf/e2/k//33/07vLMb+E//3H/Mq2/coYvB5youhQKatKVFmkmqM599HkbjA+DgZqba5gPC8MPqYst5niUeBx9dfFmb8mTIHAyRD1I5TonQWUpLLaYArq16y7dv02Z9zGwPFRUu17rqK2uJYYnqUpwP3qxyy6qkYoGjVT2UQJU2bqBLyDRaizljfFojdZFp3BC7lfkSpS5oZTPA7tV6xYWLYQETOc3UW8RSm2ciNmqWJewgyFz52cHVWqMVo5HW0kwzFyw8IYiQm3JRKoddpD1xg89++hdZX3uarWTGLpFeeJpHqxXp1xzytufejpR501nJtZo9RBsxCqkfIHbsTu9wsF6bnPUSEroUtUy+oKy7FS0JZap7DZgYmnjB8sxtk0PuEGG9ThxIoObMo/PR0qi1EKVjrIY53o4FTYHYYDMZP32VOr+AmrX/tdBKRWozdXiLe/uUhwNLjCSNDrE0RHfUTGjKGxfKUcoUtTzE49WKXgu5VIbYuCgFWqMXSxqKqbdWvCvuQ8XFvJ6Mfgk+pQudxJXvTnSw1J9AbVYtL/KHVgnNnpVI44Bm2BkX7+qs8WoubZA3KauWd3O5skX+qcG8+uGlTkHRBaT1FrSE19eHDfS+XrtyN54H1kMPKhxOFlw6NeUiN77wyopXj9dsX3+DP/I7v5nv/eBP8JHPPOCF9ykf6P5l/qcfu8Odn/lDfPMf/EP8vX/wP/KFjz/OF37pl/LN0njq4IhH23EOKvMSdm7DTPYwHzJ6CRwdfM5ia/l26YOT/UvrOdgSZamSzDivdH3vB1gj1sIrW2W7vWDd7FAIwW6qkvNCeXzTnqOpz4kuaWFEL/02WQiY2toCewvOhlcCXctQG1sCuttBMAzL1BrTVJmmLZuxmH1HGt2w5rN377F7eJ/f9Vt/GzUXQhdNGjCnmVyaGQSXJewTe2dMZvBZB67D8oF/KKjGN2lk5jZMgyvXc2Mqk83iPKCgigktS4Xx9BHv+uavI4evp2+VKhaB1qUVOY9cOTli2o5oHuk7Y5yJQw1VM6pCAmLX8/DRA44P1t6m1gVTRFATURKtPdPmt4ZvmJujvH3Dqo4UUv8CPEmdpspYbBMcVbl/uuHW1Y4+CqebyqqLaICcC7taGEhAY8p+MHn1s8uF2BUL9CiVqmoz0GbzyT5FglbOxx2diNEhVGm50UdrszX2XD9c8+DigsrENGWQyNFhR5OOrutAgtFHguGYms9yU9gnAIoPsucI07nDmK1EFujr7SKNThOFatYsmbfZRlbZSORQIgcpevfh/56wj6CbgYE6j2bC5bmqLPH0bwJiiW9GnYLwz4B0/2c7sDYxgLb7obQ7V9TWpwl4IIF7k/meUgwcHF/n+77/H7H50If5N771W3njtVf4+X/wfUxf+a/xwZfezYufO+JwHfjm3/jr+Mbf+OsWj9hv+y3fQAiB7fkZIc59rL/4/jeX5cacRXZ+JolcShLec6vVFfSm9Wiue5o3Gm5ZQNFWlqAMJZBSZFidcN4mOjdKa7WtUegEyl5FvHfBz7YZluCLOI8QL/ms1OPlkTgHN9LaxLWbt/hr3/c/8Ne/+6/z+3/37+bnPvZJbh6tydvKcLBiO04EoOs7Ht1/gxwiP/NLHyFOO77pa349V24+xtmD+4RucONrmfUkyyEV1Ns/Eadl2Oc6D93F6ZV+ulr2nW8gw7JqbWbpEKW2YsEIMaJUD4i1eUWeJttsJojjSPOWRkKglQkJSilmwZKorEIw6QjKK6+fc+PqVVZByNqjqecTL7/CLh5x8XDD/XsXnBwJJVeGiw3xpKfS6KJB7ZWGFDvAZx9fVaVZE25RUmpMtjYvcLxC3I6Fg1XPleMrIJGpVNaDsbEiie10wUGKVElMuy2hS2QRktryIXVW3Xaey9m5wpwYjIml5hrQUhiDMMRE0Ioks1/V0gg6kYvLWUKg6yIF3YcMh0BM0T2e1UQvtVC8slNJxpkPfkl6zkCcD+jYIWWyy99Bf5FAdjyTqrITWGOyeJHAyrLfmOYk8kXjcwnOuWgr3U6mexlDDLJAAmfCQxPPZFSQ5NWWAwY/7wPrMz/2V0G13XztY4+uSWBbG7k1Bqq56lNk2kw8enSP//xf/5OMqeNjH/9lft/XfCO/69d/LSkpQb6UL7/yBr/xyhGbUQm90w/n+UdzvVNw4F8TS+Yx0p8ppUU8FdrK+xD8+JqH3vMBHqqTCcLCFQ7CojJmXvuqbUFilwzposZA77voKA5DxJZayeOGVXewBECIJ89cliGI+OYOQ+rOaI86R3Vd0lPNU3Rtlux7fHSFVx+d8ve//4c43275yGbDpIXU9yTfIfepo0sDQmPddVSsjQqXDux5dib+Z8+3WTGICnHxgKm3sbosNtqcrFJn1hNuI7LBvGAO/qkppUyU3ZbYDTSVpRoVEaaaKbVa8G3Yt/Ezj0mX/74MBwnJDh5Ngd1mS9f35HTAsO64mDLjOPJgs+Nzd095eNF4cHqfl04q165ms0r1Z2iZ6LqO9WrF4SqzCmab6UNkZeGBbhoPzq231r66hCY5ZHLd21y2oKyHjmmzgUlZ9Wu6JOzKBBFqM5dAa36YqMy0QnppXGRlNW+pY6BoodbqlY/Nnoovg0L0z1sCEv15rTZ07JPFx52PmXWF9WC2GaK1ndnhkw1zg0gKC3JoFpPK3srJnNgbnbfWtCwCz06tMsUT0ZFmlF23zFmfEZah+h7QJ0tVp5cZyAuWZ//754uzecJ4IyyhuK22z//AuvXjf2WZZ3RPvZeDsDMF7LRjqtUHo5HdZqJIdae+gI5IrVRNIFuuXrtK0GabusLiUp8h/xLdK9W8pHdYnSIkQ47aJmLvCdgbKL1ltBmOLoN2Eyd5ssxcpoprukXR1qileURZpZVKWvVsS+Wo2ZawjIVpHFkdH72ppN2jNdQ3J3YI24E2b97maCg8UMJmNsW9avOQXoKQUs9mtyVstvyu3/17GceRnJVdveBdzzzPGOE7v+u7uNKtFr9AqXbI19ZIWvdpLGKEVesQLUDBtozNW9JgbHBfB7Q243/nRJj93GGWS2i09OvD1Yogym6sHCTD2kYx0a2omltgYVLGvUcRU8nHSy0LiDHBVNnlypO3brDuDO/CuKFOhXUXCcFyMI1H3uiSCxgxjldrSq1KkwJTITdFtXoV4OJcR/sKZvqOAn0IdKuOgxSQCOO4ZRUPKaFw3HU8fHTKkBISldqEacqEEDk5PuHs4oIhJjalMFYheTLS5DXHKhiFdBCl5GoBxDGAbwhjcudEs/loCEJIgRg7qleGCEwIa1fAT7UwaOffq8l7LrKRUFKwBG8lWIuuhmGaCSB4pWkYYmtXDZ7ZkahUCRj0qZI0kLrOlgMompJlLWICb52DfS8TGN6kgwx7ecPcDi0dxiyhcb+i2FjHFmVvhXB0e+q3tLDJxaKsa6XkyeT6zTZyXVQaiVVI1Bkpokpoe3ZUDbbJsEgvJaRA0kqbGtXTeKLLDloTNCYGA1RSs/G0AtAlM6AK4ZJwVPducD8Yggh0xi+KLk4Tf4klWFDBo7MLQ6/MFYJYNmFrjU4FykSeRtcVzGK5SzICscSdS+kRix1iHvh6JOK+usGGlogSamW1PgTNUDMxmaZpakoIjXU6pknkxtEVC/jwNrZVO2znA7x58MGSQ4dLOjxmwOZ20Yf9bdkcNdlvPetcAfoH1fzMFwVaoaq15hbHOJK7K9TcGFuj96VCy9V1P4GqE6l1TNpIwYCI1UH7wc/WPrqQV4RcKkhizIXQrVh3Ox6/dsgLt29wLVRO9HH64Yjt+QHSRY5PrrB1G9huFHIzb2JCyerwOVWLgY974oWq2NqjVi5OJ/RwxdGq5+HGBJ99NXV3lyKpi2yzcpBgq4ZeqXViGNaUvENjIPWw2zb6VSSpeQJja8Ta2Kmx66fW6AwsSicuTo4OBxQhNcUl8cTUgWZi6uwljYHUIiGlpZpVhPPdRCvFV7UW/GKTqD1kzyxt+xu7Fh+5dJ3PfS3oQ1s1RcyMXIzmTCkS3J9ogRSz0Q5fPvlj7DpH9YDgSzw9DcgluvsMvrR3dA7UaG9aVH1eB1Z6z1fabVsL064YHL9VwjQa6pbGuJtY9QMkpeZKJx1KZTvtkH5NK5kO7MSuI0kSYehoU6bFjkIlEUkd/qIkOlzv4zdQE2EIdrqrBNJcgQdZeut5oK0Slk3F3IfoEhzhwd0NWhWPabLNZKlKkkAuZlHI2BwmX2xdGKgk77Or1uXGZh5ssl8U2LfUltiuNh8SczvqrVEVWCVb9eZq/xczh0dqNaTu2ekp23GC1phiIuLR6Lq3fkf3Fe4z4pzGgAV2GJWh0cRi6cNsnta9y3/JOxE3evumqwHaDajPHemjpxCHZW6xz+Hzi8qr2ebhI00CMabFn4baQqPvelIQNk51bTmbhUWUqRkpuKmjoSUQtLIeOlrqWPWJFZZec21YE/uBPiXUZzYhYBFy/t3mamr4XAu70mg12EEvlq6cUsdmt2V9ckIniUpiyhOHXc82Z/rVAXm3QcJA0MBFFrquUUn0nYmCA42jYWBXOlYrmEp1AbASm3n1GsrUCoNaWxcWz6ZVm3W8oOsS9CtjuAUYGxYDh7DNhYxFzs8UVBw7JL5RlyDLVppgMyJDVtvIYwgRDdFdHc1M7zNzXg1rQ+iIMTHSuELvw3ZZnBnLxS2zi0Scv/Zm07PKgsR/k6q0qjCYuMjSYt4KgN/65Cm3hEyk8rKRN7VRponRuUeHw8Crm3N+5uc/gkwXtCCMm8pF3vCuJ57gS97/AdJRB7mxGg7Z1YkxF4bUExKspSc3+PiLn6XrE29/4nE0RkqurIIpmYM4P13FQXOy4FfnNBvTMukek6J7Nrzqoh6xHropeU7i9b9Tw2ZKcQ5UjZFSMuNu52ky1bRQogvTZ57FxPln8dZK1KB48xxtCZFQ29bgD1NxcaC0TNdMST2sBlRhKsUQuEBMlvBSx5ECZG1ULWYbqo0WZmW6tS9hDjHziiiEYOROsYd6Tn7RsPSli9dnPoTqLJZtCikaFykIIUa0VlLXU9os4Aq0XBbrlNkToysnZI+zqc3lEj4LCbbxWgUjjvYpMEnPaTERZ2vF9EbYFq/WyYbFwXx3VZV1n6hYW1irtUIacGO5XXKDmIn3jMq1gwFtVqXHoNSSOd2M1FxoKK8/nHj+5pppzIS0YpsLsTvg/GLDEAe2O2vFH1xMnFzrYdqiqxVhVIZuRZTEQQ+b3WSCZSJ9wIN+E30rlGZpyzbLsuq195CSi1HJZUcdRx7uCmnoadUkHwEbZaQAF9PWLnQfiwQJUFzp7rOyuQXTZnPdECpBZjuVzersXfEN6hx6AgStHFMIISHBDrTqjhDVvaXG3q+2ROEF2cesil9a0txbsvhngy/DZh6biV4/7+Tn5556J889/U6efeIdpNBzkjoGzKhcq9Baput7Pv3aPX7ip7+fn/yZD3P3jQ/z1Hs/zUc/87P89M/+Mhe7LVKt4r157Sp/+yd/gT/8B/4ADz/1cVYnV4hNkC7xn/yV7+B7vuM7OFkfEjqPi/dhoi40AVfmNhbA3Ewx0Etzl+DK2+Zre9VwKWvIZxkyV1gNjZbrNkR7URu2SalVOS/TMtwWYbE6zA3g7Gv0Lt/XwjbfMY+0CUGtB2uUJksIAKXRDwOqkRGzCPUhkQZLp66uSr5y9QpjLoyTGV+nWv0h8HXzLOfb2wx9+B/89tUFBGj/zOcmnuzbmolBmXn1SwTIHIQbDL08D0arZS5mNY1ZLY0xjzRVUpcISZBSfCPVWzVZR2KIbDY7dtOWFKK3RDA1ZdptIfb0AlMe/WW3JCENyWdpPSFAnkZKU7RkmreTQ7cCNQ3VuK1sp2qhH7uJcTuBKg/uXnC6yezySNvtKLlQioVaJE1E7TjdTZxvR7bbDfcePGBzseHBvTfYbkceXjxiszlnO+4g9lxcbAl9pCvKaj2QUk/oO1qp9LGj6ztiUHZF7QBUC53QYAjnGmShNHQSiMNAAzqUXIVuSAZmbFZtR8cl9TFx/eiQQSKlliUw1ZYoYdmyq+z9MNHbOES80tt3ICWxVGIlKLFAKx3naU3UYp5iz8psIYJr8JgV6uZtMgHyzO6S5drETCf26zZnfDYLk1WHApS3Qof1ueyK76mc9uOGLMrU20o+a1twwAdXjvnUZ+/x9sORV1864ROfPOPuvXOe+wKYxoyWjITEg4en/Kb3vZsX/t3/C1efeoLtww1IptPAf/Qn/xRK5XS3pc4bLNnraOY0rMtEaPXU3DC3PX7qt7b3yc1YmPnIah4gGXyzFiUgw0Btp9QGSIdU+/2baeTi0TlEC6qguQC07Q9KZxhb69VAxb6m6pOuoPZzVOZEHwXnYoXQiLFbKiKjVNhDPKTBdEe1IHViCELXDUx+uEzNqrV5S6Pud5zd+lZJ+ZbI/Y4yiy/dTsQlBEjVGb3jDAmdreMNDZFNVW4SiF2HloJIB1U9Xt1yKZNXOMPKin0b3ppsIsQ14wRDH8nTFgVjW5VC00DOE60VTneZqUYG/75qaxY4i9KmQtNMjD2lZCQEosJu3HBltWbXbBsXm5KStVw1eBxag50kDpIFSGxLpmmi5cIwJNrQWQs8mRizlozQOJ+aiR13W24cHzC2xrZkznaFWwfCNBZSELqYjOxaLcsRCUjOHK0SXbEF1a42QquWYdAlppIRiXQBppxtUx0jO81MWliFFbVYpkHq1gTNHA9QJHGWKxfFkNmEOSdxrmrbEtZb1WQllhgVfchvqGpRIdQGZfLQEL9gHRS2QinYQqDRyBoMN7NokMUcJo0FebzorpQ3eQ/33lRPCnVKi2h1kfhbMMO6P072Yo7j566OkxUotdLGkayKpAjbHfXwiOlP/Ts8OFrz8jjxzGZkd7rh7s/8E/pqQ1RqZlcrN9ZH3Pzi99NSDyUjIZKpXDs5QjSRaTZLQoh4pHrTJX1H9dLw5jK3SeLSty8qZwnesl1CYSyA/NnEqctGI4Xg5mFb47dp5GK79bK6mdPeFSzibvcm0WQLzRXj8yrZW9KKEmc1vDvp8U5qBuSFZn9nAuaMl4xE0GKbp6k1JCVC9UpIsZt1GZq7ihsPrPXswtkQLmIeOJynZVumQFxGDvPJZdQJCTYnbMD9+w+YdhukTGRMu1TGkbA64OLinG/4Ne9HV1f4n37gR9nee43/4q98F08/dh1U+KWPfozzccuXvfcLOB23/MzPf4jzi1P+79/2p3nq6ecYYiR3PbE0cil87pXXeO75Z7n3cLfA+Kqr19FA6AN1LEg8oIsmDs3FKJxTg5SSzWBaYNydUUQ4Wq1BGlMtHEbjSBUtqBbf0jV2Fxu2NZKGFQc6cff+yOM3rrGdLNHm/iZb6s20Y6M9QSe7TGK0wyH0lDwZgLIbyFWpZaSKsttlt8F4FqPCVCbbfqZIF4IJTlVJKZFioKvQDg5YDYO5OETITdhOEamZrhdqKXRzuDAztrv6YeAJ7G1vkkcCrRj7qos9IXTWTcRAbAlKW35f8Mt3CoEOC+wg9F6pR+fCzS9TtASnxT9oW1yCa63eNFifW8lZhIrNHOfu5POeYe0mn5C1z21340WO8dCSZwq7ZgPs01r5wKrnr17reePOG3QK0vdwQ1j/zt/K4ckVSiv7FNrOZhqxVR/IKXFqFuWVvOWaWdTNsa40mjmOzTuFLnaD2QunoosFYEEIq20pS7MXcE8rNS9a1bBYCsZ5VSuBPBUasMmZ3e6McXfO2OBwYWhcOpwW0umeaW1xXHNVKL6dCjbc9Pj1Jqbj6YI54cecWffRQYeBqRVqHlkPK1brY6oKU50orl2pZVrYYUue4bKMuHwY+8xA7d+dwszlNq+mjSM8mqtWQkxIzkwB0sEV7t35nAXDqhEEqPAUG/7E176P+oH/F688esjHfvEX+HP/5z/Ng0f3uX7rCVKKfN///P2cn59yPKz48Q9/mK94z7t545Of5OOvvcynP/NpftNX/ToOh46+ZDR0fOLFF3n3M4/Td4dIPedgteZHfvmX+aVf+kW6LjCOO0qGZ557gY988Ee5sjqkOzpCMIuVmcyD5TM6BqjregLFfq0dEgoPPqt0ngbTAnQEdrXx8GLHzVuPcevGbV58/S5Hx8dEFaTtWKdA1gEVWEll18RSnjgk9Qdo3lJjgDTYtpeK9BFqJbdKCr3r8SIxCjnGRYM4lUoMNiPdTpnTzZYhwq4FQhXGaaIGYZUGWlOGgwNiCJxcueZYH5/xVn8XanNSSZx3LwaCDB3ig/uIILUQko0XosMqqwesxMZCOVlF80WWMC9BfAs+exPn2ddcEXtF19yruMy75jV9cLsXStW4UFSmt8JLOA3H9sKV/EqZdhfdsDrUGKl5RyneConlzcXVAbefXi8tmSjGb68FaUqJkUShFl2Mk8FP1yYCuSHFkkGCCxeJcU8OlX3qhjS9JDS/1KcvqMP98FhUcK+n/VyX+FJGnakEMSZ3CPZApRgIXU/qE/fPtpyd71jHsGinWHjsM/VGDSG7iC108epdthW1Zn5A3GdWHGUT1PRBqsI0jtRmCvIUB+688iqHD884kEAOHR3KhUAplVazVQkh4EAGk5UsWJg9lUFECGIzNHsYzdU4V5+1mIE8IIwh0PeBevaAtz3zdh67cpWyG616jcKKzJe/5+18JMBf+Ovfxe/9pn+ek9uP8Wi34V3vehe7XPh3/pV/HYLQ92tiVC42I7/7d/9BWog8eHCfH/qpn+cL3/dFfPEX/1qGVc922vGdf/k/58s/8EVI6Dhcr/nsqy9zPCQ0RXbn56xWHSWPPDrdUnLhpBt44/XP0qWe2gopJoJEJho9woOHj7hyfIUYrFJDIpFqS4coXJydc+Vo4G1PPcnpw4dcuX6LHCKDCJvNhiEGdrsdZ6d3Wa2vcD4c2SKgCUNYU8qOpoUoKwrCIM0PIA8FlgokC1aNgZDM7D7EDtVMjpHjIbLLhTQMPBVu8NqdO9RQWfc9WQvDasXBwYGZsVsjlEytalMK77rs0vZo3xh94D3PaQVCNDKJjweCLzuiRJJkj0yzZYaGQJY3R0O0GE2RH2zbL60tm8FZ5qBLziNLtFedMedLzJcsWq0arbpqPsNKb8WWkMMT+wny+ErVdn6QuseiAlPhQoRdNWtEFgghkWqzD62LNpVJkbjbUvuerk4Qkqf/tkWsOHOhJPVMux19sIFd1/cWghDqIh0IlzKE5g9BdR/w2JYQcGuOmjY35tr/NwQ7tGZUBmrpKINbNqokcsNuRe/fBwncfOwWd199mVX0uPpl/nMpGnwBBs7zs+ZMgVljoczug4rpXGjm9hd18qTnCuZcKFrIdaRf9dy+ckwX4IJGaJjgtZalWoTmcg6nl85BoY5Xnjc3rZnnT8Vpl5E9kUHsVp6JDDUbbSA57K7kwlTNifCF73yOv/zf/10Op4nf9I1fy3nN/OIHf5FbT94mpMD27kM+9JFP2YEVGl3quHb9Bp986UVee+M13veOt/Ge557js3fv88lPfZrPvfYK66SEZMDIg9Tx2oMHfMFT17l6vOLWrWd56rnn+aHv/9v8mi/+AP30iIfnDzk6ukKXrxqPqym1mhB48Eixx2/eoNRK1UYXOxO2ho6gmCi1ZFJIPH71hJor10+u0rYbatlwev/T1DxycPIsBye3SNJT6sT06LN06zXjpuPa+jba2z9fsbZ5UwhITEjLZAloNDvTqh9oRN44u8f48C6b2jg4PGbTd6xSQqvyMI90QQnZYsKunBzZzNADTtdd4nTcsVoPjLlQmy4EUF3C3sXzDPYXc3O0UYqOMg/2XGZfWqi6n7EVJ8BWmiglQMYOsXlQzmyCvuStbW6LCwvZxGZSeik2Ry+RVmb5TXVTe5tlFZ83wO8jP2Y9cS0PD2q5CClZe1ZGw6rmiakmSs7EUBekRMkWuirFhtQxT0zVqAIlFHpnRE2ujaoIbB9xdLxiNwWGXhg3W0JKiMd+L3OnS8C+4B/8Msiz+D9yNSrCygevujCv5/mSpbpUCZa9Jo0mlpJcFOq4MyuL0xQW/uZlBTuu1ndJwMIfCtEqnVnC4KwrJFCqVTmLc71ZKdkkUkulCpbcIkLdZcpUODg4gKOVJZZMBZLhafKUFwZR9QF8mFX8y5xO9nAbtyg12Ytbqc0Ipjor0HXRb80ZjBHou2RD6lxI0vj+T57y/JM9P/oX/gO++qu+jKdvPsGP/dyHee3ua9y+eY2j1UA8uMbx+jrjtKEfVrz7uev8nb/9t/nYa6/zZ77t2/jar/5qPvGpH+YHfvQH+Qd/62/x/JNHfOu3fAs1JnIoaM0ghbXAg9df5OH9l7l2eMDZvZdZdYUnr59wcnLCih1dSq7qbq4l85fLOec23I00rcyhwK02qFfIKpxvR6+qO8pmS9evGFIghwOuHB0QwopdVXRSWuhIZA5WhyZHaBaORoh0YqOFNo2WR+hR8uqEh75ldKyWrdlGRI+IrZBdcX776IjPYCGmh6sVXb+iqniSj9Ci0PXJ8NA5Lze2hESo2WPkF3H5orOLnkNYmtJ7go5RE8wGpE1Iy6+FUgspKUcIayprDYwEilhEnrKnjRbHheOb+fkMWEgmvrGU1t60tWxVqB0L1SK8FVtC/Ym/uURAp5MbdN1ASANtM9pMZax0XUS6DqLhWBKKRFM2p86CHrZnZ4wtcLCOHK/XpsFwjVQMwkqVdHDC64/OGM/PuXXjBhI7O/EdKMY/RSW0KkUuUaKjmVJ8Za7kZkGX3azK9ZH5rFGJalKJSEBLNV1LiNRsSBdCYpy2tDk0wAf65ke0FyHMQH3/s+d2LlxCHZueyYiRC1JLrYTWYMripo1NtmTsUGwOEMUkBK+FgSCRXDJDEKiVMRdScJ1NVUMiLyfh5dZ39gMGP+R1D06beWEzZO2y4E/VEL4KGjtKzoylEGJge/6IR21FzYUPfehD/Cy/wsXFBbsHD3n300/wxJNPsj484vWXX2IYBm4cd2wvTvnSL/sKvizCU7dvsdues16t6YbeUNOlErXy333nn+fp59/BtVu3eOzghG0ZCWlFyFahv/7yp5d4tNPT+3TBhrqt7SVltZoNZfZ1xuDyjWKsM7F5hVWACrWM9ssgjNNI6g+IYWefW4AQFVHblAUx124Kdul2YmLqKI1MJLZCi53RMeYcgzwR+457F48Q3VJbYcoFDUq/PqYbInU3cefhA3oRui7RdZba1MYCMdF1a0ouS0CBUJbqKqj7CN3nEkUo/hkQHDg5N2MC/TLLUlo0f2XLFuJFn8hBKRLIKbGRaE6US1wrE+deopdI9PtPFyDjfDY1dex22CcPBlFa3I/ajZbxFgzd79196BVWQxlYqVEPW92xU3vYW21UtYDJFDvjNQWQXin9M/DKf8HXfOH38mf+4iN2j76FP/Fv/0FOz0fzNJnRhIZycHzC9/zN7+Nv/flv5+/+jf+a9XNvY3f/PtqZ57DOsx5ngzQJ+2QO9xbOLeA8eI+etTY1dd+jc7Ga8ZQaBmYLIRFFGXyQvkzvg5DdzJs88nFmyWtTYjeYZggl9L1VUqWi/YpptyG6J6vVSgzR470aknxz0yqSOrSzNqVut2xppkOLcO/+fQ6HxLtfuG22C1VCiGzrRM7u2NdG10XfgJozYLah7LPqTMQR5sDLGYdLsCVHMBSKtuCAPqdp+u9LMULNtFoseCMIfSdst1tee+2CMKwhRlKZ+Df/93+Er/qG38pLn/wEZSZkqNAEuqishhWtKquUODg8ZGpKGtbsNgbCGwab+eTtjuK6t9gqEk34WovB39BGqaaXm8WT4r7BGL1SXCQcoM1U9PNtJZcuGstfHeyCaJXUrWjTRAxWMXcpOWInMbrEZd6AhWjevBiEFJQpRlKAVi3eTCTQdYldroy7HfHRPa7uLpiqcO/ll+jftqJMMBxf5bht6fvIg7NzHlvdZBxHurTioBvou85oINLoRTkrxZ0g7sRq9h2G5Isbt4fh1ATLIEgzv8m2r0BstlmuQG2FUAKaGyGIHZQu/FSXvoiz5xY7jc6hLPPg2b2FMkttrOWLOssZzDOsFiBmS7TWKPoWDN135/tTb3ORaaU4Slc4a8rZbuTJqysepp5/58//BerrL3P95m1eu/OIi7O7PH50nX/5X/zN/Pc//Fvo9B7XvujtfP3v/UOEmmE1kLrIqlvxzNXH+JN/4l/h9/36r+Krnn8Wjo9omwtanIeJxRXkvnpXnVl0Pg8Li/y/zeXlr2KkzwPCecakfiWXUun7jlGVGgOaEm3Uhbw5ThOV6jSE5kNFe1FamYi10vrOSvSSOTy5ysc+9ZJVdus1J4cHHA4DkyqpObXI21P1hMs5Uipcvc5f+2vfjUZdbBJ0gb/033wvq743h0G0w63kLa02RHqjdcole9DCzvYh66WgNXErU2hqotCwf8LUcwn32eJWCR+kBLkgpRKd2nE2Vds2NaWUwip4AEYQ1l3PleMTQvDkZw+aFE92VlWGYaAferPGtLZ4MiVEWi2my2L2PTbT+iC+hzGUb2x7P2VEFnsSXhkGLxlbY191ztvkSxEvIhD63m1AiZQCtUArmWm7gZrQrif0iV6LVfDtEqRO9sEMMVg73QUhi9BcKnIUhEcpsWuNg6rsho61CmPZEdMKppH7j07ZTBOpmdZRGiQxiF7RSgiN1KIFBa9WTK162pG6dNier1oNqtgF9xD6Onh2+nXRDuDkWZRbNXdAigMqiU6EScWxTvbn5oV7tkcm7dMG9vjueRYlvnSaxaPlV6VRGB1XHEOjy/Ln8zqwnvuKL13uoF6E8eyM4F/IqIGLKdv8YOiYtPD41cdpUfhj/+pz/NhPn/Ez3/c623yNL3jvF/PO93RcpMRf/W+PoFzjHe97yJPHE698Zk0sE6cPT3n2Xe/gi06uEoKJ1KQVhH5BG6u3cHMY6hLtJZfBfpch+LoXtAl7TpUfGl2K5CnTd6b/aoCGziqfKIsNSVuYaSiLJSo2//NTB1OmSx3Hjz/NN3/rH+WmdLz7y7+Kv/m9f5X/8E//Gf65f+4rCbsHtDAQ3Nc3j0qJHfXlV/jWf+NP8H0/+BP8xM/9OOubt0lpRR8TZ9sL6vkF733iFt/+7d/Ot/17/z6vbHaMOSNaqC2TekGrH4KVRa0+u/r3gZdt8XOZDMQ2s3IJB3kJ6U511tL6aE3sOsZWKa1xoMo6JIqYr1KBlViFu52sFYluHm7VW/EUHNE80xaUkyvHXOwuCH2HavGfHUrZEbpkeyrX7aTorHu9bNUIpvdxf2XwDIA2c8/mg2tehlwisspsEfI4tS4myNnW/7GzgBKBoWtEyZyd3qNoRFKPttFGEEHoklCzkvqezv156oLn5NmcSQ8pEZ5brznrEq/e/xw6bim5sn1wh+7oCvfuvcJB33ElBs6DklJgCDO/f0cZw8zAsBasVfe2mlo8Rj+4FLpo44FinhwTR8+MbgkcdJE4BwPPy6eq1DYhyZZeSeAgBIiJXuC8WZVcL+GcZmd/W0Ip9vQFQ37HPTtuWZipW+wimUDZO3I//wNrLHVvqA2JVRf3LGkHhZdaiKVnd/s2H/vs69xsjb/+X36Ol158wHEaGLefI9//KD/1oYc8uval5C/7KvLdO/zUy5GDz73M1eERhwcnXJx+Cn31H/APP1TZ1PfyO3/zVzLFhF/ai7nZvIA4h3p+6Hz71cTJmZeSKrS5cXb/wZkMwWiRitJ1yfC4sfMP0cu3aNuxmSErYU9kqGIiz6llelF2VLpHj/j2f+/P8Je++7v5qZ/8x/yGL/lSnnnqNlM+p+ZIHPzIaA1JgYvdlpup52//vX/IRz/+Ef6tF96D/Kk/iZZMBEJnh7UdnjBOmf/k3//3yCFx/coJjx4+MqNrDS6WNUN1aB6LNlecc1q05x8umj9Rt0roJbWxLpseY7TYiyGbjWc+NkZVcqu+mBCLmHe+OOq4GQHUYq2MO28vUQjiga2BbjXwaLtjkGDPU1RC7OyQmrKFVDQLJG1OBjE/JsvMZHEwzNRZN5tbPkBwvZB4XJcJH+ecy+WAdtfuBIhOaJnsOcuVew9f52h1QtmdU6eJ0HuFq5W+W5MoZEaoEyIDKpE+KhIT2+2G9XDA3Qevs73YUtrEg4dvcNivKN2aHtsKXpw+QKRycXYGoXK0Wlt7F01Xhi9QsjYiFYpRbrvkUoZW7TONAi2QQ6DTShJFuo5q0dzUOtFrx2aqtJapMRAISDA0NWGAZMP1FoRJhEGVFAOT48vLUj3t6bvBN9/BW0Nr5dWxMnuj9DyYD2ob7ChG1xhUyTPi+/OSNcT0Jqh8aI2giVozu1LYTMVaiN3E+7/sK/nlFx6SNHF844RVbrz00x/hxv0f5Gu/ecNP/NIb/MJPH/E13/hrefnBQ2IU1qs1F13izg//HCePfoVv/H0v8cFP3uMnfiTxL3zNlxGHHtyLF3z7INhh02Y6g874w+Cr0nlbZr03l/g9s8TA+OmwSh1jbhwfHnAQ7K5dpYQ0L7FjZDuOlJL38UZL5WaldiBRUySUHVPouLrq+dPf+q1oLuz8UNdSoLOVvQTZJ9go1gIIvO9dX0CrmaCRFnHQR1jCMOYORt1gigZ21TY+4vjghbKwKP791qvziMFb4flB8gGoVS6yRHwtk/fWLFa9M+d+UqNY7IM9FKk2mJ48WHY37dwi5VDAGSMd3hyoGfzwmKYd0+6Cgy4g2QCBFUVqhpbdQWDbzlqssa0SaCEajqgpZTbEe4hu8v+urgeUMIeKiqOTvQ109E5D6VPPKiZ2ogijqa9VmM4u+KkPf4zD4yNuP3aTN16+z+EqcrxuvPJq421PXSdvd7x85y7Xb11lLcIb5xv6ruP6yVWCbHjs5Jg7m0fc357y2K0nGIIdqlkPqaVxcnzM1WvX2W5GHjx4ne1my7Aa3PQf0WpK/ShCbI0SIuv1wHpYowVKSEho1KysukCdRmI/oNLxyU98gqPjY556/Eljv/nG8GK3YYgrS9LRhmigtoZW008SA6UJrHpWyeaiOxVWWGvIpQymesneNfPqqsglf+u+frKNdVuqtbbE+b0FLWG5BLOfVAl1pIuB3TTRNU90l8huu+WPP3WL9MxTTFrQ3UhIEJ7/DUj3dXzPB1/j8Nor/JHfeo1nnn0OkSfZ7kZOz3fcuHaF8MLTaOr4zh9+RN99gm/9o0+TDg7YbTPdwWCaDk95af43jGKq3gXO13Q/hG9zisJMSNgn4CzG6GbEzpwrx8cnnISAFIspP6qZLg7Q99RL7Oz55NhrVZUoxRA10jO1TGgBMekwvUQ0zj97caYVS9m8R+I0KAWRhCbjKVUNaGRJ20X3nkGz2WQP3RiW42q/SZ1nN23hD82yjCD7UFhQqsMFcVRL8Bh0nI9UPAE5amUqxT/HxoXLUbQWYjcgpVJ89iSKK6/3oZnz3HFeudf5QNxumaSSq5LryBB7+tiTp4ncrFqL1akWMZq30IWGuSgqsxh3Tq/x16Iope2hhW2OoFIjTgjKpCY3zt0BcXXMdtpSpkLrYMwjJe947p1fzLu/9Bs5v3+Pz3z651mtDnl0+pAxbynjQ26eDIj0hC4wEHjpjde5//orxNWa6YlnGLoeCGxVON1ccOfeXQP4hcCqXyMKZ9sdLa2ZNme8eu8etUwc6hWmaaQWi1ebL9/WKkGEh2ePkMMTw1HXio6NVQoW3dZHP+Dh7oO7vP7GK/zSRz7EE48/yXteeDc/+E9+iPHOfcLtxyjn5yiREAeGPpEQC0juEifJtrenDSbMRzjPnS5nOC9HV9jnMHDpYp/tanrJoF8RkoRFl1XfigNrqHmPdxDRGFbUIGY8LRO5rc17J0KIyVhZISIHa4sA857+mSev8/jjN0zmr9lsE/2aGzfWyy5aauPpJ4546okvpZslQSm57WROXd5HFzUfpgf3StWlInE5wTxclv3Ad56DWVZfRys7ahWuHK/opVmwgRhPKDoATj0JtarYRkp0IY4GjFMkDUIXyLuR3XhB7FaEboWWHTEEMonjIS66KdwmM7/BUsUzE6snkjh8r8ksjbK2R2bUVfW/twJlMYdL8JUze77VErnUms++zbAqTngN8ZJKRHEhIfu2KfvmNSiixb6HqvTFhsJVlIJyFE1wu9tuqD5iXUzZjlg1brenApWKauGPfd1v5uj3/i661cC0HXnsufezPj5ie3FB73mOIXXL0mTJcgzBEmmExXERxDaaVRKhZauqgm9Ig5M1sENbfeOaooVkrIcVKXZkbfRpoFCQvKM7vMbh+oDx/JQv/6L3GI1iES5XalWGw0MOhjV5mtiOO4I2Dg/WZDUEd8kZiSaDMPuTkOLKcgdbJaWOru/NHlOyjTZTcvmPGuKlTYhGYt+bWr9aB9DytOCBGoGpVfpoJIyY/KJulStXrvLqiy9x2K2QgyP+g//wz3Ic4ZOvv857nnuB0/OH/Ld/62/zi7/yS6wRyq6yC474dnO7qMWN6TLLvZx3KctCZ3ZayMzI8tMqzsG+ztDKfinGS2nXn9+BdXRzfpoLddzmcUdSpU0bdrkwKgx9h5xuyDrf88VLeFPOiu4NutmPYP+xfdUebcF5yU4z+gPRA0hvL0pTMmWB08ncKvimZLb56SVW1r6NUvCkZptzKRoqtTRWKXJ85ZDjTtgC9GtKxVlVZi1qzV3xPnW3lHnxaCQLfmgq9H1k1V1x/IylLCvQM9/wemn2qIvQT93qY7ou9aimS6ZlbKMnzrsSRx7PoR3z6lgUx7KwqO1BqSU4HteFfdqWh0o9+ulyYCy+8laUXDNHB4d0aWCqugRgbonklJAp2AzPVebjuCFI8la2+tbP02p8M6kS2OUdVw+v8vv+0B82PVCwly+lzrjr4oC9YG1gRJcZ2WwFCT6A5k3fefO/x77dEGkue9kvGJLsk4NsSRoJ2Dq/+digtQ5pGUJDHn/MLrxcick9oT4PA6G2gogSY48GDxtpZWFEzYQMcfKuvSOeXtlmpnvwaHlZDgMR0/9NsSdpoeVMtz5AtC3Ioc02s5tGpvGCoMp2ypArUxLWXSCsrlG00R2uGHXiqVu3uXr1JmePXoU68SsvfpJ3vP1dPP7M2/mZn/xJ1o8d0d+4xpASBdOabULgUIOfPbKv5F0yc3kV0mSfcygzz19kCQMT30BG/04ydph93gdWf+Xa7LAudXt6X6dzw6ZOO9I0sc0WcR1TIqZoJkrfAqhAjGKrd8xH1Vrbc59l7ztqnhk3R78LYYHI1TqZoj0EEm1p6UT6S1WEXIqSnxW2dpuKHwbRBYYa5z7b1L1NIk0jcZrjtJyLHZwGWRtSfM7jw0jDuzZ/UI1Jb8kkQp2KvWQiDp/z/235u+8HlvNwWjz6a/ZBzqTIprK32lxGc7gQdTYtz73wMiz3lX6b5zpeqjetNnEIaRESqtukaEKd3dOL4NUqgtVqoOt7E2TmwrZUrgJpfUAujyD1DCpkKrtpuwgHazMZxAzfrX5QhhD8oipW1aYIatW5VSCdYX/Zbzj1TVtOu/Xnwz/4ZbCkFLk+zSiee2BgmI238wHvjDUlEWQWIUeCjJQpEmKGKEQirRRUhDTYLDKo5yBKNJdBiE4mMHvUTC7Aq8pZ4WmVoCU12cDIL1Jt/jw4oHBOG/JMzC4oUjLhYE0bJ372F36Os80FU4l0Unn9wUO0ZHZT4WI3suoTF+fn3Hl4n1wKNUZ+y6/79dw8ucbb3vl2Pv3xX+aVR5Wbzz5PfPQ5Xr37WVtIpI68zXC2IdHYqLJOkUKwsNlgpQbLmOJSvsIyiJcl6EQJLnVQ+z6dvKuOhw5Aeqtivlarg3kTV3IZ7xruQ9Gc2dZMkQgpsJ0yB82IlHNPauEAwXUkHTlXcmnQMiF2rETJUQhNIFlEUXV/W2gTuhrI51u6zuYWBTPk5gpBEm3aEoeOFhIy7mDVM24nc+Z3PbVkhmGgtoxoR9XsD6+p4NUH95onOhlIIVjAZNdRaaZsJ6ClMFXzWM3ptnXOUgv7/OcGUJq3PWJiOzV299zXL95pv0FDmJODfE41t6zBBaYEJz8sRfdekS772242YAeVeQpPaYbVaf4CWWKyLPxt/1+QZhcDog7085tQPe9PdXH6NzU3wLo0UmtIUA6isBp6pjYZ2bI0VAuRBqknoOTaiEQPYnBBqj+kMcR9AK0YI2zOq8NJEstxtSwKnE0Wood+ON7Z+Vgqe9Gsusc0Xpq4LNINETcLW2qyDRQrSkfqdfGHFixROWBWrugc/SWxSfZWJpmDIJnHFrO0xpO9/SCamVU2rrD/T2Tvja1iyOTWXChbCk1WxDIyaeD6yXW++3v/Gy6mDY8/9Rz3775BjIkYLSFoRHjs+JBxe0FViEPkL37HX+brfvNv4fbzb6N98hP8/Z/5IM+cvsqXv+cdJJK1z90A+QIVYZJEbOap7YLDFJE3LbK4ZLifabxvivzyiL65pxIxKcpcl9UUye52+fxbwuOb/tDEUvN4X7Wa6rlN6JjZuVm3i4ExRT758U8SQm8BjQEkJnLOpDQwjVuevnaVW88+zTSOZIR1nzxPbYfE3lTvIaLThpQbuRtIvbDLlV4FWiK1iRYm0rBGNdPlEe17pt3IeuioXSRNhTxldhfnnLXI7WuH9OsDQwzPei2M43NRi8lJq8kcumRG2tCUKo2xWGz5kj4t6rHpe23JPBeb04VVWB5k28qxIHMWDseSCD/Pk2Zc7JwYZVFnOreivt2xA8gPwEsbvSB73Efwac2yJ3S0tMzIHsfszMRIoTlksHkn4n+m//mda94sGBSQbLae0BuPKjdSiDDYd9UQy/RrzdbXYW5F/QUV2Sc5zzk7Oi9JZLFQiVQf3O1tRyJza9eWlmmPwnYhqc4rYrvNQ2Mx2S8EMLmEgZy3NZcwPfP3s29uloGDVxNhqXLtz2oLo82X+G+S2Oib88CXoNGFK+XFYxBT1/sggBgjVJPtZFFSt2ZNpZYN6/WK0zLx4PQhQSubsXJ0dGTp1lV54+EZ6z7a8+ymb2rhsF9xvt1x6+QKD8+3hD7x7JNP83MffQMZJ1Jv2QbS9xRRVmIctmLBc8uzs8yp5uBeXwzNPsK4bLhlAbw3ZYnbM9qt01faW1BhjasrLnhO5NXZvZmRQ6v0pbBRR7aGyJkI/+TnPsTtg4EtjXEstGkiT5nnn3+OD33843zt+z7Ac+94Jwdd5PWx8L3/w98hef7dKvRclMLzVw/5hq//Js53G4LugAPDtOrIyeEJv/DJz/ID3/9DjC3zG973fn7D138tb7zyBmGwIfTF9oDn9Rf44q/+RzzYfIw/9W9v+Nqv+b9y+/lb5KpcO45MzZziwTU9+1mQ+RC3OZNW9rCXWmnT6Gybtn8p2j49xHLcDIs8ixUXxLAa+sVub6scWlPXI83S4Blh63r66hTVeWEwTwnsZEODzYeiRK+TmkekNcfUtP0gVq0imdf3yryicxVzEFrVBeusftSJmuo9V0ynFg1zHWI08icNTR2xNYRi1XYRLsbssyp3FrjsQT3iXC6tu+0st0+/iJuIfd0kLhJeQjibuD9zFsOyZNot4uEm+6h2r1Qtfy94qIbNimYBscyx6t5yt3kK4/9uCdEP/LY/XGjW0s1VszZHcO/FlEEuBYg2f3EvqcJ1iYv7VVWFmuVMlo7LqhqTF3XEkqm1kfoVTz3zDvJYODy6ypMnJ3zoV36RGBMhJlqr3L76GId94sU7rxMTbHcTv+HrfhPPP/EUv/KJT9ACPHnrcV7dXXDntTvsxi0vvOttaLVnOIZEL8IDETJClkSnNk5YnCbI/rKc7TjzSMJ//r1UZi9xYMFw298zOXjy8z6wupD8+enQ1N3dqqq0JuRCGbdsmhIodsKWbGCxgzXvftvT7KYd8dYtTn/ml9A33iAcHvGdZ2/wX334n3D8N/8hv+fLvpJ3PPMET95+jPPdlivDmg+9eodP/MqH+U15RxDIGsiloEEIDKSgPNqM/NiP/ygg3JCOb/ztvwPpXrd2hMxh2nLenudXfu4pPv3pias31xzePOHa4cDprrBrBS1CStPCn54JDtRC6DpatJc50qjTRC6F0LvBU/d2BU/2c5Kon0ch7EMr5/ALX7vvH3pZ7CGzjkxFKa5ZijGaArmo20v2cxlP5CPML+fshl/mYu6Z9CG++jxsKc11Lzo2kem+dVHishhYhqta6bpEcixQ1WapQU0tm2+spGbtMyFx7/4jTjcXvHbnDqu0siisoUOnaSFkBqdaNmmm7wo+r8FQwhp7I2YGi5aKzgynTcTQWWQwmRCTly/zHMjSXgzdY2z96DanGCyuTpqSglLprIJzNX1zi1dwukfQ5C+uZV7aC2bar1obXZIFVRQWGq6PrCQSRYmi5GLQxDlxWzwwpXr+ZgjJUeB+GVYT19ohH93656dy3y3zxZOrV/j2//jP/dPDn9JoUZmmkTwValV22w1Xr15ltV6z3W74zu/4Tl74kq/g2SdGbmyEPkDJjXtvvEI6OYByRukD2xJYxUwXoPOZerU7E0eKEYACSxALy+4aLwj8cBJdUqFlHjlIpMZk7WV8CxDJ08lT9oWmnu12c3cznVcNMUkshLylNKx0DIGuJVbrgQebLY8+9hLrYYAHE6tSuXL7CYYXP8uLkmmPPcFR2ZFPz/jAV34lu9N7pIMj1ldO+JIoXH//e5lK9TK6EnDkS7VNUUs973rv+3n5U5/m/OIR03bL4cExd04f8A//8Q/z7udf4Ku+4gO8ePFb+YGXf4L3feFtbj92jYel8NO/+IvcvnaNd7/7PdQ8+tDQ24shUlpDuhWaK9syQQhM45Zxyhz1Ha0VL1zaQn+wg6ouDHqb/fjhIHs6Q5ubiXnTuNy4rkuau0U1rtOsVK+tLiV1mMX71TYxOqvTvXqyw8A8is3Ny6LOQ9J5hsDCSApi27lZHzUfoqVZ9JIqhuLtBkKKyFTpEMpmY7l8ridqQdnlHUc3bvG3/t4/4G/8j3+HLvVMWpFabR7nlM3SmmXi+Usc22wTUt8bz3WIMdaqG35DCETpqGUiaybIQBTjvc9hHEFs3mIz4WZCS6C06EJVzwBXg8Z1Uo2YgbUzXELtaAhEdbqr+BbPPhU6mYm3npgU542k+1jDnAIji+m8eP0YvDgPtaEzkqkpEjo7gJeEXXUhZ10sViGtnUJRTAwQbPurNZCIVMlIii43ibYQk0bT6GETgeN+zcuf/Cj/0rPP8tu//jfzD374h7hycJ0v+uIPkKbG3/vv/1setg1pynQh8zAEtDayGN+hmzfQl0zOi47qUpTX3OXOK5N5AdZcv9eH/V6xqTK9FTOsXPc6ntLCaadSI5KI9i8aK9SpEQPkGOgV+t2GC21M05bVNLIC2uaUNl7w7x4+z5e3Az75238PTz/7LAfrnoP+MVKEMlauPvYkrY5mCM5utE4dsVw4WC/xxJD4uZ/6MU53I+9/1zuAxtHhMR/+3Of4i3/+2/kdX/+NfPNv+y2cv/Iq/8mf/8/4hi/+AP/F//cv8pO/8hH+P3/5O/ii42P+o7/wn/FAe8r2wjZXYs1SqIUWElUbBykRQ+Ls/JyLzRnrK0fkkglJSNGG6s0DIedMNm3Wpgmm9N0Pix1XHAKexertTHtTeyBzK4HlE5Zi6tyQ7Gdisdyor95ZVspzcsoctLykqCxZcPNG9VIbRVgOX7sNk3Nwm5udbMjer1ZehShFIJUJrRXxNJsqFtWFZ0gexGgD8AapWzG1bJVJU4bl7+uyguDUCM9uRIKr0ZUhWMiJNuN2aYDQrznQw0WLt3CApZqmR4Wk1W9+30JJtCUL4obp4pvBQOftsszCXDHphkTo5gSkUtFmG71hlix4sK/y5uj2Wqu7jMywX2Ny3pQtMSYFUTsoq5o1RZpSQ7YwEvNQ2TICqEEsWapBzrtlu9zFEcLAVM2buk1K1+KyDVVVJrEEntIs0k1aYXMARzdu8N1/47v4ru/5rxlSZFsKKVmgxno9cHBynYvBENHHIZJCpNdGxraWcy7B7NFsnktQBXqFURtDSkxAVyo5OHk3BCT1pNY4JdJtHnCimRoSw1uhw/rM9/wHe6pg3u5uXjtocWVEw1Hhvps7SwusJfDOd7zA+cMHHOTJY5ga8cox/dVrHJ9vqdPE4e1bvDD0NsOpZqpoDUIXTbcVOruVg1k963aDpBXSFR6d3ePpx57gb/yV7yLvJg7WHa++9jopBN5x6zbf+73/HasAn/70J6gl8j3/5V9i6AKffvHTPH3tmD/37/8ZUkg8ONuBFmLXEXKjFbPibBViNMKjoNRpZKfw6OyM3DLP3L5tVIfsJWyxLBzbjrKwtWf5RvMEnDnOm5LfBOsPPoxvYnFms4obYLcZiWLYnfuPzjnsOmowfI34Jqi6B24OS0W8zfByrap4fJyxpdUm68sWrdEWzVxTKGVLoiMEW6W3UkAi6xSNaLE5J2gjHa4skPPabXY02pQZ644oHaVOSFqhWgipo1KZthdEDbTkJFY16qXlCFqkWfGNWwrCVFzR559RmnFMEpkwwWcrhRhMlqLO+0oxITWTHTwYZJZ75KVtr76RjVIsv1CV0vatmohQW4Nq1WASofimMpZKaYVdVKQ01gTjwgXLNFxpJKOOrU4mBtYJ0WpaveBynqLEZmlDWzqaQK+NoK7JisEZ67ZYyJfM6VD8u49oy5aJoIFYlKzVD38jXUR6Rt+Cpgq7CpSRVqpJkVwKs+oiqoHVYHKL8wd3CTevQT9wRKbXzESkk7boHoPsWVttHCElhpLJsacPpshvMfEodISLU66GwuErH+dgc5+Ut4zjxLi6yduevU2+eoVPXrwFLeHmtU9eRgbB9ffaKRkDPcq2CDlbyOUUCu9/zzvQrLZlyI2U3AzZlPe95x2gkbOHD0nJY7NULMJ7Bt6FN2/TFJAuESKM5xPrkxPGzSmpPyCtoBDpE2StSM1cu3qMVnUHeuX60REtKiod427k8avXKdJoNs2w1gqh1EpSZSyZ4y65Hlq4dfMGj+7e58/+V3+Fd739baxWh4g400krMa1IwcinwYF7ISai//cYIil1pBTt92Ac++TwuC5FS81RiJ2FgwYJRIQrJ9e4f3af7//B/5pv/uf/eXar4z2n203EwQdSFejDfmA9z7lS3G/jbFMXQax6W2qCFumSx4vFQzqZUAbWHRz0h/zAj/4AP/Szv8Brp+ccSqSmRFZle3bOC7/xd/Don/sG4m7jQRWGbU5aaASSCK0U8yNGE+M2NfuP2YSgarGgUAloMztNn+wwK2oVAlqXcIWtCGsxU3SpAmLuhF0LHET7vdlG1Eytmn2KfeVKtaTj7Gv5zivOIpBmTEuZqFNBYyURqKF3Vlqzwwwha2bwSkNLWcJLJzeBSxuRutcF0grNwfux2mhhUwrrOaS3FSIRkURuDa0T2goV6FQYtSKtEltjp42ejKqB3Xc0oiqxNrZaiAhJA1Ob6NUkGVorq1qh6+iGFa2YrKio5RB2Ukix5+LsIX/4D/1Rft2v/Xr+0uuv8OCJx3kQB9BqiUud7y+rz9u6jtD17KZqEoXTuzz26sd5e9rw4N5dQs2MT7+PDWuO1yf8SL7BeZx4LI2cTZmXPveA2zevEnkLzM/S788rUUhRLVFDkvvKCq1NhPUxutuitVliMokhWRqviq2sq0vzJQRqnnwr5YI8IhKahzRUphZQaRyECLGn5A3D4QHb7YWhhhu0oqSwZQRCWlHqRGhC3l6Q1oNVEC5abTJRihI73/iMSugCYx4JqacVm3eMtdF1HdvauEIjrXquP/MkbXfGxz70izSUMRdEbI1viVuNWt2LV5tlzflNTrUBdfbNYVJrvXIUomOUcQKApftWNFiS8SBiIRUq/MO///cJKRKq63NiMNKr86O6viMi7EoBCn2IxG5lMyutJAkWTY4Zg2sI9ntipLlurFMDErYgDMHJrSkRuhWtVWorbDSTCnzB8cDhp3+U6cXAFdUlIPNAQWNwMaVQREkaGSR4Iov5FZMKk1Zq7Ky10MrWVeBBla04lzwEJokgCY0m1khiB5+mzhYSYtFYgzSQHo1rkghEuwz6aBeeVTf+s4VE6hJZIjUG1gKTdD5DbFQiGqwKTAKlVksKj2GReIxq2qSG/3MP7N0qrINpD40yu6d/xBDIAbJEDoPwpDZqNPzwShyOF80ZkYMBMcW3bMmr/hgj00JNCPTJxhK7anPf49SzEWFqhQPnuBdtZL8wB4+cH4uSxLMhY2PURC6VwyHyogY+dv6Ik5uQamEdlF3qWNFRpi0MKy5O7/L0/Rd5mh0PX/4kfajorRf4dB44ffa9/MCUKNeUw5o532147+3r6OacgwcPOOwS66DOkk+cnxduxbegJZQdlzxhMOZGWq/tn1ycst1lchHOtxvuvfYaz77tHbz22qscHhzyuXt3uX7jBtvTh9x6/Db37p1y+/HHyLsNaCANgV4idzcjp6+/ytuff5acAlKV1AWm2htWRRqbSdm89lmefv5tTLuMxEwMPV2AzW5HyRNHqxVTHjk8vkIpxcIgW0O6QJCOEAq5NI4PDxl3W1owWoQ0iwY/ODgkjiNplRgkoRK4f7Yhn91H4gEnN24RVo43IfmQ0MFkrhRXtTQSgFEwDlGL9AItF1poRm9VdYStUALUabR8Rm10u5EQAxex0reObatoB2HXUI2go23FSL66meOXFE1C1EisSg3Oo6+uGE/+Enr68xCiiyox0FuM+w2XKkWFKJVtUTq1NnTQSBiEj770IvlTn7JK2QmzE43YHPrnqq+hW1FKthDZ4Fhpt/cYLrqRW7NZVZitTr55i75ZbbIMy8VpA7O+LaYEmEJ83ijOacaz5CDorGhqSGdxWwmvNkOgj8E8i2L8LgliHsUgrsy2re1hSDbfkkBU5SBAo2OgWGBDi/Q0Dl2iEWcDulunTKZhs5xBlRwC02zY18aZhsWsbW2pLSG4RKOwzWqiBTMpK40UI9sQ6aIJP60VBLVRszHg40DTgETo+xUhdtQQCe5tjCnY5x07tt1AjJEcO9rhVfs5PgG/Nk/sXvoot66uee0czq89zcE7v4TXwgH5HV9NL8Lvf/+T3HrtM/wfP3TKrZM1N7UwVGF3ENmME60p77x9wlqUrla6CB0jP30v8mCaPv8D64n3vf9Nvz44OObB+RkJ4alVhxyfcL6dWN+6wXlufPTDH+b6zes83IysD4+oufHy63fYtkYicv/VV3nsySc422xImmgxcPHgAffv32OXhO2d+8iQuHJ4hcOjA37wn/w4X/KOd/Kbvukb+G++52f4+Y9/gqeefsq+xO2Gd3zBF/LJT32Sq13HK+cbHrtywk/8+I/xrne9kyeff558fsanXnmd07t3+Oov/wre9UUf4M/+p9/Oe97+As898wQXufLZlz7Lv/nHvgW0cjdvuXV0g9r1ngAkjI/O+W2/51/gnb/mS/iHH77D9auH5Gw0hUAjOcliDnaYarWDoFVCE0qbrGX2l61os264lEtZJ+q/bmYyLZXTzTnP9Y3f8IF3830feolH2ewZsXoyuCq5edJOMILozhHRoRnuNmu1VrE2i5VH6ZtCLZyLELVZuq9CbI0WIJTM5uE9DkJgbIVSCtoahxR24w4tiZs3b/HgtdeorRGHNbkWaNWim7Rath1KqVtyM79c1YJqNf48wk6FvppIctRKLOabzMHsSLla1WvDfjeE+yURg2mgWjPOu84VXMBtUm6S96WCzsPiZu3SNJNBBR7tLBMzilBLpniieXLeecQsZW2WesXAgJD3pjBX7FulOW+Lq1Mumu7RN02aa6wM0RJ1YUs609bkLcHJDNU3vTN3bJac4DPG6KLN6Bq9islLxGfLwWkITZu1ySGQVChavfq2qr86uin6Jru6Eqb5+vjnLjZ8xa/7bXzTH/kWPnn4BLnC9WnLqmUOqlV/sWT+8S++xBgSX/nkdYJWDkJHX5KFfqB0xW7Y2ApTbRynwI6e/MaOoZa3oMK6/NvUSvnWGUjsk3fv87b7D+C5xwiSeeaxJ2h1pEsdN44P2ZydESXyrne+ExSOhkQOA+M0sep7Wm3kNvLkE7d56pkn7cZ85hkIHj6hyh/65t9JE3jx0y/yNb/+qzH1jXO5YmCaMl/23vcSu453NkVr4Qve/S5KtS2R3H6ct73jnXZrq3L3zl3++B/8A8RhII8jTeG5J57k9Tde5/hgIJ6BSMcQApMI4hygf/QGPDi9wu3rjSkmuliJy1rXNk+zV6o5OWFuJSKWWt07MaGfc74d39OAVYwUjI1vSu3GYylyXht/7+V7HD/9Tq72A1PJjq1JFG0GkQuBbQt0FNC4SAbMqmPzrTBDDoMdnJ0Kj2EvbVZrsVYCXejY1hHdPkIl8mou/FsvXOODP/yP+YGf+yXWvfHJ777xKuXkFm///f82q7qlZvd7itAFpVR7iSaXC3QykyjtsDCShg3GmwijKqF6gIkoSYXtTI1ozrL3BXmcTdnN4Ltz9qKF49qcZacmxB0VVj6PnPn3wRlME8rKW0AVk3ZULN6tYUEfKUZ2vvkLtSCtGfe8zWy16qG2lebujqqQtEE1ZoXESPIMyhaE2DIlZwKBizxyRUdKbexUjZLQLHjEhLWV0rJRRoGym2g1kzpLbpZQoNh3mjAJRKq2lcPDios2Omw+18doW/FS6KR51FtPmi6ozS6bNo1ISnSq5GobzazQXTng7e/7Yl76xGc5InAlRUQjKTRiy2gndNJzoGL8fxG7rNQwMgGYglqAsnOUJ22UXCkqnKa3gOkeu1+lSasThy1xmjpkOqXrE9upck0iQxfojo5MrVsaR4dHvlrXhbHd+YtqQQbBV7uNMKkjLNTiilwlm1u2FbGXrtU1OsVSUU1L2JQ2TYumiTwtimEX5Pj2zRjXkuym6rrOkpfTClU4GgYO8inTauDhLnPYiZEyY4KklJrpDHVKm//MYHx5nIJadW8wnNq86XQLgxqmrGKzhhCDvRzNWrcg0Lk5NEvkvNjPfHB8g8ll4asYGattjaI/BEGVISiV5Ctln3VYOiu7UjhOwq7aHGUVe3Kr9CJkggU/RPu8d8mM4J0kGsJz60P+h1d2rL7wGzj6pY/T6oYcB3O9TAWddmibyNpI7tE+K3ZYdd46ldBMIa8GbBMRa5ERNgpRLfuRMIPh7PNQEccuK9l9ggTXsTXrhiUl55mro7ttU3Ps4ZzdnA4OrGPgwmeIg4g9H2KXxszpr04jqAir1DFp40it7VK1JJlZGhklmLkfwyjF1ugEppRMFhFsNrZVXygQLgUgu5BSoj1DQEpWWWcJrFNiqsq6j2T1vXGKrETI48SFKiernqzRNqvRkMctiFV1AolIEmUngRgDvcCOwKG3jnWWslSDSw43nuGX/8Kf5SO/8j8zhMj42Y8QV2sfZZgE5sMXjV3quYJFmIVWkQBZBanWjtohjrPVlFKriWKbEophvVtpaLHnruRMD5y8FUr31ZVbbyKO6m6D1nMijTLumIrQtKI1owFyC6Sg6DRR+44kgexPRBft2ypNSfOwck52mTEdc4bgHNjoZEq7zdzNJ+wBdTMupM2x2HPM0CW65ZwasuShgUhF1WYCtVTG2rh+9QrkuxzEwMqNrbVU96AZSrh6VZRcw1TBsuiaRaaGYBztMqufW3NWvGlXOowf1S5F2jcfhI+tuTraUnaHKGQVxlpI/hlMamLKosWrkWC3OBa5nlu1ny1YUk+qdjBNDVKwNie7/KH5ENboFHbbSVW62JEl0IltX0MQJoloqSZD6V30WQrSLNo+tLqsu3uXfRYHzYU5BHcRYjdH78LKh/vVLV/ieqYDhU1Vo38Ga3I6hanZoUeyRU6acxld9LlQZV3dLwLRKQM7te1oaI3RKZm2tJjBgpacFCRQEYpmYjO++djawvIyoXFiChYfVySwasouCLumHJRKn2wwfloaByk4kqfSSJaio41RkivgKwFBssk2otizcBgDu6qk0Jgk0OXMJAJ94ogATehjoTaTt/S9YXyii4OLWKsforJykGXnGqqowS4rEVatQG70Z3fZxsLNJ5/n4uFD0xTWxq4W+mEgFCs4mlg7HDzCHpeJVAK1BXsrFJok0OxGdnXXhBCLe2XF5rjbano5jf//p+7hnwkvc/LEpf882UiD0gox9mZZ2WxsqJgsZTmpWQGks5FgaaamnnnjrVmL1JpHXCloCwvdYQ4ZaIQ9pZfZx6pLSo4xf9uSNKveEuisBVeXg3uL4aocnwE4lC9Gjy+zNMObN64Sc0bF9EJZK7HvGWKEMRNqNc1SnbP8zIjcmtBhTJ/qEDX8EFAPOujEyvYa9qbb6LMFE2MqvdMUSq0EZ6RHLbQYjHft/PH5INhieYShBbJNWuznppl+Sl2tHU0FHrW6d9Fn9doY67yiF3uYw4xlCc7Bd/V7LhTHn6RaFoGl0SSqadMcpLj4xxYSZUSDPdCWIhzpY6TEwKTq9hbzpM5J3lv/fKXt2fJVy8JSssAEE7VmI8OZHqhBFKtwZsV6URiCXZRa61IlRVf1h2oataowYe1kjxrvTIIRTCWwq82qH4FWK6tm6vWEUqSxUtvu1SC28EliYRDOXt+GhAh0agd2H91GpUIXI1OKpGgOiU7gXJXeL7fDEAhdpEsmxi3zxl4ikxgzbGrKcYSLEGghsA42m5oDi4mRIQqb2jivjdKUQ/dFXvQ9IwHGkdiZKU0FJAZW/cpkKTsLNo5h3nCzOBKyJKSMFqunyVwg3lVRoDRfiGijBJvNNRcPVZ+ZxaZvwYF1623+n7fTP/b2kTjsgkLsE+wuOM8TuyYMsXM/3Mxn2mMydIlJ1+WH3Cv43dyqdhgYA8ptIdLc9d1cbCmWXuOBoKphecDVhZmtOaPosm1AQNq0Nx7PELvmP00rnI2Fq1eOCdOGEiKhX0O2cXh3cABlx9RslaxzxadGdCha3TdlQ96gTva0hL/l5V156EWpHqAxB6l6hZjBswHtYCiW4MmAuvm7LZFIAL23McVvsKyW/RYJi62nVJNaxKa0Fth6qnDzzzPFSIw24SmtkZsQqtV/U60+/xJKEMP9lNHiyroVOmXLxkM4cuifBNve2UDYHtopT7Zw0EpPI9bK1mPWoyN0zRde3BI0D5+F2HUWJuGD4eqxXzEaS6mqtSPalNCqmdprsTQfvwChOb/JKtHRES8zR6uKbVSDzIecfc+T2Lw0OmnzMAQOgEdqspBzbD6m2M9QmlKCVSCtKjLZYTACm9JYiXKAMiK2CCnV3QdWYS7pTj4MXwlkEQaJbKtC8Q4iwtqrb0VYB5O/9CrcrXAAJD9oD0XIni5us0rbBotYIs9ZU86a0tdKqBMPxx1NolmhintkxaUkzS/6hTYqFsIaIkOdkJR8blVtm913VkHdeQl1Kq7RdNNsefQ4e2FcLGOfZ0u4fvoLlhwxCWnz8KVfPm95uq4xIJuJOBXb6oSwOOvt3nVBnYRLUVx4XLUnbDRHI/sLO1NHbbPjoDx7ZdyYijdWwXcz7pL3iHLYp81aKxg8MJKFjBDdLlOb68XULL8r6bh6eES/GelDonaRejERd44fzsXCFjzYIfttkQge1c3S+mQnRFYXQSb3kSkdnXjPX810LFjlIxJtuOyHbPIxca0sqv8gwWiv2DwPhBitaozNXrwwA+9nIqf74EaCiVT9kJ4Biq3aoL5i85hODMOSZgBCa0Rt7IaOmgaYinsfTbF+4NiXqWUSMBJZBbHwgpk8kCJrB+WNPo8MHsBZnExAqSbMFCFXtYYtRpo7B4Lzv/HMSXVjetNAFDtgAsIKZYf9PfbQBpMnzDjeIe6f1eqCWvVZ6xoY5zZ9aX0CrUIOMNXGQbRqdqeQPSMzhEhujXWDEgNbVfpW0QC9bwSn2tAQqMHkLKP61i+a7KFUT5KJgQ2B6wJnqkzzFe8i4NaEGtQOSYQV0LtzoXMvaVZrZQ+TMBAotbEKgUkaA5E+WCWZBFKK9E0JeWLYbZAj143NdjHczzonB0hAxf67NntGilgL3LTQBWV3cBX9+R+hfPQHWR1cJ918kqkbaDLaGCFENNj7VBQPNnkLZljbK8/tD6zYbXZxddrySOo6CBeUlqmtmPVxfqAWcy377D1v0xrzatpnDLjDXoI7ulmom29OpZelxZlvoGX302YFt1ymmC+HZPB/GpkrOm/LnHXXpKEUegm06YwsEENHQch9QneBVislWPu1K42QhBoSkzaiCsUNrq255skrk3WMZFVTKFcYY2CYk3oFUmsep26fV3SJQaXRqQ/so7VaTS0Mo2uXKtTalgo2OItpjgbvgvnnKNUj7feHeRObmwX/OyRPDu5SIHv70wtoiIyq9GoVU01iuq7OlgbNK82kDY2JrjVKgCTCzgWh1l7YQqXzJBrFFwcOhGt+8JbWjF7gga9FrZqS1swzhzAF235GiYtvchBlbFCjVZ6lGF4nBhsGZBdwhsvLEDWHBj5THatZc2KcFe1KQhmBFC0hO4oLgYOZgJtXOFmUmEyTp7WxDoKGSFGYPPU4ihl+K4GpYn7HmGhqUMAUhCkmjkSIU2EXhdgnktohWps9UzFYqGynga4LFjDrYwVT6gcGH6qPzZ7xLtq8KvhSp6ktIXauCztPgccIdK0RNBIbbpS3sY61/r05EzCKivgApPiFELAZtgQh1kIOiYNrT3Pr5IjXc+ZhL9xwu1XLk8WWuVE/SDJXzOd7YN25+sT+wIj9xZkePjisDUmJo6MjtkXZ5YbMYQl+2OicNBvCnlxwyc0tPrsIM7vXB4/LnElnbDBL6IMiqIdE6ILcCN6ieQiD6CU87hzrpF5t4YfbzMazG7ap5eYdRKsaBKXrV2g162yIINtzpCo7vURaqJUhwEhZDsHoQ/XgOpixzQqGQIv4YTZXerNXTgjNED3VW5Dg4R3Vf57ZRiMxctFs3pU8ia+pVRRRoh2c3uq0VpfwBfGTStRCTkOI7Jpt8/qZHiDKttpn0omRPIs2UlNGVdQj3woWxRXoSH6j1znqSQwuOEfM9wI7beya0oVgOjHXD80K8OB6pNrawmSv89+3KgQTj1aMitB7T5K1EoNlH04NmhjZAyKkZmbctqe1arVqBYLJDkRoIXi1Ni9iAlMxE+8gVjkkKzEQr84m17k1TyXaNA+XAEYMJZM9kj3FuE8Yd7dHFRvWdyFw2oR1ZEHbDK1woYGhN7BdmQraRauO5lxHDwpJQdhWa2EH15RtNHAtCKfFKKWraEuZGGZ8uB3apmEzW1wV4Th13N81WhtpdNQUqa2ya9ay9sNA8gzEmcteG764gFwKOQRSbWxLJfaNGIRVfsRnX79geEpYNWVbM33qicFmtaLVFmxz2Mvn7SU8Ptwri2PallV6ELc7Do+O0JMT7oyV82wDcAsX0GXYOcPjcDV1lAbqSbvOf1KqITJ0Brq1PeBtBoQ5odLVdNbi+daONgP41CF1YR9BvkAMDUc7bymW6kQtAEPFPiwJEY0HtKpo13Mxjaz6I7rVim3J5FK4EiNjUFMTi1VeScxGUZfkZOeWSyRQaf6wNP/ym/PF8YG7baXsxWiYZKK0hjRnCTnIr2tKKcoQfG7SlE4scaQ0WbYxwVuxRX/l+JboLRDNdHSd/77iTCM7VAopwOi+tM6mD3T2E1qsVlP3QiabuTlFUrwicQUcDT/wJDqMMDC0veyjiW2Uokc+qTOyJv/yB98YF7XNWYcNu6tviFPwGaEqfQxsiZSabQKVOiAQ1bRtZgOz5cibSKfBNlW2+bM0l+iXRotmVRliYIzJNoDetnXRlgjBn6UcIis1P6r6v0fULT2Y/aX3Q2VyTdlpEbrQ6HSegYm1yNV/thgZkpnns1cyB0S6YIdQ9b/HSqCIkNWq90lh3RknrEmjE0Fr9KreEcXa2CGcCCZ3CYEwbhlVOQqJlgs0O1h3pbDNBZd2MYrSzXPiJjQN0EXalI37LlDDwOOrntNpYvf8+9gcXWe4OKWEQF+xIBVTzZG9NV2Ht8BLePe1T+1/cXiyi7F7mFtjPRwgnXG8H1UTrMliRtCFqii+wROvHpx2vkR27dnaYaFwLkQ9H8jGOdmkzfHibWn8ZjTjPnBDF+2VqgcwLHBg9eBVJ0qK0MpktJ4ItgCvpiCXwNCCAf3SGsYdoTVKipaEQqC14kGQjVht3pFcklGFJQdQ3ZLRgCHERfEuweZW2edOy2wHcdW2iQ21mXRC/EALrkPrXQDpwmcjM7TiL1H0v7sd7AkbmhKsZO/UwkjF+4MSrNWYmjBgVY6IZdEFtcqhRtMPhSkj6zU69PZzOBFC/SUYgn0vnUL1OjCobT3naq+KEDxlKbdmjHZXsx+EQNZ9q5GYMxXNbpNVDE3jxM8alLH6xjgEUjAT9Zx9GL0Vyn6FN0k2q7s0Rx2BI4EdxsFXNXNv8nmQ1MYKscG/bxy7ZKdVqUqMli6+08YVtSp0AoIbuVEl10qVQOftb+/v586BkCZbqXTJ4AKdKtsmrIJT4ZxVf1GtNdRoFVJWI9QmR1rYaMHzAHw8sUVZx8jgRYFlKIq10XlkG49oUejyRA7Qa2BqULA5U9cldD1QqkXSmfbMqsiGlVpZhESlhUQ5vccbN56ife0ft9ix7YWjyRNjqUtGZKzWymdJXGj9/A+s59b9fq247qfTGB6VaeLqyTUsd93MwC2XORXeeeGuWAl2I6vbKYy95PyjS6EAVlmFheus/nCamM+xHy6gkzav1E1c2PZwp/287VIcF96SthmvwqWosWRwMgkBUiMPkdgqqU9s28iJrLkyDLw+7txyYwPb6NmFO1X6JkxO/6gzAUT3fG7TlnmYBB633qwCjGrzGFsauQDSD3oTutrAU9VX5QixzB5E+3y61thUpQ92Kwv+OUpdVqg1mK5qmlthCRZMocYySkDVwMqL/Kamzk8OwgtNCV1nFXQKrLxSFKzNLF4Zd2LVAGqkhh5lrAox0CVhyuZJbM6Tii7gVAOCU1EuXNQ6h+M2Tz+aPZPJo88mVVJtiEeKZX8KwqXWovmBJQqdiA/SDZkT52cmBIbWzNcX7TCYJBK9ItZgG8nWlFUIHApsZ4x1NJ/o6M/bCqx69Wi3i5Ds12I6uBElavPZaliejTl9O6ZEjMKuVboQWXk7uo4mCs0+5xWnc45N6YOJC5LOQQ+m6EnBquogkXX0cQpCDZHSbO63PThid+8OX/Lg03zq5G288PgxuhJ+PGdSMlyPauNim0l9vwhfVSA7dRQV/Nq3TTaB0A3sQkKmQq0ZUkctzZY8LjXp3faZ1RwOB/IWzLDq2b39l59H4qCn9WDg1uGxdf6PHnBRhVwsL1B9IGpQumbMbqPMedLMHIpQ7OAKYQHPqefxyTJkn+UDzWFvbYkPm4MAFq76fFjOg2fm1tTawXYZXEdbgh+YgwhUmcbJBIY5k8JAu5jor3acXD9C7zyykAg1A27W4InT4q55NZyyg62jf3l5HkpjSvDabPuJv4jB1daTNjvARaiiS8va6pz6bFtHFEowW8mwVADB/YyNUJQu2nJCNXpoRbPh9pwiE41EOam1KgJMpdIJlJhIzpaiGT1DUUPkhsQkHapw7eQKuT9iWyvD0JN8u1uweaZ9B5AlkEIku82kF9jUapQDid5G29ytc59eQxmxAXL0GaeIUSnm1BmabfciyQ4qUdYuCi6Yji75IXVeCwOG9DmtpnLPYhQL89ZVa8NF3CmgDLFRole3TRGp5rdT0y8NqbNFgKqBK0O4VKmaFmoADlQ59zlfpDG4Fq1XoYn5PktTalBisJi8Vhux2gKhJMMGFd2zzXqnRRTZV48iewlP55fitHgMzYS/a41pDnNVuFBY77b0t27z8tELTC+/ykdfuaA83nHQ2UEuKaLnmSduXKcTIVfzJEanhoKJktW1fPMipJYCrTBFJUpi3GZGMbmFg7ihFrZVmZpVhfqWRNX/uT/8JkB+tzqYWn8EB2t7MO9dMBZv+5yJOiuI8fmMzjMoz9ezDj54IjOLtcX6631MUPMPJIb97Km5rGBWwwePN6lLEvO+2hJfnS/bQ9du2Ttgs4yas920yUD/LQa2QEyR3AoikSsHJ7T6Gc5y5eoBziea2U6NpLNo1H7Wom5FcbV7UkukGd1uJDhlVDzfzaMhNKhnNNrB1jmHvTZXKIv4Q9hI3tJWh9vVEJy0qWSJBK0LlSF5e16Cgd6Yo8hd/d+A5Ju93IxpZPO/Zrq4EOxmjPbp6jRy88bjbGRgU+bBvxpMzze3y7JFPHDD/ig7wEPwABCfX3mCzugtFB6waQBCPGTVlg9lTgoWQWrjwg+L2My+o9EEu53CRWsM0einheB2H8/IFGEQq5CbCp2lEdqWUMzPF8Sq/mm+kPw7WwVbKlQRem/ZL1Q5CMIa5YxAqB4I7C+3VRImSD2IyqiNsUUOow3EkwtWCXvj8bFTfR/URuoCh6JM1RTsqyDk0kgpUnwLWavQJa96muOP5gRxbRbTJWYfG4KFGmdtxFoooaPsLiihcBQSdw1BawfJarBqvjbOvZI9UnMONA1GE63FqMRzLqQIO48m01Y5D8qRgGji1avX+IJ8yisf/UWeeOrt/JZnep54ZcePvvQWtITD7effrDaNgc3nXuT6wYGZhcaHXIzFEBUxGhcqik3/Z/vDpcSMOSPPIrr3GYFzei7qWz1PsMHnNXE+e36V0mEe0lvRYsPc6n++zrYftcNNfOi4T7txM2iz+UgbR0IXmXbnyMpAgEmVdYRQRg5bpQuJJpVySXiY3buFP/z4CltaJVfbGEW3hEyOFbbwyExRa497nbnvpjILXSSpRb/b7VVt6xaNDBkcl6LqrCM1dbR6XFV0mmiQBh5p33RPYgxuKnYVptuMXPBb657E7RVGGwKEzkznqUe6FUIi03xpYnopHKtSms0eOzXq6jRbu2jEZlP+6PMhmhBkr2IPEpiipUSLa7W0RUpQUhRShY0qKUWuAttamcQGzgUY1eQiQ7TKrvOvfBWEJPZ9m+nalhLDvLFtzeZjHkA5iskD7JkyXZYK7IChKdkROUGU3qdQownc7eDDqjVVWPvSoXpFHgIc0Bj/f+z9edBm2X3fh31+55x777O8W3dPd8+CmcEAg8EOECRIAKTMDRQl7to3WhXLKZesihLLVlRylVN2pRQncSqKo4rtKJFt0fEiSzIrkqyNAkmBOxZiGWCwDGbvmemZ3rvf5Xmee+8555c/fr/7vA2SsmgPRIlOX9YUgUG/3W+/z73n/pbv9/PVaNWmq+RVT7Vwm6poVJbRXrjHNbAQU4QfV5j74YGbzDuX+MQYLCfQgYSjP+wmY3Ah8GT6Th3rfsPBa89wOS04u1iwbFuuavUkJccqb3pKKSyD6WMG36waCGSKyLF7vAZ7FltVq9hF0cU+Z269ype/8Bne+R2/i5Ozb6U76jlcHfKxLx/zwmaf+/fnb/zA2jv/pq8/sELg5uVLnI3FbvjNCX0xrUYRa4Oixm1GfOBUVSzbSPRJaK+nYQ5qMVUSgq2Yp6+aNFP+sFWxwAhRRw9vi7+63QxOW6dpla9UZNLsULf5dxZdfqpj0qzMYmTIhdR2BMfHiGakKndyYbdmZo4Jya55Ea2WGKOuCysGZZMYaXJ2r65tBBtPhlEVsh8kopkiAsE8eVWVknXLmg8xEuu0OZy8vy6k9Hlg9I1foLgUwB5eCKRSzBhcvSrbRrzbkFnctAuQIzRqN6kGa0/VXxzBE3VyrswXu5bCnjOp2uCXgFlaQty24aO3Q90UQhAcuxKEQYUalFahONikiIVnhGoK+iDW1o1U5mqr8Bojc7WK/dhJr5YhaYJdMykLTbVKorqd5tgtSdG5+cU1g0V9HhjxitTu0KRqKnGXAxS/Z1A7ICZf6UysFe4xUmyohqXZbCOsbLEwxmDCTv9pbhCvmoQTgbNJ6KtrDKNzuCqUaCbwFOzAiQ531JQgZ0KK5tOVwEphd6JHJAMbonavjq55m15sEgQtA007ozt7P8vPfpH1uOb41nVUAo1MXAx70iTavaOVLS9/2z2lDhnXNkNVaFXRdofZ80/x2jNf5ewP/xEufOCH6c8+zDMnR9z3+V/gvA70izMcHloW6KrWbwCt4d3ff1dJE6AM9E9+ilIGJI8wbFgN5tCO7QQgc/mmt13TZlDumhdJLdYW+QxLMXic+FB+G0K5HcTZoPU0GrtQpfhAPXjL6CZYYZuLN339dq/ocoopV1t8VQ5CSA1nushrQ4+2ndlTgnBHzRD1Bx+M3L7vLJ/+2stcmC8YqSQ1EiW5WLGiTh3w/EI5DT00mJ8aSsOqyrrNaVOEsWRrA/2wzx6IGqu3RkG4a57vtIrgMVW24IjVfuaoOkPJtlfRPD0W9FCzD6gjnfg8wSusxr/PXiz0olGxzEUdrXIQIcXAumB2kZq9nTcx6qDqYlALT2h9izuoMMMqmCnVpwmBdbXWepKmTJutAdgFjtVeYFFs09W6vzF7izWT6q0efuBZq9YQTc/lNqmNa8IahMEZ6C4E8Sh6HwSLbu04ln7jqdBqercowgLlWOzlHUQ4LAUNkb0obIqxq4IIIQY2VanRWsc226xqCHb4NKJeiVbmEg214i/nRq266YJwXConVVgGs9qo68eohSKRhSrrWulFOOvVk4q1uSVnBrWos+ngmUIqNoqBCvPIzWKf3UkJ7Cz2kHodCUIXEjVsyGVkoLIpRqPo+0IN04Y7Mg6FRpT1co9w9Sq1ZpZvfQvvf+x+yqPvRG5c5ROf/CXSzcs89n0/yurRH+D6k5+mWd2iNoHDIXDuGzHDShfednc/iA4rQrvgqZdfJYYAY8/RmLdS/kn7JNhAEa9gTtfQ9nDkaWzn1E2LvxIPCJ2m56cR5SrWHgg2E9MQQP1NLi5dmA4CJzZW6jYnMG5bNnUhqx1j06EwDbl3Fy2vjT2LpiO2iVUu1FxZnruPv/XVq1y4COfalpUWt3cICWfRq6LBHpIYEhFhXQpBTnVj058rzryy79neY51/76OnxISJ3z5RD6qiwcWnWrcivuzff+PzpFGwKsHpDFpHM0/nbG2YJLfeuKpefGU+bWelErRumftTVZrbDmJgHAfO7O/TDJlLtZj41qkPinIC7Lu5uIRAo0KLJa6Iz7TUnfqLYJXKoKYpEyprhUU079sMg9KtVNgTOHHEr0WAuQXFq5wqxnpqBKpmYmgcule3OdijMMlEJwcTsVYXvwbDIIt68G20wAyfmYrYeOJEAssIq1JZAwcxckJlrULXJIZqY4I55uvrUTbO0W/FEpfGoIzF/87BKLbJkcsSgwWvOg6mizBXGzuciIlXW7G2sE1m8YkIC1WyH6KKL7lCpAu49s+WG2MIW+HyTCtDSsxj5LhYwIa9XS25aKiFsuo5f/GAGYFelFwyGoVQPVG6S8zmDZfHjm+dVU5uPc1X84zlS/v8o1cukV99gYOP/hAf+rbv4LkvfIE7r1+jfeoz3J9XHO3fT9oM7Hnr/8YPrL2LdxVYkbI+RsKc167f5v79BbRGDrQBuJqQMkU/snw25Rlw01AeZyeczrXkVOzpZat4Tt3UBk5BxuL5bKY9zdvEXuU0bHKSOgQ5ZTuXItvwhm1AuZMtVQXNhbRoOH/2DM9cHwhNInTCuvSEruW+gwOuaWJnd4+T9YZUCzEkpxSo0ySqU01cpV5NtFd9LhLd7BxliqW3zVGtNtDNfmAk8cDNagroUaH1w0nVM/U8DisCjVqsVHVPZ6zVB8eVwe03aRt374fR9DPyN8wUhKm+9q4hkMbMxoMs3nqw4OY2jriwe7CHrjeMY0acQ5W94utqscG/mJG6+s96eimUycGgNgdC7NCfXlML30ZFH8Y3KDu10pfAPMWtDYXJd+ryFq1moFf/uuimYqscfRGAiTonuqc4yA9nxQ/qC40oDGJUguD3YOseWCM3FFJMRK0cq4HjZgEOi20ed0UZEE7ACK8h0jSRI5SuKKmad3N0rVkbpoWM/Zlrn/u2URGJjApLd61lVXqCKfC9TmjENrIZk1aoByBWl3lMfPpp8dE6Jexk+rlJQEve3mNVrZWNtVKjKerjomWdWrQGxmGDNi2zrqH5yme5fOMWB9/8bXzoXW/nk83vIl+5iTx8ge996Bxf+XLL6tWX+JVP/hLnj65x9jt/N+M7P8DlX/059sc1TbC/7943oiX86nLv6yqsKnJzaBoOj+7w4MWz7C2WrDcjmzGzkHBXLPVpxl5wGNtWXextYYiTX9BGzeGuYFG2i/Et2sgV79Ow1FXg20Fy2CJkp82gp8fbUN6B9zieduLzuCfFiokUuLC/A68ec7RYkNOMsBlJtNx37iKvld42hB7nPmylDAblk8lyxPTnTAHz9tAOGrYMK/UoeHCQXC1blXethU6CccK9TZnmOTYotyGvVmX0NtqG/HaYFKd4hugHY53iiCGHQKoTfyrQYBWdeCzWqEqrtq5fi1JJ7LWJ1UtfJl+55D876JLQUgjDxl5LnimoTNYRw7/IFDyipr2qjg0WVTsoavAZogWlFjVLk6qJZ6uYfSmJbTFLthSZadaJZp+nRI9M81sqTAG0xjWbXnpRlRPJzGVig5lswD895k5pKN4+Bq96BwIdut2eTpV+DVbx9J5D2Ubz/g3+2ZjhvLB2selMlVkbGZ1Y2lgMkgEXvZXPwGy6l6taKlCI5r2cxiv+shlUTMbh4uBGZJvSY6w1q8gbr6hGn0NPr+2FBIoUxlJpSraNc1UT9XrVGUaTFTXtjDQO1FBJ8wVhZ84HFsKt3Q+xeu0as3aHv/XJL3L7V3+J+cF9yOxDPDusuXRrzdkPvof3feuHee1LX+LSV5/i4NYVHljMudXO6cfMLCZi+41Ifp53dw20ErX2r8UUTjTn5abZYdaOFB1ZZdh38ZwdAM4y2go7XZs1cY6Ce4dc9hDE8/gmoqMfKFOse63Tg37XfEpPPYMqUy/qlZzH/IhOA3kPjwgWvb71LAZ7R2dVCImL845hfZ2Dc4FbKVLGkf0zexxo4MlrG4sE00ryAFGLNHd/lVYLVtXT8FKdDq9gmGBTbJctYHAK9pxM4Y2vI4ZajUXklhnxOZX6zTiq0VanQDKVsJ2XqZhBWTk9qMokAamVLHjV5hgXLa4Et5fA4BvLRu0guXMycLL3FobHDimXnoMAM7HVfC0jY7Q2pHFvYPGknxjE04tt42dUhbht56j1NHXZK+TgQtoag2+YTXxa1DA+4gdQ8pZHNRGSODnUbESIMPeItV5PffTqvtNZiPZ5c0q5LS6XiSGQRLey5t7bzeQjh+rjhVpNfmALChfaaiQEtz/FyFygL5U+WbgpMXCsShgKmpyQMcEOfWsJQudY5tb9iFkiC0c8977EaLADqcVmW9UPsyo2DE+BLRjSDP5iRnI/2Kpz2yrGs59GMaNWayFVicPoGoXCfLFknC8tNyCKDfVv3eFV2eXkeOD6tTs8/i2P8J7lGa4+/g4+/uLLhJ0Fs1ev8mDqOX7+GZ78lSscrO6w/z0/xJm246sf/xjh5m36YWDsYG8Y3/iB9WB7+sskJkqbXr8Ww2GNcdkFIVYYsr1havWsMhPkUJJzn7beverZbbo9gMQ9gGggi82kgrdRUwEk0yG0fcPJFuY1dTpSK+oETfWtjvr6PEyq+7ui2KsW22ZOsvRqA/C2nRM3K8bYUpuWMqgFq1ZFy+CexehR8hGtapjcYobdGbZ4qD5DClaD2Y2h9rBZjJRXetXZ3TEQis9SRFyFXsiTw76ajaXGhk4LGy8kk5TtMmPj7UjEUpKDmvhTA6iY6DK6DqclEgiGqXEMj4kPrV+LMVjKSrVhVCoDUkyGoqFwMAuUEyEPAwssVHftLPMSk1V6DqeTEMn+tgfbvCUXDxZVUrRBe1+tQlgFoXPqxWQQL76J64KBH1cSaRDapFtrUwiBub8Jev/eJ2mMtdC+GfYWssMSlVdRzeensFIbObSq5t8TczGEqpRoFaxKRJM5IsZgn9fMX9Kl2gFRamUMwdKIVNi4QPaCCOtkKvvkhgTLKQjbDfeIa/DUDrTGLWijmt+0wcB9JyLsijL6rwsC2ZdKxxrYCbZACb6ZlSAOk5Qt1jgFGIuyUBjH0Q5tDUSF6DFqlcCsXVBo2K2VWiCFyu1uh04UfekpJEcOX32dnyFx8uRnWF44S3P/t/DQ297B82OgPPAg3/z4O7n07Je485lPwc2XeM/+Hj9XYd5n9ueRvmluveED6/Xrr3wdIrmXeDmGdHMHHji5c4fNRlkpbMaMBFdT+9ZNqpzCXlxpLVoo06bII8KNoFAcl+xapmmu5cygybE8CS9rPXWuT35CZfra6audkxVONVISbAbkO7qtuEtdrJrahjEF9qLSaENIG6tSaj1lxVcLrdRqlU4u1uYET8YJroidBvo6UTJdo8K2Pa4u+oDOVfHFoWzi3smpXIxxcggUTtTW822wG3TC+BiloTJiVYn6IDNhIZ4qVpakYETOmkerToNTUp2/PXMOVallm8DSS2CZAmutMBoHLFDJw8bwOUFJAWK2rWvwcQBxOzE0LVO8y0/q0eXZW9IuBHpV5v53zr5AiC56VKzVmktgicWKDcXzBjmNrResrSUEk9uoZflNhnzxsfvGk2+SBnr3CC78uzXph9AUtQwAMdhhcQhlowbiM2RMMHV3xBFGVl1G14WpBBZic6MVSi/CThBOHEMTJ+uR2FZ1WgxNwa8NVh3NqBQCJ77xXAoci1W7CPTB5A9bGrhXjBuBZbCqLQSTmlQVdoIhp8UxSxM8sREoOhpnLjW0ofLwAw+Quxmvnay5GGAdW946F77tAG5910d58YXrHC1nfMdceH58J9clcOn6Ta586TMcUCmx8vzJmnLjdeKHPsps/t18+R/+PRblEJm1huepWd7wgXXm6PrXp+jMFtdvV73d55HbR7cY1xH6Y46PNzZjseGBSROqqXhrNT+WVToez66KlqmD1C1Qbrupms6SKVJ9S7SULYIkEPwAsjcffohZNVZduRAmgb0/+2Grg1cPRqiT4boKsyb6QL1haCCcbOhXI3UYoF8xcXhLMLyyBAxZO83UgoexOu5Ytkp2O0JL2VoZLRnah3TFN6LBhYZV5HQIriYHiNiQPlXLMlxX6LyF2VTd8s1bn/0oxuCeLBR4mk6vpoKWGkz0Z8QqRjndzo0aiAVyMMGqFHvR2Mzd6Z1aqP2GiJo9w9ftk1gzigfNat3OhNTlCKbcj+Tq8EIRV4K7TcrV55NKf/Q5XOPq9JkoDYGs6h46l3yUaqJJX7oYP83AgMVvelWTXEQfVq9FmSHMCWSxGWB0qm3TRA8dLYzV/g5RPDRkcsRW23Jmqcxj2ro1MoFeTOCpnlU4vWQ3VTkTA4c+15wIDCfBFhBtMF8mdx3Exc3Xy2hi0wLMSR77ZbaX0e/umTPUihi59FiVRTS7TpCJUmoLlaK2nMlF0WJyGhuEGv6lIrSLGd284d99M/zZr/VI7XjlMPPfXj/h8HM/y6qJvOm974O9B7iaC7cQvuuJc5x7y4/yX3/lVdp55Im9gVtkrn/iFzhYXeOxbsZnJbHX9zDTUYQrb/jAuv03/uKvASvHsdx+qY+LHdZFqONAKYV1Yctpp42Gf8XQE+KVjHqSSfAfmkwbCQxBqy59uHvWpZM/1b/W/4uztOwHbIP4aWg/oZlP7UTqNqGtostgVYRgXjaTc2UmgHOO1uIEMTjacOc6pTcHVVWxFgunA7igMNRCrtCGuD1g44SVFTu6RjFoG2KhTQbwV0rw9ByNjuk1/lM1OTqhOh9ejRo2oSmCmNxjQs0iFn7RMDGqTFsUqR4nJtvqQsro1YjPNyZ+lyod0a0yFSmCSqGhQJr5phE3cxdCHehDSytq6nOtzCUwohbVZgMr5tjWLNZKi1mAUjQucaK4qNhYU40KbVA2mCQi+DBZqmvK/NBSseF78NlZ64NvC0+VrZzB1q2BJlhlNwh0qFESYmAnRFaAunwkeXgFvq8YRtMMLlTpY3BIiMkTQFhFG9ZHGsM6u/h2hTIPZkGyQ9lsWlHs8FqrsIhhu9W+o3Am2DzpqAoH0ZroUSw5e5BJWY8BFqO9cJpoL8ZaM4FIjIm1wq4nAmWJLIJFqS2C52L6sD76QqsPoOPaKu5aCRFKLuSixgwriozw77/WoZ2p9A/awO84d4GXH/woT1454XYz4/IrLyCXX+LiI4/w6acucfjs13iiy7z++PtYZ8h3jrnvw7+D2LR86WM/RZvvMFhXFZryP4xt/80N3V/+3Nf9dwVmsSG1M/phQ7/eUIee9WhtkjE9pmm0bBOAxVNTgkxJMdU3ZWG7UWRyf0/kGB+kT3Az7lrj4p674K2gVqWEU0qpuGFWt+x4tmA/U7pXx7F4QrCHZa5yJZeRWc2IWNT4yaanbnrK2FlVVdzuIHaTZ595BLXqKgRrgcsktvUWQ6odHFLV6aGGPA6OqTFelddjdlZ5iIJut6YT6SGpVSS52qA+q1Jj9A2d2Wuqh0HgA9rgmrggFjAx+EywdauOa0zotZqZXStREiMm8DRdSfBwDwjtAtav0paRtUZStGHtUJRuwjIbz8VEn8GxO2qsc7R61SUcix3aE3OpCLSl+gzTaJmHEth1Q726xiyL+Q8nEqZMadu+TVYm5wQOz7P2NnmoqKAMDhRsg3CMEF1mUvxnNg/WPmYXJIcANUXWbodq1A7K4vKTXA1dLO6b9R8uWYzzHwTmYrTPrCanGEU4Nx1ewDzAWgIzMd/l4Mp7VLbJSUEcreNb1CZa+tTE++rFQjBGsQp+GexFPItGMO28bV3VwAXnwk8ts1ZfguVCyIUQW45r4SKVkg0581rJ/Or1NZdfucaz167xvR94Fx9+8+P8/M59/OrNFR954jz773sHP/nU09wXWno9RmaRG7/8i+wPt3iswheajjP9iIhez3D5DR9YD5194Nf9u5ozR/2J3bvrFTpuWOWKlEz1FJswVQkS/EGx7dp086ieChiUu8B9cloN6aTpFlt3R1FXgMsWI3K6CXMki/O4p7Rbi473ssvnXbX60N59LjV6G5ZHxqJsglUuVQUdRtbDQBk2SLFDogGSKKMbeJPKdhGgvhzI/tGHYi2huCVGXEelLiMQx7pEd9BvLUZ34WhOdfoBHe2t24uJKscQOKlmvK3V5leJaUbovHRRG+yq/yw9IKIl+ENdt3MzE6xG61e3H3iFmrewvMmLiVhC0hACsY6U0pKJxJrRGOjc3K3evg3ZDhaJntLsbxLxXMVO7KFRg4yy9k2Zugp+V5U2JHKwF1kI9vBWPfXyDdUOsTRx9WVrAnM7k6XWGJutkDU479+H3VjlLb7Awb+nySA+mAnSrVWwDJatOHNw3xijt+ZsI91yCP6Z+KxRxNlRpveKIixRjhHaqbuIYft7d1S6GCi+mbZIN7bxbq1vkOvEVBMhSPQ0aWEpkzPA5p4hBDpfRgwqdI0hlLUY7lsRYraj3qgfSr/q2UdYpQZkQJKwlyLnknJLT3jTA+d4/vbAF7/yBTZXX+KRBx/gZ57qOXvjEm/uD9H3f4QLywWfu3yVgw9/CAJ8+WMfYzbeRFPLRgNd4I3PsO7/0O/5+hlWCBzdeJlrn/z/0oYZtQwwbFhnZYwJXa2JbWfAfK02bJ+MNtNg3N/sQSZFfLjL+uDKpbv6urAVe54C/xAbFgefNRB0a/A1gaD/MmdzMW2JnFZQa0WitV0yFm+vAvPG/HKbCjEkchCOxh7tNwzSGLgfU2k3WDBBcFbSRIAstRhlE6EXO6yix/hosMWDVKVQTOyJbNns0zhtyterbpwWrfTV6aYuyN04eXUZLPY9+cG0/flU3cosahDb4OmExVO/4dWCNO461MWrsA22kSKcIkyYePQo9CN1dcR44xLl1i1UlD/3w99K2875Cx97itm5h2BzQs3FPisxXvoUalvFMiynNOfBPZAxBoZi8ytcUBl9DtWrJftMNqXkYlz8Xph+r4JVwZ23xQOVLjiFQqJjkEwGkcXaxVqNYlomykcMrD3ZJ4VAr2G77ZaamAVYVdgNsIqR6Iz+0eU3IzCfrEZOBj0Ro0uo69FCVQZRhhhoPGy3c7P4xvE4EqNVVbUSQrTBvotMNUWSH6rZ7wcJ9ux1MVrl5+LsJnqL63+fKPbzOcY2vHMKG2fZj1pJ4uBFhdQlJFkuJk2ikYHdEPmBhxb8bPsOfuqFG3zgbMe3v/1d/NRrb+Pnrh7xPY/sM9uc4ee/+gI7N29Sr7/OOV3z+qd+hb3Nbd4eNrzoIMeZcDMFef2NR9VfeOuvObAiDAXplbKwSGqGwvE42qm9Nb4qd423ty9lrV5ZBd12eFWnI61QigejioUinMohnOXEJBh1jZebpEORbXqqOlnybkxz3I6/vRaa4pSYkkgKJReSJFRNnEjTIVVYHx+jJ0cwn9FXNU2MGMFSc6X44axTSIAE0wx5FTj6zKeitNXbEqeTSrHJ2fQgGzbawfzBCKglZyRMWyq2jrsU1DdnJhy1A8r58c7bOqUuTD/j4JM6tijn0UDVNifjtDILtVCbxDAONE3Lxge51MpqPaBdZwkus7Nc27zOH3jXOV5//kUeuHCRv/Lj38u/+hM/w3x3QZDEpgo70VA56gEQqRYfJLu41+eapZh0IPlYoNxFHB19VhUlssG2ZcGZTBPPP04bvmAVsXAXQ8pTcrJ7FDsnHRQVD1dw2gKBZqzMU3TTs4lOdeL2R6viHM11F1Rx8j4aBaOPwpgLc9ePdZPw1kWy0beDc6+K13I6GJ/+ybXShEgIRi6NLuHIYhVxidHau+l5c8jAhLSJIXgykBCi0LnweVRTx+91gbmYmj2FwG4I9NkcDDEmVIT9+YLYtJberplhFF6dJ/7i565y6ytPsrj/Qb52s+GXn72KvvYc77zvPm7fEMarV5kPPct3v5d3PfwQf/vTT/LQB9+F6sjnf/ofc1B66jgiu0GOuuaNV1jDA+/9+gMrpjqudaT45i4Cm4HDCfPqcV82ZDfn9pYOqsHDGSpadNvPm5bKjcCeQRcmBbyeaq4MRnfXIVjYAgNrmMJW7/JLnwq5bCEgU5PpM7NizGsJwULSVIgpsXQB3Zhau4nyQD05gnRArSPRoqO3W5uqZnitU9VSp0OHLdZXtNDgc51amRlXwYmklZz911U7OEYRsua72kYl1WIuerWIpymJSLHVfw5uSZleCsUYVcXP5+lzmFqFMG28XHKSXANkAZhWGcda6bw9bVJgE01A/MqrL1urXUZm8zlveuRxPn6knLtyk9WXP8v1n/kSOxceJMaOqoVlzuRibPZarHU11Ybp8e4aP9p2rE6G5rAdBYije4r7/+Yh0HubGt2G0vjqfvCZYJh8c2qU1QhbeHBwnn2h0mBWokaVpIXjIORkW8gIW4Y7PqtaV2XPkitYeWhIdEN7lGiWm+qtuLdnK88aXPliJUbjZS2CtZcAc1GGGN14bQnTrSfb4J/J4DVy493DsH3OzMw84X5SDP4Z24ssBROvZkcdNSghWcJQUaXRwlgLGxSN9pJT3+jPmkAvkTnKJkV2k/KEDHznu87xxUe/h390dcP+vONdZ4Qvdo9z3M0pm4F4csxOybz81Bc4uXmNt6vy2uc/w2J9m7ennmdXhS4X5oRrZ/ryxmdYm8XBrz2w8jDffX0ScycJ5OGIda5WVVSXHkzeQBF0YrHrXcGmU/21HQx7nkyZ1OgTSmZCWPjq2kJPXIToA3RPRDFJr3p1cvowb0F/6p4213FN4lJ1XdBQK7MYWEQLwixpTnQLSRV7OKnmMRtroUXM5hJsVpNxk696LqMTRcWju00EqpZR6Dfg6OJ+SwEuVH9z5pzpYvR2ojL3TR7F2hibsXkaCtEXCCY8tQ2XbXoqxiUqWm1W5snCU6VTVC0CCjsEq7OklIhUIUdL3xGPoA9ZqQFuHR3TzBsicFJgXzOqgePFOcLigHNqRIJasm0ovWrLQbc33iRoRCuqces6KNUOzuQm7+z2ruiLl5lCDtHuP1fGZ0cFp2D/OWKVh6paFNu01HDhcpjU3h6D5VxWapBTG5QTICpimOdQSVgL1qGc+EC/ddJGiYEgyRcyzpT3ZKfisoMC7InhdCrQ+Wwzub1mI1ObK7TV0p1HP7yij066iEXWq2nQWqmu0o9bgXXF4u7nMfr8zQ7uUk3L1wZhQ2DM9vkvk8mRUkrEooRi1qK5kx3mnoU4iDAUWNfCl2PLy69mrj3zDDkPnH3n29mZLehOXmVdC9/+nndwfGaXv/3My7zrPU/waGz5G7/wS1x86+O0x4d8+pd+he9831v44TOV//0v3wnj7u4b3xLe3Ol+zYHV1M2ifTkA5EztGhDleMyMRYneJ6v63GOqNpTtQ6yuo9Lq4QVVT313vo6ud4VKGNhAtpqsbR3uN0TYKtvd8OwPHtvwVT0dYFd14Sqno1g/BKmZOJuxk5TjajmFKoWoyioX6HtKzoRoolGNQk7i7G/HHqtZUOrk55OyFbOOqtYShAnW54Gl1UR7U5uWqr0pqxNUG9RkFgRULIUmeZJ28bY5+cKiVptBTKTXSmEIbibf/uhMoDi4Vil7jNfc3x1FIiFG03AV25wu2+IqMHsJvXLpRd705seYLxbGlnIprvoh3ReDFSYMnJeJDJ6FmCW6lcWGvBKCtc3uckBOY8uD42SqOJhP7TMfXbuXvE3sHPW8KdUeYlzIK0Lr3LDsRvFIYFC5a6ljMyCL9rLvoxKJRWmiRbaHu1qsATs0g5r/kQiRSPLNa8aAfdkJ3rPoPlfX1o1M/PngLzWrmqqIBdM6lz05w90Cbj1GzMNSZ/57R0cnR6+ug5iGq7oQV/z3br16HGphnhKDmKQCtTAJtqnjxZYNUWhjsPljKZw5d0Dc2ee6wl7TIKPwcDPy1jby6QfPc0Nanq2JZ597kTSuWO7s8nc/8wWWVy7ztkXL1z7xKS7fusb75i1f+8rTLFbXeceO8vRTz/NciexdeNuNtu1ef8NR9SeLxdf9c7xYsJrPnq9Vi2Ro5wuo9pcq40gpnm5CRd2pj5a7AiO8JZsEVr5q91+JTPaCuzUMaqtwpjDRqV2YggokbOF8dYqyUt1qsvL0YbhR2h5e53Y5T7oi9MPIctFxpoGaLXsRKmMt9EFYBPgDT5xhvj8j5wyiDNmH5V62F1xegWnS1OO6qEorpoyvtRBLpXVu1Oh/1cZRLOoVUtG6pRxYA2gHeV9Hcs0WSeW8eNXRbDaiSPQwS4e+oZ6WraC5ILWwdgprdunEfCvOtT87+5+fRJinBEHpJ2FSrZwcrxgKNE3D3B3t1Q3BmwrJW3k7jISsxRTZTKJLNbsL5jmVav+umWgJpxQ0kxOoAQtDtPlQrEpbK0ktWVsdtVxE6MTIuKMa573XykZt9qgS2Mhkxp9uQROfNpPv07eJecJZ+9dLEGZR2BFBY9r6GiuBrIaeEX+xDBX66lWmuyMmdFDvKKFpYpPcGzg3eLMhm4NYzp8ouShr34p2UWiiCaZ78RI7BnKM23DeXK2iys6nX7r+rA+Bva4hhmnKJxTNDHK351I4mlKdYoLGWsz7z+4b+ib39qKJRh/95vt3eaBruXOy4cNL5d/44BPsPvo4L3ctv+/DH+Aj3/OdfHZ5kUe+7Vt434/+Hr7c7nPubU/QvPUJXhuiVb1Ny1wruZm/8RnW7IUnf80UPjAbVq8cx6bXOC7a3LOpgT4L681Imnl2nUxVlm7zAIPzsHQKT5WtX3kLpauu1TqNyNLTNK+7RulmkZkEk66oV0413Xoa2S6OE4k+ZC/TVl7MrBx9DlKAeTdjFqOxmpqOw2o2hRACGxH+zieeZr6c0e7ssxlHZkEsCVomb5h5CdvJEV99g+kIgeT5cpZ/x+lMD/UYKmt7QzT0cc3ZU3Ts4Y0TYlfsxq5imYTJFwl3UwSmGDVbpSefE1aq2JC2+BaqamWQ4C6FvCWYqreKg1aWtbLbtBxLQKOy7tfkPjOEQB+c61SzESeLHcQhWptvVItgktVSabAU5o1A63oyjXYIGTLH06DFDON54q/7fGUpwdbtE/Npck645KRWdwQgrjdyQma1iij4z8TyGG3Wqi45KAQPQrFK/1gSCw+8WKnSZSWniGplL9j9fbsWJ4JGhjpJIwJNVSdn2KJj7hVW9qAR9c/UF5LbCLooioboXDSlTXFbhVGFIu4miHYoBT/sJtB4L7DrVeP04homOKEz46JjjkOIBDGPZvDRSQjCWLPdR55utL+csbtsebFYyMmqCq+WyH/yheu8/sqLPHrffXz+6ob/7JNf4f11zSPnLvBffvzT7F+7zPsPOp771G2ODq/yUNty+NIz7Bxe5yIDL8fAxVpZhXi902/ADGt+7dKvObAEHfrXj6iDiCzCbB/GFZtx4Gg1crCzpM8uWfWIL6YbYzIgV8+w8VJbnRJgv70JOrdKbq/G9K4Qi23moVv8dLuhC9tUnNMwVvua5GEONUwVng/EfUZGiJQ8EmLDjiopFzJO3RxGGmAIkTs7B3SdIP3os7ZK52vqUm0j091FaphShUdVT4qONFq2Budap2ST6YCplGB2idYHyFkn1I61A0FlW0nO7nLjm3HWBB0twtrbiL1qUosKxJhsplTs98tMg2KbxZQUoEZGbL7UAZ0/DLlWNCQYeq4fn/BYoyxjgDtHlp7TNkjNRIkO1/NcyWB8+qiFPlrFtZzsLwHSBGr00AaRwI5apLwEE8MW7OfRxkhfleSsgyHYYR5dnT7RS0UiQbMdyCQGXyw0rtnK0yaOQAjREmgc3VN8UxiCsCyWntO4pGBoAju5MDQtK68G972KHHWaSU0o6opgUV2qJoXRGF26YzauhbO7ZOLpB0fxjMqiCUib7rIfTZmeLndQq6YTlh8Y/ZU8C2a27qIHjgjMXCSbUAYCizDZldS1W0AeofhhHaJ1Bl4lL3Zm7M92aYNtWh8MwiNd5fvftcvHHvom/t6VDd+6V/i9j3+Qn3zpDq/1J/z+97+DK7ffyseefon3Pf4Y/ai88Ku/zMEjj7C5ueTSzRX39XcITcNcVQa+ATqsF//Cv/zr/6Vq6faaGhf30WmEYaAfRlb9wBlVNBecYWGUUu5aTeepugku8nQy31RJ+YOn0yxeJiLnlM5rbdzUMco2fFFOrTvcbe2xOVox45cNnKd4sO2+UU/buhCYpYSWDXVm/WRRpUmBXArdOBIXc7SMNmEKgVImf7VuhX3q2UDqUfLBB59lMlBiosYpuj47qmRrRarFKJFic6ugbFODJhsSYrOj4rTW6bAc1aQOjQT3ytlH0eKxYf5/MdrLYsIvjyrUXC3PzlM/skTDnVQYIoSuRbUgWhlOTohhh2Y+J202ZsUhusDS/v6itrEaMDZ5LMXSqp1PZd5Dm+VNARa1wjqIizdxbIrZb1IxU3PEaApIsFa7FHKwkI6kQvaUH2O3m+wDLOA0x0nXN2UNFCIRYqQ6Fnqq8EO04ffg6UyLotTYoDVvB9prN3VHlBUehlFNFzbp6o4JzOMkPjXjca+Gbp5Hs+k0CJ0avz6mwFFV9nALk9qLKkVPVlZjZiXHOdW7wkem7e+EUyoKTdTtvZP8fshq0pggyYMkXCNZzOYjTSRFoY+JNJvRhmqo6xi51ve8sm75xadOOH75BfYOdvhCucjnvvYs/fFN7ttd8tOfOUZuvM6bQuHlr2xY3rrKksR47SY7V1/nQI8MZRRb2hCuN0164xXWwdse+w3EWQKbNUMeIUUY1gzjwKqcKsyDpO0QWvxYMJiax3RNZD5vBCfYnymtra2ZvPUmELX2Zxq+Mz3AkzJep2Tk7ZG11W6xZWf5wTT9CnPLGk/e9VKpScQI46jQztE2WNK0JyRTspmdvbWMudjMSJ3X5WJE9Sip6LypgkkVYnFhH8Hivl3w2mxfLsGH6HGb3zZxnHA4oPqWcVL0t+4zG0u2qs+RJOKJKVGrJf46DrkR+/99tcpq0vpMQbV1G8JggtOrNfA7d9Zcf/YpfjEPTrIUGDZo2mFTYYnNc1q1eYv61moKnW09i3Eyf6gEasIxOs6ZwhYWhMDKLUe6XbJkUrBwVgMX2nB5rJbSLcnYYcUH7c3Ej6q2TAjBiAytB59sEclBGCsUsSCR5G3U4LFeodhMUvzh71XRkpm5jspU9bZ1tIrUAk+0Tiz5wFyhc/5DEFgEOCrKPICKbZU7hH6qhpxKsefLgrUKC3EFf4BZhY3YFj0Xu3ditLZv7sP3DWIGcRfrig/e8xSR5i+HLsCdPFLbBinVliRqm0lJM1INbGYz4mLOuejVYqmcC4EzrfC2tyz41TNv42tHmfuXifnOeZ55reVmaPjAm87RX5nxiVdvcP/jT3CwfojnvvB5Hl7OOd474Oj6FXbLHaoW1hLDXghvfEt48Ka3/wbnVeD25efJ11+iaTooI+s8ctIPxHRa102tl/ohN2neR52CMPGHnNOBrxubp2HUxM6qqLPfq1dm22PJNoRbwehU35wm48g0G5LpjPTYB1e96+RP04rmkTpfUDeFRWq4VQNkEyqKZrSMZnZW09tM7nu9q6pLXmqjtpGsrtYPtVgwZbEYMmNWqUUjbQ89M/9OHLAyLSmcZrGlFEtwrrvPwCaoG6fBE1vMTmgsf85nQvbjzZ6DY+ib7HPAxqvSwSUlCbjIyC+sGuIDH0RmTyPrO4Qo3L51h+MzZ1imhjAoWgsbgU4ShUrU6nIKtaRlmZTW0NbqW7boqOrifjz77JchoB5oMjHCRsdHJ7XwgyZEvy/s983Yli+rcqKw8BYthmgtuX8Oo7dtwZc2UcTnR4UaIq3nDfbVQHwT7VRc05QUNt4VRMJ2+dOImbez2MM1sataEY5VmIlXeFU4Gw3V04TI2qPGdjw12XDN4rwr86mWGNl1q06PcjZE1pMAWqZ5ZKB3iN9ugDX2cpoBq6pINLqqOuVUqzEKdtpoG0OMXDJGO7jbAFkqutxhb3+foXSscmEnBm4X2AmRJZXbV4/o12tmBw/zthB5ebNhFnpu3Upcv3KT+/KGcuklTu5cYzdGSj/Q3blJ7U+omulSBzXfTiHdfMMH1oVv/dFff2DFxPgr/5D1q5cYloVuWPOW/TNsCMhY7I1UPHl5qolRV65PaSSnqGIJp5WQ/JrU+eKtBb4JFE+cnXQ0p6p3q6DCqaHPxKleQUx45CCn+i+dNoku4IxBKENhReS+LnN/SlySaCvmtkPW1aQcRAgFUyj4jRumymQC+NnWT7chGv5jqLqNH6sSLMorWBLwxs/sNAUHatjidqJTWqsPjxu/qXRKSFEz5FILrYtSK5EmWOsU3CVgsWTqIDfX7EzxXKiD5GxmUn032YuwLLAKoE1DPDG70OjJLbmOjiUOrlSv1OgSTTcil1JIwYbbjTP9VYz2qVrMvyiTx9RBjf6/+2qF+eTT9Mp1UDP7rku1cIdgdqKAsCfVwjUkeNwcLg0IhFpszuafS3E5zRT8MNQCMXEmBY6xFB1xpWDy1jRQ6RFm7qRYYUnTU4L1Rm37Ow9m31r6fZtVmAc4qYo0ptmaeTW38RfEFAYcXcrR+iE8OLYICdxCmYtBK6ua4XusSheFuajN+UJgUCM6iItmiyp9FQ7wBaNbiNZqSv7GY+dVjCWvAhd3DtiZz8iDsK/CbTEj9Spn/s6LJ5z0Kw7On+XV2ytevnEN0YFV2jUcT2q4rmv2LtxPLAPHR68jXcfuYsGiWVDXtyE15FuvcuP6i8C3vTFZAxff8Rv8807C3kWJovQl07czvvLSK9zqN6R2ho7ZNVcOCXXtT922NJzy1KsHcKrduLqNk9dtuoy4HGKiOoTt9MH1TpMNTo1uU6ffYyrA3Fgt4l/p4tKqdcvHVs/Rq3Vkp0s8f2fDlw97UtMRSyU2guQByT3tdj5jh2/BGUI+WwrBSvQpAEHvIi+oyzgKXqW5+fdYC13wAAGqG7mrD0plG3CBVw1SJtqFxdCjFc09XdNxeHSLw9tXSA6DK9V+BnH6IUVbwW/Tuh2h3JsqgjRFw8dACBbTLgGaYNVKCYEswqYfSbVYoq/rwkKphFAQHX0b5QduMExy9Uqk+Mxy7oe4im0POzG88kazSWxrZcapOLR3QoLZZzIdSueU2STQiSXKjL5FzLVSSiV4e92KbSjxr7Fq1/E6fk8uYqBFue3sx6ZUQq5ULFhk0ELRyo6qyUMEdvw+HLUyiNJGD63wlnf0kUAbbF5YgrAaqoXU+jik8Wo9OfsqibIUGIoHt3hoRQiBpW/A+2wSVPEXbqhqOaFOFu2mZCAnt1aF3Sgcu6asV0GLVaaWZWlbTvVU81KFEiqhFq6NMMbInmYOovKeTvjffeA83/L4m7hyMvDe+1r+1EfeRr88y6pJvPviWXa6hhgbzg4rqlrm5mx1TF31tP0hrevydByRYfgGRNWfe/zXV1ip7evy4qrkfKaNLTt1Qy9wWAUdBpsdxUQdBkLw2ZXexVr3N2hxc/KkL9oGpoq6mNQFPtu2kq1xVp3Hrf5wbUVX4irDMAlHxVXWdRuhfcoQtxlC0SlOS+mHyqJtaDih3TlAU0LyhmW7yyYOaC7buK4qxhZqdBr4O/dbLN3Yqkuf6enpJq+4G8A7YB9CB9siuadswvFIxVvQCZmjVEzRPCnbcYNrS6KUERWrrKqflI2vXHWrHIXWZ43TLDCKPaRQyKGx6tQ9ilXNoKqxIaTOgIfVEpKKo6WnqiBEYdQwrXit1fRIdImRFp+PiJiNy8MXqk5sevserQWLXplOaG1h6St68Q3zxqvvxhHFNZRt5Z6caFBcrR6qbWCzm5hlao2wdk1Q1hKQYpVhQyVU+/6rq+ZNJxoIEhmCWWnGqc0Npy/PVg1jE5Lt7jZqs8RIYIMBLu9LwpHrsKqnpDdOVghiyTo5mrCzFSFVT/hxi0PFgn973xguvBqNYu30QCRGozkUDOyowVwEiyjb6m10W5PUuh3BhDotiZTVas0qF441IhLpUY4VLq+Fv/bJq7S3b/HY2QN+6ZVDPva557k/ZC7Olnz8qWeZ37nFJgp3VifEUlmkyKrCUjO3F2c4v7puoAEJ24zNN1Rhrdv0a/5pWLfpZIjhlSgWqCBaQTJDP1JqtvnSkJEo21ZOJ8Rxra7t8BVtVaqaWaJOwmNLetyKR9VJC1PRRpgoDKfhD+CMdXf124A9eOWl7nXW003i9IBU3f4gqh+QZ/b3acY1JGNe1jyw6AJNyWyGnuLr4ljMHzi6rGA6bJJO7Q3b9bnFUNmfnkKwQalaxbFRUxjHIDROTVAXN1rFWZxOEQxM57KQ4DOfqpWmVAMC5sLO7i6LvXM+w4PovkMjN9ihbod3dBqEHcCjCKUGKGXL1s9+yIZgEoAcArEosUmglc2Y6cdCTR1Bqx1yjtGx6tC2r8k3wFLx4To0HnQavWoyr6hLIZzc2VC2WGyhsJ6QXN5sJ0xaINXaOfXZXeuzuOjyl+Q+1TIN1idR7RRuW4prpdjOt8okWkbJtZj+DRtob7TSKAzOcBexAz4Vu0mH6Noqrwr3gtlp6jYFSjhSF43Waj9v1+M1YvfJ4IZvE/IqK68yegqjFkK1e2hRdTtHLV7lhWgYHIsus2ern4I2XG2PeyoXns4USiFOnUcw1hrjwKaMXN9suH7riBQic1EeEOUjs8qfe+c+T7z9zVyeL/nu+3f5k9/+Tq6de5CT/X3+2Le9h+7BhxlJvPXiBZrZDnf6kfN7e/TNjDN3riBNIFVhJZFjiW+8wqqz7tfWV0hqTmjS5WnbA4VxKIy5sh5HGEdkEdz8mz0hZfJomeajulVHXUwqqluuurraOnpVsEUn+VvQnl97zYapYPP/DfWQ0q2GCw8b3ZJRvm7DVrbzfUMfD1k5e2aXeR1Akr3JijKLjfnTht7kD5gFpIiZmU9RtrJN64nTcN+9aRET/RWd8M1WSaUtJcFOuckGosEfXvWMPSwp+y461jYQM07rgy0T/1QxbvA3e7tL8Gh2iqWyiM3cgg/JVQMa4nYOGKboiFKQVCB5wkoIlnxd1nRlAPFDNHgl4tZOAbIDEmOeUqLFWzz7rIIb3j0ugqLAYKLcIRghYqZ2eNphbdaVgpCIjMEix5rtDMKoCUyLhm0Qis82YzAmvaOC7EUZtq1hFHtZzlBWjmAJd4WnqDjeZqLmVm/fU0KD+UstgzZst3F9FQ6CMb7SFAQrHv+GMd8rVp2ufegeRA0HHWzO1DjfZycKG6KZt4N9b/MAk9qnExhKdby0vzCjff/rCrNgzoLG3Q1HObDT2nijF6ELgVWuFArNbEk9PKK/fZue8/R1pEuVl8dAv4aXVj2vXr7JTODvb5Zc+OrLnCkDd9qWv/pTz3Gm9uynlq+9cAk9usGZGLhx5yZpc8JqeQBHx6xE2M8bQunf+IH19N7OrzuwSBwzay8tnAYpFeZN5PK68HOff47dtmO5N+PMcsFiPkOcA9U2LSHaZidWD9XEbQvbOY29EakejDDFdxkKwjPsXOUupyk8NisrvjGcrD+6DVgVbA0dtrwG+9CiWyfU31Bjztx/330sVz2b2JBSa4P8YJTuTd+TicwmlTITxsW6oCiT9sckBeKHkDvjCL6Oxr+XaUs68Zlkil6a4uUxCUL1GV9Q0zmVu+LZxZNdqMXZW3aklSn2PNhDqdNA0auuEQyrK8kOGpJpvraIGf9MQiCob8NCghTQCTUzbKxyjLqlutrhFc2j517PFAI1BEddWzXVbJHZdRt8qhjy2FyQYtIP8UOvTqr9QsJSmYmTfcZanFjtBTioeS6D22Giz3hGb/2ra4q2rSceee/tsvpSaK66RVtHl60sxOYZnolt3KupTa6WtxkEJBgauVeDBm4ILJvGwISl0ov5UXej6bECFihR3fwcamAZlbVjdE6K0iXZopjc/m+OCA3Gww9TEvZpd5Km4N4QmIdtLIyJlqOFtc58HtzaN04UYd7O6MXcD3XIjK3N12KA3Vg43yZuDoHmYJfjDG87s+RN9y35xeevkXbm/OA3v4d//PQlrr16he99z7u49Owljm9/mUfmS47ijGZzk5bCisBxiIh+AyqsBz73M79+htXNtQ/6Su/0141E+q99ildObvC35i1p5wzLxT5ja1qsECPSBEKfacvAvEksozBLlf35jDOzOftdZGfWcrC3x/7OHOmikRuISLQWcXpR1pK3sUdUi7batnTVwigCWNoJirphLiZnEPkYQINttFAlNAHGTK6J+e4urR5zKzTk2NA0HUdlZGgaZMhWxfgbTyuEuBVxWFiCnFY/g8+uOlF6KTRexlcfCuMH3+Rhq6WSglk3BqBRyxgUb2+IavFZd/HBom9L42TPkGnK50SCKeZMq4tOTcphFVeyCDFPjo7+UqCaELNxX2f1WQ8ehR4wPlcuBS09Kc2ojMSakRgp1RJekh/Y0yGV5RRfXRy2OAWmyja+zUgSaTIcY2boSb8mntLDJD71zW8LZC0UtRmT0TOrHfBTJeWz0YBjZ0SckWZV3Mbv8VZsc4aTGapEVq5fWipbJHKKGMal2uEck8lEChCLaQdnQXxREVjlYhvlEOg8oXlVbdFRo1XDc19qzKgMWZg3iUGFpQdH1OIjE//MU1AzSvt8dimm5xJVohopIhAY3LlQim1+F8FeXLmoL4HMuN34yCHnTEgBUgt3Bk52NoT1CSnNGIk8mCq/+1zH/+eZkdc3PTubnlubkeXmiNfWh/zkpZdpxp4HxxVf+uxn6W5dZz8mrh/doRmOIcypYcUY4IFkB+sbPrBO/vZf/vUHVkiMd67eHFMihsDBubOoFMrNp1EC/VA51uzBDPZB1rESmgbaBpo583aGLM4iyx26xZJu54DYduTwujU4MZJyRqTS1cwiJnabwH4T2F227M469lPizE7HbLHgYG9JGztLG05WCkdsmFtacUW8tZ59rjTJcB5T6o6OPvOqyiJYJbSUwHEIxBg56QuLruOQQvBB88bjt5SyfdCr39QCbKrQiEkKeg3bTLxpWWC/thrtQa1dC8HoA1KCz3Um8eSpf3LibstklPbt1uht36RDk7uU9NNMKVT7zzUqYy00RCQk45pXG/CGuxwH3p+baboVNDYukKtoBPpim06B6I5NdJKbFG+LzFbVuHasTroybH4ZfJaivhG25UXYzpKiz9kMiHia+F1ctZR8AyaOehlUQTPq7aRMaBq3w1StJJ2EnMEeWiytuvVZYVZh4aC77HPQ5fQCcF9f0MpchVKUzcQX8/Y9ivG+1mqm9+iJQFHF3Qv2cpNiWqzWrUUnmIWrCcImBNo4kR2qkxnsMFZH8MzEUElrrbSOxsnBZmNm/Dd3QxsjMz9klUp7t+E5mqA11ArF9YxltJdH0yHjdb54+QoXvv3t/NE3R/7CK5lFG/mFVeAnX7jOWUYO5ju8si6k/oQhdhzsLPm2b3qIX33qaZ4/Oua7P/Rhnv7iU6yf+QoPLM9Q5ApluEGMykICOcxMLvRGD6w7X/v4b/w/KCzbGU0trDwAlDogkrbQL4JFYc4CSCzQJIRCzGuEkTLeINyJbEZlVXq0FDYiSLY1fR4r2nTEdk673GO+2KFZ7iG7+3TzJSV1xHbhXKWR6ATNGIRGM7EU9pvAuZ0FuylxcX/B3t6CtmlYxMiiTcz2dsxEKpEuCVdffZWd2UVCt2QshYhZFnK/sgqgjObDq5bDp7X4WlqJPqguPpDpAmSN5AoNdasJw2dryTVYNuPRuzaXsrX2CL7h9C1KcBUyfpCJky4KSusBBKiz072dmTIapzWt+eZM5TySQaNv2QphhDE1hEnYq6YBmokyhIQmSzeeqASlDIzDQDubWakpjbfmPmNUF9QG02WpTLhs44KhvgWtp2b4INGkGlSqY2Pu2pV4WrQnbEvYBpf2IRg5Qi2odcoWnLajwQkdVcUxxmZ5mVhr1bVUtRq3Sx3ZHBxRjRjrXYA51lmIezpriDZHKoU+mHMiibIbIpqNmaYhuP5QCblASDbvCvY5hSo0nm5tcfWwFmE+bcajI5Sie2KDuj82bMkP4sufHjM7T9Td5NIidZJIqIVGAqMGpBb6UikixORJlC5GliFTQ2J9tCLcOuKv3NrlkcWGsQa+aa68+1su8BcvrblxXPjBhxakzYKfuH2Jh2/f5Mknb5Bv3eFi3/PFj/0DmjGzG1pWX/i4eUtD4OTSM3D2w4QgerYevfEDa3Hmwm9szSmlzddfIzcdTZMotUdqAhkpMRob2LwXvq0zmJtUhZDJw4Ad59HlBw0azT4QgnNFZ8EOBc1of5U6HtEfvgyvFtZVKDUzFhv2i/OsqYHSdITlDrNuSVzu0ezs0c13YD5Hmjm1m1lcUlVqHglUmrpBEQ6CsN8+Q797hsQI8xZZWVUmpRj+Y8yOSIYm2IcfXDhpymynelbrmVOcZBynLHtTZ9sT2gR7C44OWYt6SgmtPpdLamks6jqm7KGp1dOSCY5sdmYUjnCe9O4Tjlf862y9HwkatyZtQqSIDeCDRKvYVGmkZdBCLCNzordlhRQjsY6W+hMF6ZUYRoqvcqWYrMIetMygRu5EIrVWwjaNUXy+5SlGqmiMBg6sNkPDXwRKJG1JYW5XclprW41yoGJVyRTJPmmQfPR0GuNF8UAQk6CEWmwpEiCVQkhG8qy5kmLciv2mzqXTTAmBEGDhi6RZCKyximsHoXhOYhL7LCfChPk8K6Mjp0M1THYTTK2exLZ6jTPi/T3ELAqrqswn5DNha9udglBCtfnfGIROYRYiG5+tzYIwVGVGMA1WqARpzKtYq0XRO+UjRaFU05zdPDpi0c252AqrNewH5am18Ldfuk7Xr7mwmPPxp48Z+iMe1sKtvX329vYoq6c5bBKPf8u/xLXPf4r7rz3H7OJbuPXFj3H26KuMF5/g3Wdf4LWb9QeubfJ14P/1hg6ss/+bv/4bHFgBav3Le0//1H9++PH/5MHNKj1y/gM//MjmpU9+YHX95W+bpdmjITVn+mHcYThGhx6NnVMFWiNvqjneNBjyIko2pAnx6+w6oypBI2NtSNqbL69O9EXbJKausQ89NIQm+Aampw5ran+NejuxUavC6lgoQ8+6KEULEhoTdaaW0M4IuwcsFrvoYslidptaAiFWQhlQScxObvLHvvUh/uZXX6deO0IXHUlhdJRMwlJ5RKasOPVsQOdUTfqzScQpZjpWT9+d+F0yYY69jcyTFkVPwy6Sq+WrQC5WUKdpnqenNqRa1cNDTzOxo29W64RmcXlII8YwnyxPmUJlMDuMNAwx0lloPCE21HJIHkZ2sXzGGiwwArWB8uQZjcFuuKKW+B3lNJRDgVjKVoZQY6DWkSRx600tk9a8ZueqFY8rMxRPcMOyTkN+ETTbnxOjaYeia56GSWbh2pMctzEpFiQhtk6JW5osTgXFRg4IOVqEmVDJBZoQGVHGsRIjLD0tJ0rYyjtWrs1rg8VsJfcTTngdCz+ptFFRtYo0+OFeg7sWVGmJNv/z2WCqlcEXDMk/06ZaRQiw8rmoVGVdK8sYtrmOoShDUPd6VkZRY3CJ+RlrzWSE25sVb1kuWIWGKBuOc+XcLPLoowf8wtWO45L5/ndd5M5q5GefucRHzix49dYhL60K75mtedcXf5rrWXm+2efoq3+fh67+LD9d38v3fu+P1hdvvHz5cDY/lrNn9t5whcWw+idUWBXKOIC+CPJinO+Rmua/kpqZ7Z3j4mMf4PYrn2P92A+x/47vPJO++I8ev/XyVx64vnv/h/pf/ak/P99ZxiSe4CyG+KiGHyUPA4Fi0HsiaPa2r6DSmK+PAULy9sv0S4owjqbdGankkElEhqFQCb4RLIR2xk6onllnW6jYtjQSCfWE8fA2ehTIr36ZNI5ou0/ebHj0kYe5dPl1/u//t/8n6dz9NLtnSKmF2Zz5bGatQ9NR48Qhl206ihDQUtBiVZfZOybrjoWrTvqqZgpFcN579c1fqSZmaEJhxDDBxuL20ANPib57boV7EoNnE9aJr+8m7LilYVjF13tyUQiyHWY3Olmo7OEvRBgqi27OIZV+7O2lU616LL7pCtHEjqVCDZHkrapOmjifT1WH78lkVRqz+TGlboWkQSfwomyj3cK0UCiO6xHjYOH6sYCa4VzrXTMzY1VpnZRc5qiMaocREgkqZlWpSsS0dqphGyefPExlVJtRNgghZyQl2mRV9kah06nyUcZqLV5EWdVgoRFaOS5WddoWLxKobIqwF5TqqT3zIBzVzJxADJFZVEPXeDu7UmVRK3215OjODc9RK6ssLGJEq9IHo78WrAvYVOVCKPTScJzZpu6ogOaR2AXGWukWOxwdn3BC4sYwknNmPSoHjRBrYTxZ0any009dgqPbxBj45JWR+Qhj3bB38QL/+offxpWbx7zzkXMsZj8CUvkvfv5L/K//q198/d0Xd7/37O7ymUU3f+Mt4f+YS2smhMiZR7+J7twjvPXbf5y3LlYcfeqvHn/pxivvOlxt/u23HD75jh/7N/9Nvnb5Mr/y6c9w48oVZqnh/NmzbAjceflV/tSf/tOcfeLt/F/+yl9hePJzlP3zX1k88PCl9vrL37xZH85jXs/GFBOqtCGiNaHjBmlsUJjFdERRJ6RvQ5JMlhEJjZNAG0aKbckUhvWGgbXDEiLU6hjkSJRKamdcev0ysRFSvkW6cki40ZCSFSMrjdQQLffQlK3UZk4J0eCF7ZIw3yGkRNPNibMdZl1LbRIpJMwuHNw+5Gbc4iyecaRq4bHHHuX5V16jZkvUMa2VezCrhYJFnyFSsmFzVdxu4QN6r6ZitEOoegCseJuUxBDLqXqslFbGFEnZh99i2jqRxMFywc0gpJrZoMzu4vkHiYTRaBTWbmUToTq4sLg5vbobYUINhSnZe/I0+u83xahFV7FrNcFu8vlT8E3iNkfANX1zb9UmZlj2dGr1/Mbsg3yDQFo1JR4xFv2zVIxQUEXJwUB9EwpbJRImJ0Ku5CYyV6s0s1jCT54kM0EM54xz8kOwlldMSpFLgRDoUmA9JVG7Jq51q1bUwHGpzJ3AkNUO95UKi8gWQV7c09iJ/ZkRY4GBWX2EShOEY+k4evoL/Ovve4Qb55c8wIJPvHqdEhpmTaDkgYHKetMj3QJEOCm2SHh5U3h9M9LMI8MgPP6mswzDBV585kVkdsDZiy2Py5o/9sgB1++ccHGp7C5aclbmTYPkgfls9itl/+Krr+cMR5vfmgOrlszumYs8+mP/Du3uBcq4cRRuZczj7/rQe97/Z374e37w8HJz8Cs/+3P/8MzrR0cXv/jc81y9epWzZ87QzWcM8wVXXnyWoPDQ2TfxQ7/zo/y3P/UzfO3zn736zd//J/7YzfWdz28Or3JYl5T/xV/irVe/zPEXfzbduPxMJ6F09Yf/zP7eUz998fClL71Tk97fpPpImp99YDi59VDR4RGhuU/qGFRGQpiBZJKHg5aabcBck+l/XGk/tQiqruEKQvC3+aiFPI6EMVmVVqoHe1pVE918HD0MIodAcdKmNDOqwCYYWzyLK9FVQBK1W1AkEbqGneVZVt2CeZO4+csf43jvYeYHF2g1E9TbMAGJJkkw79qUGG1tQyOTBsudnHd5+UTNd2crcPVkbigheetvrVGgbKkL4oPsNgVCKayHzB6WzjzFj+U6GgtN7c8SDx+tW82cIubN8gG65ydGD+hwBn3ZcsvUPaFT9uQUZTWpoYxnXlxGkVzCMW6/vCJqCJrR06fVvaW1GnXURK+W2B1CZCzKPDoqWU45ZLlWQ+d4Sk4IgSpGU22HTJ8Mz9zWiYDhPtBs6U7FN7tFzCKzLpUTEebRqp9aTPMVYjAhbak0KTll1tOlrSe0an5CH0mlBttQUj1XMloFPuH/qicPiVvY+jqweOI9/C1teObybZ65XWDvLKGMEIzX30ZhMw6EKKymtrtp+I4zkQdmc/6jp25x8/iY868WXr5xlVsh8ebXn+P1z17lRhT+Ty+9wvVnv8aPPtiz874f0/tm6R/9yX/pgf/oqVf7fxz27ztpq3kf/2nXN+zA0jISg9DtnacM6+1QspXCK3n3p17RD/7U+uWe7188/e+/bS9dfPbFZ/njP/ADtL//DxPmB/yDj/99DkLgaxW++Nkvcu3mKxz1KyRQZ3/o//hnj++/8PlOM7OH3sGNn/w/IMOamgdUawbNSDjRbnEzxOYFUfnEhFw59/C7uf7SZzg+OmGhhd0Lj1GyNtcvf+Xszs6ZcwdvetfZo6uvvGVYXX9Xart3x+XiXN2szmuV+2HYqVWpNRJDcE+7uIHUtF/J5wxVMEKFmOVm9IDUhNLrYG1hbZES2cRCyoc2QHcxZFAzF9fsAtaQ6BohSmVdW9pkk/pXmjkxPM+qCndQemmQ0JqYZ9YRQqK0C5r5Dm03o2lnNE1LaFti6ojRZRW+zZzw1Emri1XtkDNMc7UhsaofyHA0VkaCbSO1ou0cmoZh7EFHxtzTxI6c1WdjnlYjghZnewV7+0+K94lGEbaa5OrJ2dEpm75hc1eAekBJwKOt/AESgVGLs/6D+TmlMiA0EonOvCooUk63i1PbLhN7zNu4WAttCLYB96pK79oGj1mZRSM3bGqlEaUJ4knaHj1XsTCTZJtFcf3eoLATK30VriPsiWX95RqcYmuF9VBM/zUXkxOPWsnq+Y4YOXbmixkV2zYXf5k0odK4Zq239bSZ2os6ZUTMClWVrpsxhIZVgDT26GyHnLMBJGtlb3+Xg3aXhoBqIVXh+HjN3zxJcPM2s1a4OJ9xfdYxv/AA5bWXuX54TNM0xGHNalzxR77rvXz85ZErTx/9y0c1/Dff+vYz7HV35Tb8Jq43dGAVFe6sNzzy5nfxnt/9ZyDN0LqxAczX6eKLGTL3d3/3onvkzzavP8cPfvRH2D3/AMerY67cuMoH3/3N3DhesddvCC+9wLCp/MrH/jHDwYefvdnXz92+dmM77Jfv+tMst4OQ/xHXJLXQOgpcUa1XUpyhyC/Wkgkyo9s5Q253KXeuMowji/372Jmf27v83OcfaM4c3H/hvT9yjte/8vjRlWffvRpWb+/2zp/XcdjTPh80MqRcMqtaaFOEHBkEgiRyGb01GsnV0vNEBM2jzW0cyJfawJAtfzAXZdCGICuOezc7b3onckZUsiXyFPHU6oKEGcumdUN0QJvIJgaCetJzaJGU6GsgxATtjLFboiHSNh0yXxK7OV1MzLoZY7GP87AXzi1m/MFzK37iyjMMTUCGQjk5okmJeb8miHGkylipcbLcuO6n4owwQO3hTZjeDB23mBfViBQ3RefsMgmxisNnT8WtM8XzGyfgYd0Sa3HWv0P5nNiYxeZ9Mm0jBXJxM7lvAGvJSEwkF3T2rhBvqi0f4pRKV+zPLs6Par0V7VVJ7i0kmDp/JpBLsXRmMbEoXglqUJYhUnJlI4FZNNdICbAqyploc7ysQl+CzZ8U+hroPOI7uJF67gN5KYU2KJvitiBbC5OqyWMlVjNV+0t2nma89It/n3/7O97PcN8+R+0OP/P8TWrbWOdRsolS84Dmwba7UpktOz6yTOw++ih/7SvXuLE55jvPLLh84xa3b980KMi4MgnOsOKvPHl7vTz3lt+XFvN/uKfKj//3V9kMyl7XUUKzzW54wwfWv3v2lV/fAgKLoDz86HvZ5HdT9cY/9feJKc2fX590Obc8/PBbWEmGTaKRyMGi5flXXmB95Qo//qN/kGZH+NQL18rT/QP/Z4Qv3X0Ka9tyuJ5Tjg9Pue3f2Enc16GTUQ6BQy3l6W7/PLK+weHV5ym5Z/nYt7IbhGtf/Xlu3rnN+YfeFd/y1g9eeP3Zz7z58NZrD57/0O97KF574W3ra5fedufm5SdyMzvfSupq7VMOiGSQcW32EkkgkZaKhsaMKbUgYW4mYRwwpwIhOy4lQmxsKaE2IF8NA1rVh9kZJJkFqow0KVEwJ0AKjQk8Y2HRzenSkiqGfU6xQbqOpdgQea9bcO1kxU88lYldS80daezZ5JH1emOCx34gjIU0S4RowkbJdiCM6tFbMdLXbNounzNJtFCIsVSzwwQlFONjqftCg3Oqsnpogtqvtd7SXohBrdVyJ6YF8YpsN5VVi0Vy+bawuCfQnZJGRxBTg4/4DE+t9ZNwVwL5RIoIASnF6LNis6hZDGg0kisqJPFMxWSo6yq2Ac4ekJFUGPuRlCKRQjtWjlNCcuV8jBzX6jM7MyZnNXfBTCx6rROhmIeIvgb3JcFRtVZQMIZ8qsH1V8a7GlUJoZI0cjKuOfst38d/sYl84ep1Xrm+od3fY3Mpk2rLGkFjSxk2DFUpqaOWY06OVzy1ipwc3mKnDnQUnvzcF1gGywDos1mr03jI5fHM6w+dPfeDs7T5XBk2X49fWNhE8xtWYd08OvkN//1t4PKd3/wREGP96fOt/J0u9j96dHiTZu8M5eQO+3tnWA8bPvrBb+PD7/sQL73wRW4envCTq7f/W1mXf3ViXn3dNcKX7/8RDvoWeeUrEFp+6y+X5OndHHktwGuovoYIcecse3UkbE649upXuPDtf5gzO/vItRe58dQnwu0HH2oufNuPLc8+/+m33rx26ZHXXvziQzuPvv9N8/NvejhfeurB0m8eOV4dPiiUNsRomGTmSBnJFFQ6RAYnRZiQtNYRiIxSTrHRToAwWoJs1edZeqo2HK0GbsnGIG+SyDpCNh8carJUCZUUF0YTCIE8m/Hia6/xnve8l9u3n6F+8llmszlDhRBnSNPAch+aGf0wcqcqYbZA4oyQWqSb07UtpZiIs8EeKnFKwUwLayesLtSDXh39P1QleVtqe31hdM9pMneiBdb65lV99lTySAqNIXBQmmrt5CBmldFSEDG0TLwbAuldgjht1GZ1xQWwJtFpBHIulGBo5xDjFketo7IWY7OnYHht8Sj4FAKlZJDIOp0y7w+rD8CK6fR6hLnfb8e5QIjUYH+mUSesv48eNtFg/tJYq33+RQgRxoIHmNhWNGilDBva+ZJBhTYJm1KQsac2+0ixEN+uVaIUGEeiQrNsaWct0jVcvRUoN45Z1sxazTq0GI8Y+2Ner+c/tXPu7B/QKC/3E5b8f+L1mzqw3ndw9I16vI9GkR979uy5/9U/+O//xp//9g9++OG8c5bV4W1UArduH9JtrnItnv/8Xz968I/XMT3lNf8/8Xc82X2MXa0ov50udSyOVLT0Oqx7IdwMIX6aMiJnH2Lv0fdTj69x6/UXCecf5/7f+a8w/9LHuXX5qfbG9Wvziz/259v9wxcfOX7xqXfeufz8o3dWdx45eNu3P9AcXb3/+M6rF0seL8pQO/P0FYfwRYbhhNDMEImMxR7erBVCY8JU49MgoRq9lEyokUTrcWKjJ740NCEwlIEnn3sOggV7hCqUvKG6xlKqET9TEFLTIJqZSWK+WLC7Mye0c5JEaFoGRyKXOGNv7yx90yDrgZMaWHULQtMZk6qZsztf2LJCC22yWVTUwLyp3NHIrECOUMpA67ajNhija6AgpSBqKctdTMRq+JgYvNUMSqbasedbOIKF1qrPdWIIrBSW/jadsiVDqeQJRV0yozni6cRcCpviqiA/UGbFD75QaYoZ1vtamUVLaa6iDFmQCGO1ccAiBNNHqeN+vL1u1Q6oIrCp0GAi0y4EUkpsRmUR7cUWq2xzFMJY6FOhtbce/TgSUjLtN9C2LRJbxlLJY0H6kaFteKgV+px48fprpNWaKgrrTFM21HHk0nDw8TPnz//eWdPczvrGn9LfHF5Gv3H1iALzRfcfP3vxff/x86+l5iPX/4Gcf/yDNXfoemzjL3TfNb62uaHGZv/tdQz9szvfKlpG83eZH3pwUee1GJrPUDMSW3a/+QeZvfCr5K/c4Oa1l3nLj/8H7JYjDp/++dmtS1/ZP3nwm3Ye/OBHz7Vf/EfvvfLy04+X8eQxZgcXu1l7v27G+8pQzoaaw1CO0diZnCBEgo6MNLYZDIUsHQ3KICMxRNCeRAd1oEo0E7QWUrK3uWmlCieDxa6vas+twxG9c8PX/olalVFHokZyLYYaDsKym9E2HTFZq9yGwN7eAffvH5BnO3S7O2zKwJXDFWOGHBK7izljmJOHwtjtMsw6iA1jTIxtx3K2ILczn1O4EbzYlnHSQjFhmj1EtWTzeQoWAiEe/tABIdiMqVahi171aKUUWxY0Va31Q22mFsPW+N1oNZuUky96t5YVMc7WhMDGjd0xCj3KpmRUbKaVdUQk0oRKUDNNZ7EqMyNmsK6Qq0eeFXMDxKCcFMM1aymkyYLh8WZGtlCQwkBFarSXi2SGqizuHPPL164wjiNtP4D29NmqvNqf8Mpm52eaxc4fXq/725vN8A15FNI/r2dQtJCoY0iN42IMJprIyL2j6hvwchB07Cm1p2rdqNYN7exKWh48l9ruU0KgloHdvft44PFv4uiVp7n24lcIF97N2//Q/zZufuEvn7vyzJPnjo+Ozl386J96U7p96S2ra888cfz6i4/18/n9GsNu3KwOStV5qoV+vMnAjKYJpODI4VKASAiBoWZbpbtvrlYzCc98BhOk0pAoSZhrhKwMAU7qyHpTUBWy67XS0R0+89KLzoYyW84oYuniQUk5MGsiZw/OsD/fIcZKl2a0TcN8uSQGz2Kc7wKBa6s1I4n5bIehSZyMUEMizfbQ5R6kjpQipWmYz5aUGMlAK5GNWmJPlEqomV5hrpHBN4szEYY80ndzS6+pJs3YCMwCFCJZAm2xmVtULL1GYRwyoTHGVinKQEID5DrSeaJSX0dCE1l76rhUq552QqBQONJIl2xhoNn8iq1EShFKVNpozLrcdhwXpfecTNGK1EJTlE2Gfr1hjJkQYBiVOYXekxBT7WmkoLMl7z+34avPXeGrt+d//+Jy8UekliNq+Ybd1+neo33vursCrlqpY19qKVdV9apqYXbhLXRhYDy5bK6HD/wQ93/T9zD72H/KCy9+iXrmQd72Q39qkV741AO3Lz390OVXXnp071t/17nd9Z23nFx54fGT29feId3uoqEsyHURq8ahPybUnrFdGv0gKW2ELjeMoaDR5m25Gn/JaoWM0pJroKNQqYwihE5obQJPqUrphDXK5eNbyNFNQvHsQ4VYTKfkimBEMkETWQpNtdCQ/eUO5/b3UGlJKM28o00NTZPQ1DBKomnnHJfMrZMjujBnaBf03YxFM+codujufSx2zxCaGUMTaXWDtB19alkk2xTmapvDmCtFjF66Tok6bMCJtFQYHUczaKYbhFmtkKBGJRSbl2Uxi1qvNnc8TlYF7tbMujcWGTEZ4sYMRARaRlVKKYRSWaSW7G73RuFk6FkMG0rJRCJNNE2hlkweCjqMhKGHcWQ9jNR8zCdfPubW0eLvvOPM/I8tpZ7Ub/A9eu/Aunf9T5vBlbwVIprqvKxU9TngOdVKWuxx5sJDyOoW65tXSW9+H088+k6awxu8/PQn0vDm39G+/Xf80eXhJ/72m48uf/Udtzb5/u7N7zm/uP3yW1a3rj5xcuvaI5S6INRUdBQTbCbGceOC0tagg1Itv7KOZmgKlYVC1kSv2aimos5lNy6bw4CgUUKNhKJ0IZIT9DVy+2TNzfUKDVbVRYfKjbXYAqMYmriNAaKSotnBoyp5tuTCwS6z+YyxCm1sCE2iJtPb9SQ2qhzmylgCqZmju2fQ2S5NNyct95ntHpD2zjLuLRlqQSs07ZzOkTHHwVDUMRfGaECBQYSuyKnOrhicsnf2/+BE1DYmbz0hMjJUM05bmk51Vb1a6niKbMaRQYulYMeGTQkwVrRmci2UkpFhIJSR4eYdvnQy++9O7r/wR1+oNf+z6JLuHVj3rt+y+s0SUwqgmVxyaNqVxHgN5dMaAntv/RbO3rjI7fBJVicrzn/fH+fick6+9JV07cWvLq5cf7V94nf/yfvnUt5x68s//+YbrzzzII++/+Ed5Ox457UHSr960/r4ZHfojwxJJCb2zGqDc80KIRGjKfpzFqIYwav40L5qYRXFPI/auhnf5jiI2r+LAg1kU6hSdW1hwbVlvTrm2ubYFhBaT4fAWsnV5kpJoGkaUhPIJBCli5GmXbKzMyd2HarV0M8K61xYBau2+jAjphYRYT0/oDtzkcXeOcpizmYxZ2e+S9g9Q9ndQxYzhlzZFUvoyVSkZgMvkiwqTjOlwlpaDrQwr3AjBDZ9z1wCO/Mlacgcro7Zva+wSsJthfNDT+kHcoFFKBzePOTmavbXPrR38OPhZPhnNtG5d2Ddu/4FblAtBVxrzap6qLUSUnc9NfGp6JVA97Zv4eGzD3H09C9xfPk5htu3WfzeP8fF4Zjj5z6zWL3+/P56XM/v+/4/88DOzeceuvXcZx+5eevme2IZz892z94XGM8Oq5MDyZxFNFArrWY0zClkI0No8hyCZF7HEIi2EmV02mnCQ20dk5ycla4STXSphRAbPwiFsVY02wallsw6Bo7Wa67etuG8WY5MG2aFbDSfrighNDSpoUuRnkrRQLfYgSZwRxQt5r3MAmsiMbaEbkEulRxb0nxJu9hhvn8e9s+xPHeeZrbg1iNvsQTok55GC6oYuklAJDFGwyUtVyf0uRCk0NaB1ctXuDLs/cT++XP/2s36jdgF3juw7l3/c25QVbdBuqjYRrUWFF1h/xBS+3ya7xFDswXa7V98M8uu5fWnP02pI7s7u+w/8piUvuzcfuXZ3c3m5P4L7/ne5bzhwpVnPvfuVX/rwS62b6fdvy+X9W4dNmdD1V1RZRyOabsdqlbGUGmKpYprKJ6RaSEZBaNlTPO2JJZuI6ruVww+ZzPtVSB5QEZ210ALZHLNrIcNUc3FcJhvIh5ekqvpJho3jedcPUot0DYRQqSXgKRAUeEwtXRty9UIs5DQ/oRaKyepMZlGDNR+xTq29KMSy0jp10SUo8s3uDHs/MQDFy/8iVJNHsO9A+vede/6Z3bafd3BV0tWVT0CjlT1cmznpCYQQvxJLYVaB+575zfTjidcf+lL3Ll9hYvv+27OP/ru+MrP/7UHjtabh3bi/P5uOdtv98+98+j29XeNJyePNEHuCzHtJS3LWmssIow1U/ue2CY3fBe6kBzfU5GajGGvFckWy6UyuoIeGm3MjuQJOHYotaSgDKUwSqQNgaaNnkRuVItVLqiMrEfnt4UNJ8G3g6X6jFBITcuQB4Iqx8PITjfnNomyWiMpcvTcy9wYF/+PM+fP/RtDqb8lH9e9A+vede96g62r1krNY1HlFeCVqpWYOubLs6wOb1K0ELs9Hnnfh7n28tPcePU5uqblze/5zj1N6bFbzz35yM1rzz188P4fe6TT4ZHx8lcfWfWbRyrjmaihbUJoahAJEsgVclkTZeYBvYZm7qKF8Eq0ZJV5TJRipFAjqhojLVsEuFEytNBEk2aQlU6U0BihQmqFsRBSYigFKT2znX0Oq9DqhuvPvMpN2flLFx548M+UWn/Lftr3Dqx7173rt6iS0+2DLZPW8FCrPgk8Scm0T3yEZVkx3L7EsLpNfdu385bv+xPIJ/46V6680N25/MJsb29/9tAHfv+b7rz6zMO3X/7am0tMb40Pv3tvcXT1Yr86esf66MajpYJIpebKUDNtDAQCfS50weLLSkikYNvDJjXUPJr4dTSeXUwWkjsUkwyP64HD/bP8Ow9s+Mu//FWej2/6D9914f5/S1VNPHzvwLp33bv+//yqlTr2SC2g2mOxi3di010JMX7GWlhl973fhXzup7nx6V/6pjOPv/Xn/tC/+q/tDYd3+KEf+REeOXM/n/7CZ3j5lWeJqeXq4YrPffKTHK6OUIVbt25e0WHsam4P8rCC9UhpM6WYs0FioA49Q+6PzzT8rV/+hS/8h88MO0+eeehCkX8Olrh7B9a96971260JFSHnwsHBggcvdtQv/WfILPHgR9+9+Mj3/dGu3XuIT375Szx84RG61PLEhfOc7+CJD3yItz34MP/5f/Pf8dmrr/A7v+O7efrJJ//eL3ziU//LJz/zSwTNHHzXv8L8+GV0c7O7ee3SfPXCV5fdt/zYuXMf/D2vLebjtdkUDjNp8O4dWPeue9e963/oGoaBt771zVy475sYczltOSX+8rX08EcOv/Cpn2wkPzas77BYHLDYOUfqWhZWtHHuwX3mm+Px4t7F//fPvvj6f/rA/lke+8E/wCd+9Ze4tVkxqwVV7VHtgduovmr2Gvnn/ncP9z7+e9e967fR5VtNLSOxDiQd7Z+yJi3PMDz63Z+7+ZaPvn1ozv6X68M7VIkMJzd46ZVLnPQ9/ckhq6H7qZ324Iz0+U9D/bzlagjz2dLM3/8CX/cqrHvXveu3wTWWQttE3veRDzO7b0Guc66qnpYcoYOTm/BLf4m5yLjcS3/31o0rfzykJS9d+hpVI5vNmpsnr3HjKD17++be+m/+/LPMHvwInSvyP/Lgd/Cl117gxS/83X9hD4Z7B9a96971L/BVq9KS+X3ftMt9O++mHy8jJ5f/KUVYRSSE45Nv5UK3pGl2ORxWHN8+4r69+29cX6//66tH12rb/Prt3sUzZ1h+0w/w+U/8jX9GNN97B9a96971P7uuLzQd5x97L/ft7jD78O/heQLP/2a/HgCR4UrOw+pnbrzw7FfjWssX9/fP9Rd38oP/3vctxlIf/Sd+7e7iUX71y2f58X/v/8rtUoxB/y/IJar3yFP3rnvXveu3x3Vv6H7vunfdu+4dWPeue9e96971jb7+fwMAIP6t2O1w4T4AAAAASUVORK5CYII=\" alt=\"\" width=\"200\" /></span></p>\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">&nbsp;</span></p>\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">SATRA ozone testing technology has evolved as a result of more than 30 years of experience. Stateof- the-art technology and construction techniques have been combined with expertise to produce a reliable, accurate, fully automated, labour and cost-saving unit which is truly environmentally safe.</span></p>\r\n<p style=\"text-align: justify;\">&nbsp;</p>\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">An integral closed loop air-ozone system ensures that hazardous ozone gas is contained internally &ndash; eliminating the need to provide additional external venting and filtering of the spent gases.</span></p>\r\n<p style=\"text-align: justify;\">&nbsp;</p>\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">The heavy duty aluminum exposure chamber has an anti-corrosive interior and is complete with racking system to accept sample-mounting apparatus. A range of static and dynamic sample holders to international standards is available. Access is via a double-glazed, airtight and safety interlocked door. Entry to the test area is prevented until the interior environment reverts to safe ambient levels. Exterior lighting can be excluded from the test area via a shade, while the interior can be lit by the integral test inspection lamp.</span></p>\r\n<p style=\"text-align: justify;\">&nbsp;</p>\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">Controls and digital displays are logically laid out on a control panel and reflect the simplicity of operation required to set up a test routine. The only requirement is to set the ozone concentration, temperature, airflow, relative humidity (model 903 chamber only), test start and finish time.</span></p>\r\n<p style=\"text-align: justify;\">&nbsp;</p>\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">The ozone concentration is variable from 25-500 parts per hundred million (pphm) &ndash; 25 - 2,000 pphm option &ndash; and is automatically controlled and monitored. The set concentration and monitored concentration are digitally displayed, with the monitored concentration simultaneously output to PC (via Calcomms graphical software).</span></p>\r\n<p style=\"text-align: justify;\">&nbsp;</p>\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">Ozone delivery accuracy of &plusmn;5 per cent nominal full scale delivery (FSD) or better, typically &plusmn; 2 pphm in 50 pphm, measured under stable absorption conditions. Typical recovery times after sample insertion: achieves 10 per cent of set value within 15 minutes.</span></p>\r\n<p style=\"text-align: justify;\">&nbsp;</p>\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">Ozone generation is via UV ozone lamps with a maximum ozone generated output of 200 pphm at 250 litres/min, and there is a high ozone option of 2,000pphm. The ozonised air flow of 40-440 litres/min is infinitely variable, allowing a maximum of three air changes per minute and an effective velocity of 3.3-33.3mm/sec. The internal circulation fan can be switched on to give 600 mm/sec (2 feet/sec) according to ASTM D 1149. Ozone concentration measurement accuracy is &plusmn; 2 pphm. Control accuracy is 4 per cent of set point (&plusmn;2pphm at 50pphm).</span></p>\r\n<p style=\"text-align: justify;\">&nbsp;</p>\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">The test timer provides digital programming of up to seven days, with test start and test stop.</span></p>', '', 'http://ninavietnam.com/khoitoan/product/rubber-plastic-70.html', 'MÁY THỬ OZONE', 'MÁY THỬ OZONE', 'MÁY THỬ OZONE', '', '70277.png', '70277_139.318885449x150.png', 1, 1, 0, 0, 4392);

-- --------------------------------------------------------

--
-- Cấu trúc bảng cho bảng `table_setting`
--

CREATE TABLE `table_setting` (
  `id` int(10) NOT NULL,
  `meta_title` varchar(255) NOT NULL,
  `meta_keyword` tinytext NOT NULL,
  `meta_description` tinytext NOT NULL,
  `ten_vi` varchar(255) NOT NULL,
  `ten_en` varchar(255) NOT NULL,
  `ten_cam` varchar(255) NOT NULL,
  `email` varchar(255) NOT NULL,
  `website` varchar(255) NOT NULL,
  `dienthoai` varchar(255) NOT NULL,
  `diachi_vi` varchar(255) NOT NULL,
  `diachi_en` varchar(255) NOT NULL,
  `diachi_cam` varchar(255) NOT NULL,
  `hotline` varchar(255) NOT NULL,
  `toado` varchar(255) NOT NULL
) ENGINE=MyISAM DEFAULT CHARSET=utf8;

--
-- Đang đổ dữ liệu cho bảng `table_setting`
--

INSERT INTO `table_setting` (`id`, `meta_title`, `meta_keyword`, `meta_description`, `ten_vi`, `ten_en`, `ten_cam`, `email`, `website`, `dienthoai`, `diachi_vi`, `diachi_en`, `diachi_cam`, `hotline`, `toado`) VALUES
(1, 'Khoi Toan Company', 'khởi toàn', 'Khởi Toàn là nhà cung ứng thiết bị và vật tư thử nghiệm chuyên nghiệp trong ngành dệt may, giày dép, da thuộc, nhựa và cao su,đáp ứng các tiêu chuẩn quốc tế như ISO, ASTM, AATCC, JIS, ADIDAS, NIKE', 'Công ty TNHH Khởi Toàn', 'Khoi Toan Co., Ltd', '', 'allen.duong@khoitoan.com.vn', '', '', 'Số 89 Đường số 6, Ấp Tiền Lân, Xã Bà Điểm, Huyện Hóc Môn, TP. HCM, Việt Nam', 'No. 89 Street 6, Tien Lan Hamlet, Ba Diem Village, Hoc Mon District, HCMC, Vietnam', '', '0938729490', '10.8388677,106.5984291,18.5');

-- --------------------------------------------------------

--
-- Cấu trúc bảng cho bảng `table_skype`
--

CREATE TABLE `table_skype` (
  `id` int(10) UNSIGNED NOT NULL,
  `ten` varchar(30) CHARACTER SET utf8 COLLATE utf8_unicode_ci NOT NULL,
  `linhvuc` int(3) NOT NULL,
  `loai` int(11) NOT NULL,
  `skype` varchar(30) CHARACTER SET utf8 COLLATE utf8_unicode_ci NOT NULL,
  `dienthoai` varchar(30) CHARACTER SET utf8 COLLATE utf8_unicode_ci NOT NULL,
  `stt` int(3) NOT NULL,
  `hienthi` int(2) NOT NULL,
  `ngaytao` int(10) NOT NULL,
  `ngaysua` int(10) NOT NULL
) ENGINE=MyISAM DEFAULT CHARSET=latin1 COLLATE=latin1_general_ci;

--
-- Đang đổ dữ liệu cho bảng `table_skype`
--

INSERT INTO `table_skype` (`id`, `ten`, `linhvuc`, `loai`, `skype`, `dienthoai`, `stt`, `hienthi`, `ngaytao`, `ngaysua`) VALUES
(1, 'Skype 1', 0, 0, 'cristiro7', '0987654321', 1, 1, 1369021533, 0);

-- --------------------------------------------------------

--
-- Cấu trúc bảng cho bảng `table_slider`
--

CREATE TABLE `table_slider` (
  `id` int(10) UNSIGNED NOT NULL,
  `thumb` varchar(255) DEFAULT NULL,
  `photo` varchar(225) DEFAULT NULL,
  `ten_vi` varchar(100) CHARACTER SET utf8 COLLATE utf8_unicode_ci DEFAULT NULL,
  `ten_en` varchar(255) DEFAULT NULL,
  `link` varchar(255) DEFAULT NULL,
  `stt` int(10) UNSIGNED NOT NULL DEFAULT '1',
  `hienthi` tinyint(1) NOT NULL DEFAULT '1'
) ENGINE=MyISAM DEFAULT CHARSET=utf8;

--
-- Đang đổ dữ liệu cho bảng `table_slider`
--

INSERT INTO `table_slider` (`id`, `thumb`, `photo`, `ten_vi`, `ten_en`, `link`, `stt`, `hienthi`) VALUES
(8, '394681498949379_1300x260.jpg', '394681498949379.jpg', '', '', '', 1, 1),
(6, '095585048705692_1300x260.jpg', '095585048705692.jpg', '', '', 'http://ninavietnam.com/khoitoan/product/627/slip-resistance-tester.html', 1, 1),
(5, '154317646663743_1300x260.jpg', '154317646663743.jpg', '', '', 'http://ninavietnam.com/khoitoan/product/624/rub-fastness-tester.html', 1, 1),
(9, '144884376588314_1300x260.jpg', '144884376588314.jpg', '', '', 'http://ninavietnam.com/khoitoan/product/653/ozone-test-chambers.html', 4, 1);

-- --------------------------------------------------------

--
-- Cấu trúc bảng cho bảng `table_support`
--

CREATE TABLE `table_support` (
  `id` int(10) UNSIGNED NOT NULL,
  `id_list` int(11) DEFAULT '0',
  `noibat` int(12) NOT NULL DEFAULT '0',
  `ten_vi` varchar(225) DEFAULT NULL,
  `ten_en` varchar(255) DEFAULT NULL,
  `ten_cam` varchar(255) DEFAULT NULL,
  `tenkhongdau` varchar(255) DEFAULT NULL,
  `mota_vi` text,
  `mota_en` text,
  `mota_cam` text,
  `noidung_vi` longtext,
  `noidung_en` longtext,
  `noidung_cam` longtext,
  `meta_title` varchar(255) DEFAULT NULL,
  `meta_description` text,
  `meta_keyword` text,
  `loaitin` varchar(50) DEFAULT NULL,
  `photo` varchar(100) DEFAULT NULL,
  `photo2` varchar(100) NOT NULL,
  `thumb` varchar(255) DEFAULT NULL,
  `stt` int(10) UNSIGNED NOT NULL DEFAULT '1',
  `hienthi` tinyint(1) NOT NULL DEFAULT '1',
  `ngaytao` int(10) UNSIGNED NOT NULL DEFAULT '0',
  `ngaysua` int(10) UNSIGNED NOT NULL DEFAULT '0',
  `luotxem` int(11) NOT NULL DEFAULT '0'
) ENGINE=MyISAM DEFAULT CHARSET=utf8;

--
-- Đang đổ dữ liệu cho bảng `table_support`
--

INSERT INTO `table_support` (`id`, `id_list`, `noibat`, `ten_vi`, `ten_en`, `ten_cam`, `tenkhongdau`, `mota_vi`, `mota_en`, `mota_cam`, `noidung_vi`, `noidung_en`, `noidung_cam`, `meta_title`, `meta_description`, `meta_keyword`, `loaitin`, `photo`, `photo2`, `thumb`, `stt`, `hienthi`, `ngaytao`, `ngaysua`, `luotxem`) VALUES
(11, 1, 0, 'Hướng dẫn sử dụng bộ thử bền màu mồ hôi', 'Operating instructions of Perspiration tester', '', 'operating-instructions-of-perspiration-tester', '', '', '', '<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>&nbsp;</strong></span></p>\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: large; color: #ff0000;\"><strong>HƯỚNG DẪN SỬ DỤNG BỘ THỬ BỀN M&Agrave;U MỒ H&Ocirc;I</strong></span></p>\r\n<p>&nbsp;</p>\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">&nbsp; </span></p>\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>1. <span style=\"text-decoration: underline;\">Th&ocirc;ng số kỹ thuật:</span></strong></span></p>\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">&nbsp;&nbsp; +&nbsp; </span>Ti&ecirc;u chuẩn &aacute;p dụng: AATCC-15</span></p>\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">&nbsp;&nbsp; +&nbsp; </span>Tải thử: 4.5 kg</span></p>\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">&nbsp;</span></p>\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>2<span style=\"font-family: times new roman,times; font-size: medium;\"><strong>.</strong></span>&nbsp;</strong><strong><span style=\"text-decoration: underline;\">Hướng dẫn sử dụng</span>:</strong></span></p>\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">&nbsp;&nbsp; +&nbsp; Bước 1: Đặt mẫu thử v&agrave;o giữa c&aacute;c tấm nhựa</span></p>\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">&nbsp;&nbsp; +&nbsp; </span>Bước 2: Chọn quả tải ph&ugrave; hợp sau đ&oacute; đặt l&ecirc;n mẫu.</span></p>\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">&nbsp;&nbsp; +&nbsp; </span>Ho&agrave;n tất thao t&aacute;c. Tiến h&agrave;nh thử mẫu</span></p>', '<p>&nbsp;</p>\r\n<p align=\"center\"><span style=\"font-family: times new roman,times; font-size: large; color: #ff0000;\"><strong>&nbsp;OPERATING INSTRUCTIONS OF PERSPIRATION TESTER</strong></span></p>\r\n<p><em><span style=\"font-family: times new roman,times; font-size: medium;\">&nbsp;</span></em></p>\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>1. </strong><strong><span style=\"text-decoration: underline;\"><strong>Specifications</strong>:</span></strong></span></p>\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">&nbsp;&nbsp; +&nbsp; </span></span>Standard application: AATCC-15</span></p>\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">&nbsp;&nbsp; +&nbsp; </span></span>Mass: 4.5 kg</span></p>\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\">&nbsp;</span></p>\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><strong>2. <span style=\"text-decoration: underline;\"><strong>Operating instructions</strong></span></strong><span style=\"text-decoration: underline;\"><strong>:</strong></span></span></p>\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">&nbsp;&nbsp; +&nbsp; </span></span>Step 1: Put test samples between acrylic plates</span></p>\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">&nbsp;&nbsp; +&nbsp; </span></span>Step 2: Put suitable additional weight on the sample.</span></p>\r\n<p><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\"><span style=\"font-family: times new roman,times; font-size: medium;\">&nbsp;&nbsp; +&nbsp; </span></span>Operation completes. Start the test</span></p>', '', '', '', '', NULL, NULL, '', NULL, 1, 1, 1480048570, 1480354532, 1386),
(12, 2, 0, 'Hướng dẫn sử dụng máy đo pH', 'Operation tips for pH meter', '', 'operation-tips-for-ph-meter', '', '', '', '<p><span style=\"font-size: medium; font-family: times new roman,times;\">Tài liệu này sẽ cung cấp cho bạn một số lưu ý để sử dụng máy đo pH đúng cách.</span></p>\r\n', '<p><span style=\"font-family: times new roman,times; font-size: medium; color: #000000;\">This document will offer you some tips to operate the pH meter correctly.</span></p>\r\n', '', '', '', '', NULL, NULL, 'Operation tips for pH meter.pdf', NULL, 1, 1, 1480048599, 1480582781, 1292);

-- --------------------------------------------------------

--
-- Cấu trúc bảng cho bảng `table_support_list`
--

CREATE TABLE `table_support_list` (
  `id` int(11) NOT NULL,
  `ten_vi` varchar(255) DEFAULT NULL,
  `ten_en` varchar(255) DEFAULT NULL,
  `ten_cam` varchar(255) DEFAULT NULL,
  `tenkhongdau` varchar(255) DEFAULT NULL,
  `photo` varchar(255) DEFAULT NULL,
  `thumb` varchar(255) DEFAULT NULL,
  `stt` int(11) NOT NULL DEFAULT '0',
  `hienthi` int(11) NOT NULL DEFAULT '0',
  `hientrangchu` int(11) NOT NULL DEFAULT '0',
  `hienmenu` int(11) NOT NULL DEFAULT '0',
  `meta_title` varchar(255) DEFAULT NULL,
  `meta_description` text,
  `meta_keyword` text,
  `ngaytao` int(11) NOT NULL DEFAULT '0',
  `ngaysua` int(11) NOT NULL DEFAULT '0'
) ENGINE=MyISAM DEFAULT CHARSET=utf8;

--
-- Đang đổ dữ liệu cho bảng `table_support_list`
--

INSERT INTO `table_support_list` (`id`, `ten_vi`, `ten_en`, `ten_cam`, `tenkhongdau`, `photo`, `thumb`, `stt`, `hienthi`, `hientrangchu`, `hienmenu`, `meta_title`, `meta_description`, `meta_keyword`, `ngaytao`, `ngaysua`) VALUES
(1, 'HƯỚNG DẪN', 'INSTRUCTION', '', 'instruction', NULL, NULL, 1, 1, 0, 0, '', '', '', 1480048045, 1480351772),
(2, 'TẢI VỀ', 'DOWNLOAD', '', 'download', NULL, NULL, 2, 1, 0, 0, '', '', '', 1480048055, 1480351749);

-- --------------------------------------------------------

--
-- Cấu trúc bảng cho bảng `table_textile`
--

CREATE TABLE `table_textile` (
  `id` int(10) UNSIGNED NOT NULL,
  `id_list` int(11) NOT NULL,
  `noibat` int(12) NOT NULL,
  `ten_vi` varchar(225) NOT NULL,
  `ten_en` varchar(255) NOT NULL,
  `ten_cam` varchar(255) NOT NULL,
  `tenkhongdau` varchar(255) NOT NULL,
  `model` varchar(255) NOT NULL,
  `mota_vi` text NOT NULL,
  `mota_en` text NOT NULL,
  `mota_cam` text NOT NULL,
  `noidung_vi` longtext NOT NULL,
  `noidung_en` longtext NOT NULL,
  `noidung_cam` longtext NOT NULL,
  `link` varchar(255) NOT NULL,
  `meta_title` varchar(255) NOT NULL,
  `meta_description` text NOT NULL,
  `meta_keyword` text NOT NULL,
  `loaitin` varchar(50) NOT NULL,
  `photo` varchar(100) NOT NULL,
  `thumb` varchar(255) NOT NULL,
  `stt` int(10) UNSIGNED NOT NULL DEFAULT '1',
  `hienthi` tinyint(1) NOT NULL DEFAULT '1',
  `ngaytao` int(10) UNSIGNED NOT NULL DEFAULT '0',
  `ngaysua` int(10) UNSIGNED NOT NULL DEFAULT '0',
  `luotxem` int(11) NOT NULL
) ENGINE=MyISAM DEFAULT CHARSET=utf8;

--
-- Đang đổ dữ liệu cho bảng `table_textile`
--

INSERT INTO `table_textile` (`id`, `id_list`, `noibat`, `ten_vi`, `ten_en`, `ten_cam`, `tenkhongdau`, `model`, `mota_vi`, `mota_en`, `mota_cam`, `noidung_vi`, `noidung_en`, `noidung_cam`, `link`, `meta_title`, `meta_description`, `meta_keyword`, `loaitin`, `photo`, `thumb`, `stt`, `hienthi`, `ngaytao`, `ngaysua`, `luotxem`) VALUES
(1, 0, 0, 'MÁY THỬ TRƯỢT KHOÁ KÉO', 'ZIPPER SLIDE FASTNESS TESTER', '', '', 'Model: STM 590', 'Máy thử trượt khoá kéo này đáp ứng tiêu chuẩn SATRA TM50 - Phương pháp 1. Máy có thể thử tối đa 3 mẫu thử liên tục bằng phương pháp trượt mở và đóng cho đến khi dây khoá kéo bị hỏng hoặc đạt số vòng thử đã cài đặt trước.', 'This machine tests slide (zip) fasteners and complies with SATRA TM50, Method 1. It tests up to and including three fasteners simultaneously by repeatedly opening and closing...', '', '<p><img 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\" alt=\"\" /></p>\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">M&aacute;y thử trượt kho&aacute; k&eacute;o n&agrave;y đ&aacute;p ứng ti&ecirc;u chuẩn SATRA TM50 - Phương ph&aacute;p 1. M&aacute;y c&oacute; thể thử tối đa 3 mẫu thử li&ecirc;n tục bằng phương ph&aacute;p trượt mở v&agrave; đ&oacute;ng cho đến khi d&acirc;y kho&aacute; k&eacute;o bị hỏng hoặc đạt số v&ograve;ng thử đ&atilde; c&agrave;i đặt trước.</span></p>\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">M&aacute;y thử trượt kho&aacute; k&eacute;o c&oacute; thiết kế kẹp mẫu tr&ecirc;n v&agrave; dưới theo phương thẳng đứng, c&oacute; gắn tải. C&aacute;c quả tải theo phương nằm ngang sẽ t&aacute;c dụng lực v&agrave;o d&acirc;y kho&aacute; k&eacute;o th&ocirc;ng qua c&aacute;c kẹp mẫu v&agrave; quả tải nằm ngang.</span></p>\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\"><strong><span style=\"text-decoration: underline;\">Quy tr&igrave;nh thử mẫu<br /></span></strong></span></p>\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">D&acirc;y kho&aacute; k&eacute;o được kẹp giữa ng&agrave;m kẹp tr&ecirc;n &amp; dưới, lực tải t&aacute;c động l&ecirc;n mẫu th&ocirc;ng qua quả tải bằng th&eacute;p kh&ocirc;ng gỉ. Gắn d&acirc;y kho&aacute; k&eacute;o v&agrave;o hai ng&agrave;m kẹp ngang, c&ugrave;ng chịu lực tải bằng nhau v&agrave; đối xứng bởi c&aacute;c quả tải bằng th&eacute;p kh&ocirc;ng gỉ.</span></p>\r\n<p><span style=\"font-family: terminal,monaco; font-size: medium;\">Nếu một d&acirc;y kho&aacute; trượt bị hỏng, cơ cấu truyền động của d&acirc;y k&eacute;o đ&oacute; sẽ dừng lại, c&aacute;c d&acirc;y kho&aacute; trượt kh&aacute;c sẽ vẫn tiếp tục qu&aacute; tr&igrave;nh thử. Cơ cấu n&agrave;y rất dễ c&agrave;i đặt khi chuẩn bị thử mẫu.</span></p>', '<p>&nbsp;</p>\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\"><img 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\" alt=\"\" /></span></p>\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">&nbsp;</span></p>\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">This machine tests slide (zip) fasteners and complies with SATRA TM50:1992, Method 1. It tests up to and including three fasteners simultaneously by repeatedly opening and closing them until either the fasteners fail or the number of preset cycles is reached.</span></p>\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">&nbsp;</span></p>\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">The zip fastener is held vertically between lower fixed clamps &amp; an upper loaded clamp. Horizontal loads are applied to the fasteners by two horizontal clamps and load masses.</span></p>\r\n<p style=\"text-align: justify;\">&nbsp;</p>\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">The fastener is clamped between the lower and upper clamp; a load (force) is applied by a stainless steel mass. The two horizontal clamps are fixed to the fasteners, opposite and equal forces are applied to these clamps by stainless steel masses.</span></p>\r\n<p style=\"text-align: justify;\">&nbsp;</p>\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">If a fastener fails, the drive mechanism will stop actuating that particular fastener, but will continue operating other fasteners. The mechanism is easily reset when preparing the machine for a test run.</span></p>\r\n<p style=\"text-align: justify;\">&nbsp;</p>\r\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma,arial,helvetica,sans-serif; font-size: small; color: #000000;\">Standard application: SATRA TM50</span></p>', '', 'http://ninavietnam.com/khoitoan/product/textile-packing-71.html', 'MÁY THỬ TRƯỢT KHOÁ KÉO', 'MÁY THỬ TRƯỢT KHOÁ KÉO', 'MÁY THỬ TRƯỢT KHOÁ KÉO', '', '46056.png', '46056_150x108.75.png', 1, 1, 0, 0, 3955);

-- --------------------------------------------------------

--
-- Cấu trúc bảng cho bảng `table_tinhtrang`
--

CREATE TABLE `table_tinhtrang` (
  `id` int(11) NOT NULL,
  `trangthai` varchar(255) NOT NULL
) ENGINE=MyISAM DEFAULT CHARSET=utf8;

--
-- Đang đổ dữ liệu cho bảng `table_tinhtrang`
--

INSERT INTO `table_tinhtrang` (`id`, `trangthai`) VALUES
(1, 'Mới đặt'),
(2, 'Đã xác nhận'),
(3, 'Đang giao hàng'),
(4, 'Đã giao'),
(5, 'Đã hủy');

-- --------------------------------------------------------

--
-- Cấu trúc bảng cho bảng `table_title`
--

CREATE TABLE `table_title` (
  `id` int(10) NOT NULL,
  `ten` varchar(100) NOT NULL
) ENGINE=MyISAM DEFAULT CHARSET=utf8;

--
-- Đang đổ dữ liệu cho bảng `table_title`
--

INSERT INTO `table_title` (`id`, `ten`) VALUES
(1, 'Spa Sứ Trắng');

-- --------------------------------------------------------

--
-- Cấu trúc bảng cho bảng `table_tuyendung`
--

CREATE TABLE `table_tuyendung` (
  `id` int(10) UNSIGNED NOT NULL,
  `id_item` int(11) NOT NULL,
  `tinnoibat` int(12) NOT NULL,
  `ten_vi` varchar(225) NOT NULL,
  `ten_en` varchar(255) NOT NULL,
  `tenkhongdau` varchar(255) NOT NULL,
  `mota_vi` text NOT NULL,
  `mota_en` text NOT NULL,
  `noidung_vi` longtext NOT NULL,
  `noidung_en` longtext NOT NULL,
  `loaitin` varchar(50) NOT NULL,
  `photo` varchar(100) NOT NULL,
  `thumb` varchar(255) NOT NULL,
  `stt` int(10) UNSIGNED NOT NULL DEFAULT '1',
  `hienthi` tinyint(1) NOT NULL DEFAULT '1',
  `ngaytao` int(10) UNSIGNED NOT NULL DEFAULT '0',
  `ngaysua` int(10) UNSIGNED NOT NULL DEFAULT '0',
  `luotxem` int(11) NOT NULL
) ENGINE=MyISAM DEFAULT CHARSET=utf8;

--
-- Đang đổ dữ liệu cho bảng `table_tuyendung`
--

INSERT INTO `table_tuyendung` (`id`, `id_item`, `tinnoibat`, `ten_vi`, `ten_en`, `tenkhongdau`, `mota_vi`, `mota_en`, `noidung_vi`, `noidung_en`, `loaitin`, `photo`, `thumb`, `stt`, `hienthi`, `ngaytao`, `ngaysua`, `luotxem`) VALUES
(3, 0, 0, '', '', '', '', '', '<p>Nội dung chưa cập nhập</p>', '', '', '', '', 1, 1, 0, 0, 0);

-- --------------------------------------------------------

--
-- Cấu trúc bảng cho bảng `table_user`
--

CREATE TABLE `table_user` (
  `id` int(10) UNSIGNED NOT NULL,
  `username` varchar(225) NOT NULL,
  `password` varchar(225) NOT NULL,
  `ten` varchar(225) NOT NULL,
  `dienthoai` varchar(225) NOT NULL,
  `email` varchar(225) NOT NULL,
  `diachi` varchar(225) NOT NULL,
  `sex` tinyint(1) NOT NULL DEFAULT '0',
  `nick_yahoo` varchar(225) NOT NULL,
  `nick_skype` varchar(225) NOT NULL,
  `congty` varchar(225) NOT NULL,
  `country` varchar(225) NOT NULL,
  `city` varchar(225) NOT NULL,
  `role` tinyint(3) UNSIGNED NOT NULL DEFAULT '1',
  `hienthi` tinyint(1) NOT NULL DEFAULT '1',
  `com` varchar(225) NOT NULL DEFAULT 'user'
) ENGINE=MyISAM DEFAULT CHARSET=utf8;

--
-- Đang đổ dữ liệu cho bảng `table_user`
--

INSERT INTO `table_user` (`id`, `username`, `password`, `ten`, `dienthoai`, `email`, `diachi`, `sex`, `nick_yahoo`, `nick_skype`, `congty`, `country`, `city`, `role`, `hienthi`, `com`) VALUES
(3, 'admin', '4a7d9f4d2b29ecfdb662062a21144f3d', 'Dương Minh Điền', '0918629490', 'allen.duong@khoitoan.com.vn', '', 0, '', '', '', '', '', 3, 1, 'user'),
(4, 'nina', '2bb10ba1679abea3da1069cd6e78abd3', '', '', '', '', 0, '', '', '', '', '', 3, 1, 'user'),
(5, 'vuphuong', 'd2e296744ff627ea70e36ecf366b5f4e', '', '', '', '', 0, '', '', '', '', '', 3, 1, 'user'),
(6, 'adminsam', '123456', '', '', '', '', 0, '', '', '', '', '', 3, 1, 'user'),
(7, 'adminsam', '123456', '', '', '', '', 0, '', '', '', '', '', 3, 1, 'user'),
(8, 'admintram', 'e10adc3949ba59abbe56e057f20f883e', '', '', '', '', 0, '', '', '', '', '', 3, 1, 'user'),
(9, 'son', '62c8ad0a15d9d1ca38d5dee762a16e01', '', '', '', '', 0, '', '', '', '', '', 3, 1, 'user');

-- --------------------------------------------------------

--
-- Cấu trúc bảng cho bảng `table_video`
--

CREATE TABLE `table_video` (
  `id` int(10) UNSIGNED NOT NULL,
  `ten` varchar(100) CHARACTER SET utf8 COLLATE utf8_unicode_ci NOT NULL,
  `url` text CHARACTER SET utf8 COLLATE utf8_unicode_ci NOT NULL,
  `noidung` text CHARACTER SET utf8 COLLATE utf8_unicode_ci NOT NULL,
  `stt` int(3) NOT NULL,
  `hienthi` int(3) NOT NULL,
  `ngaysua` int(10) NOT NULL,
  `ngaytao` int(10) NOT NULL
) ENGINE=MyISAM DEFAULT CHARSET=latin1 COLLATE=latin1_general_ci;

--
-- Đang đổ dữ liệu cho bảng `table_video`
--

INSERT INTO `table_video` (`id`, `ten`, `url`, `noidung`, `stt`, `hienthi`, `ngaysua`, `ngaytao`) VALUES
(10, 'otohan.com.vn', ' //www.youtube.com/embed/zr6SJb3Z5HE?rel=0 ', '', 1, 1, 1377754660, 1372002745),
(12, 'SEKYUNG VIET NAM', '//www.youtube.com/embed/yK2osNgXe7Y?rel=0 ', '', 2, 1, 1377754539, 1377754490),
(13, 'SEKYUNG VIET NAM', ' //www.youtube.com/embed/POyXbg1_zTg?rel=0 ', '', 3, 1, 0, 1377754581);

-- --------------------------------------------------------

--
-- Cấu trúc bảng cho bảng `table_yahoo`
--

CREATE TABLE `table_yahoo` (
  `id` int(10) UNSIGNED NOT NULL,
  `ten_en` varchar(255) CHARACTER SET utf8 NOT NULL,
  `linhvuc` int(3) NOT NULL,
  `loai` int(11) NOT NULL,
  `yahoo` varchar(255) CHARACTER SET utf8 NOT NULL,
  `skype` varchar(100) CHARACTER SET utf8 NOT NULL,
  `dienthoai` varchar(255) CHARACTER SET utf8 NOT NULL,
  `email` varchar(255) CHARACTER SET utf8 NOT NULL,
  `stt` int(3) NOT NULL,
  `hienthi` int(2) NOT NULL,
  `ngaytao` int(10) NOT NULL,
  `ngaysua` int(10) NOT NULL
) ENGINE=MyISAM DEFAULT CHARSET=latin1 COLLATE=latin1_general_ci;

--
-- Đang đổ dữ liệu cho bảng `table_yahoo`
--

INSERT INTO `table_yahoo` (`id`, `ten_en`, `linhvuc`, `loai`, `yahoo`, `skype`, `dienthoai`, `email`, `stt`, `hienthi`, `ngaytao`, `ngaysua`) VALUES
(15, 'Name', 0, 0, 'yahoo', 'skype', '0933862400', '', 1, 1, 1393301077, 1393301077);

-- --------------------------------------------------------

--
-- Cấu trúc bảng cho bảng `user_online`
--

CREATE TABLE `user_online` (
  `session` char(100) NOT NULL DEFAULT '',
  `time` int(11) NOT NULL DEFAULT '0',
  `ip` varchar(255) NOT NULL
) ENGINE=MyISAM DEFAULT CHARSET=utf8;

--
-- Đang đổ dữ liệu cho bảng `user_online`
--

INSERT INTO `user_online` (`session`, `time`, `ip`) VALUES
('edb3k5iltvt88d0r3esionm742', 1630403916, '::1');

--
-- Chỉ mục cho các bảng đã đổ
--

--
-- Chỉ mục cho bảng `counter`
--
ALTER TABLE `counter`
  ADD PRIMARY KEY (`id`);

--
-- Chỉ mục cho bảng `table_about`
--
ALTER TABLE `table_about`
  ADD PRIMARY KEY (`id`);

--
-- Chỉ mục cho bảng `table_addnews`
--
ALTER TABLE `table_addnews`
  ADD PRIMARY KEY (`id`);

--
-- Chỉ mục cho bảng `table_background`
--
ALTER TABLE `table_background`
  ADD PRIMARY KEY (`id`);

--
-- Chỉ mục cho bảng `table_baiviet`
--
ALTER TABLE `table_baiviet`
  ADD PRIMARY KEY (`id`);

--
-- Chỉ mục cho bảng `table_baiviet_list`
--
ALTER TABLE `table_baiviet_list`
  ADD PRIMARY KEY (`id`);

--
-- Chỉ mục cho bảng `table_comments`
--
ALTER TABLE `table_comments`
  ADD PRIMARY KEY (`id`);

--
-- Chỉ mục cho bảng `table_consumable`
--
ALTER TABLE `table_consumable`
  ADD PRIMARY KEY (`id`);

--
-- Chỉ mục cho bảng `table_content`
--
ALTER TABLE `table_content`
  ADD PRIMARY KEY (`id`);

--
-- Chỉ mục cho bảng `table_dichvu`
--
ALTER TABLE `table_dichvu`
  ADD PRIMARY KEY (`id`);

--
-- Chỉ mục cho bảng `table_dichvu_cat`
--
ALTER TABLE `table_dichvu_cat`
  ADD PRIMARY KEY (`id`);

--
-- Chỉ mục cho bảng `table_dichvu_list`
--
ALTER TABLE `table_dichvu_list`
  ADD PRIMARY KEY (`id`);

--
-- Chỉ mục cho bảng `table_doitac`
--
ALTER TABLE `table_doitac`
  ADD PRIMARY KEY (`id`);

--
-- Chỉ mục cho bảng `table_donhang`
--
ALTER TABLE `table_donhang`
  ADD PRIMARY KEY (`id`);

--
-- Chỉ mục cho bảng `table_facebook`
--
ALTER TABLE `table_facebook`
  ADD PRIMARY KEY (`id`);

--
-- Chỉ mục cho bảng `table_footer`
--
ALTER TABLE `table_footer`
  ADD PRIMARY KEY (`id`);

--
-- Chỉ mục cho bảng `table_footwear`
--
ALTER TABLE `table_footwear`
  ADD PRIMARY KEY (`id`);

--
-- Chỉ mục cho bảng `table_hotline`
--
ALTER TABLE `table_hotline`
  ADD PRIMARY KEY (`id`);

--
-- Chỉ mục cho bảng `table_khuyenmai`
--
ALTER TABLE `table_khuyenmai`
  ADD PRIMARY KEY (`id`);

--
-- Chỉ mục cho bảng `table_lienhe`
--
ALTER TABLE `table_lienhe`
  ADD PRIMARY KEY (`id`);

--
-- Chỉ mục cho bảng `table_lkweb`
--
ALTER TABLE `table_lkweb`
  ADD PRIMARY KEY (`id`);

--
-- Chỉ mục cho bảng `table_news`
--
ALTER TABLE `table_news`
  ADD PRIMARY KEY (`id`);

--
-- Chỉ mục cho bảng `table_news_list`
--
ALTER TABLE `table_news_list`
  ADD PRIMARY KEY (`id`);

--
-- Chỉ mục cho bảng `table_online`
--
ALTER TABLE `table_online`
  ADD PRIMARY KEY (`id`);

--
-- Chỉ mục cho bảng `table_photo`
--
ALTER TABLE `table_photo`
  ADD PRIMARY KEY (`id`);

--
-- Chỉ mục cho bảng `table_product`
--
ALTER TABLE `table_product`
  ADD PRIMARY KEY (`id`);

--
-- Chỉ mục cho bảng `table_product_cat`
--
ALTER TABLE `table_product_cat`
  ADD PRIMARY KEY (`id`);

--
-- Chỉ mục cho bảng `table_product_color_condition`
--
ALTER TABLE `table_product_color_condition`
  ADD PRIMARY KEY (`id`);

--
-- Chỉ mục cho bảng `table_product_item`
--
ALTER TABLE `table_product_item`
  ADD PRIMARY KEY (`id`);

--
-- Chỉ mục cho bảng `table_product_item1`
--
ALTER TABLE `table_product_item1`
  ADD PRIMARY KEY (`id`);

--
-- Chỉ mục cho bảng `table_product_list`
--
ALTER TABLE `table_product_list`
  ADD PRIMARY KEY (`id`);

--
-- Chỉ mục cho bảng `table_product_photo`
--
ALTER TABLE `table_product_photo`
  ADD PRIMARY KEY (`id`);

--
-- Chỉ mục cho bảng `table_quangcao`
--
ALTER TABLE `table_quangcao`
  ADD PRIMARY KEY (`id`);

--
-- Chỉ mục cho bảng `table_rubber`
--
ALTER TABLE `table_rubber`
  ADD PRIMARY KEY (`id`);

--
-- Chỉ mục cho bảng `table_setting`
--
ALTER TABLE `table_setting`
  ADD PRIMARY KEY (`id`);

--
-- Chỉ mục cho bảng `table_skype`
--
ALTER TABLE `table_skype`
  ADD PRIMARY KEY (`id`);

--
-- Chỉ mục cho bảng `table_slider`
--
ALTER TABLE `table_slider`
  ADD PRIMARY KEY (`id`);

--
-- Chỉ mục cho bảng `table_support`
--
ALTER TABLE `table_support`
  ADD PRIMARY KEY (`id`);

--
-- Chỉ mục cho bảng `table_support_list`
--
ALTER TABLE `table_support_list`
  ADD PRIMARY KEY (`id`);

--
-- Chỉ mục cho bảng `table_textile`
--
ALTER TABLE `table_textile`
  ADD PRIMARY KEY (`id`);

--
-- Chỉ mục cho bảng `table_tinhtrang`
--
ALTER TABLE `table_tinhtrang`
  ADD PRIMARY KEY (`id`);

--
-- Chỉ mục cho bảng `table_title`
--
ALTER TABLE `table_title`
  ADD PRIMARY KEY (`id`);

--
-- Chỉ mục cho bảng `table_tuyendung`
--
ALTER TABLE `table_tuyendung`
  ADD PRIMARY KEY (`id`);

--
-- Chỉ mục cho bảng `table_user`
--
ALTER TABLE `table_user`
  ADD PRIMARY KEY (`id`);

--
-- Chỉ mục cho bảng `table_video`
--
ALTER TABLE `table_video`
  ADD PRIMARY KEY (`id`);

--
-- Chỉ mục cho bảng `table_yahoo`
--
ALTER TABLE `table_yahoo`
  ADD PRIMARY KEY (`id`);

--
-- AUTO_INCREMENT cho các bảng đã đổ
--

--
-- AUTO_INCREMENT cho bảng `counter`
--
ALTER TABLE `counter`
  MODIFY `id` int(11) NOT NULL AUTO_INCREMENT, AUTO_INCREMENT=34;

--
-- AUTO_INCREMENT cho bảng `table_about`
--
ALTER TABLE `table_about`
  MODIFY `id` int(10) UNSIGNED NOT NULL AUTO_INCREMENT, AUTO_INCREMENT=10;

--
-- AUTO_INCREMENT cho bảng `table_addnews`
--
ALTER TABLE `table_addnews`
  MODIFY `id` int(10) UNSIGNED NOT NULL AUTO_INCREMENT, AUTO_INCREMENT=2;

--
-- AUTO_INCREMENT cho bảng `table_background`
--
ALTER TABLE `table_background`
  MODIFY `id` int(10) UNSIGNED NOT NULL AUTO_INCREMENT, AUTO_INCREMENT=2;

--
-- AUTO_INCREMENT cho bảng `table_baiviet`
--
ALTER TABLE `table_baiviet`
  MODIFY `id` int(10) UNSIGNED NOT NULL AUTO_INCREMENT, AUTO_INCREMENT=5;

--
-- AUTO_INCREMENT cho bảng `table_baiviet_list`
--
ALTER TABLE `table_baiviet_list`
  MODIFY `id` int(11) NOT NULL AUTO_INCREMENT, AUTO_INCREMENT=6;

--
-- AUTO_INCREMENT cho bảng `table_comments`
--
ALTER TABLE `table_comments`
  MODIFY `id` int(10) UNSIGNED NOT NULL AUTO_INCREMENT, AUTO_INCREMENT=2;

--
-- AUTO_INCREMENT cho bảng `table_consumable`
--
ALTER TABLE `table_consumable`
  MODIFY `id` int(10) UNSIGNED NOT NULL AUTO_INCREMENT, AUTO_INCREMENT=2;

--
-- AUTO_INCREMENT cho bảng `table_content`
--
ALTER TABLE `table_content`
  MODIFY `id` int(10) UNSIGNED NOT NULL AUTO_INCREMENT, AUTO_INCREMENT=10;

--
-- AUTO_INCREMENT cho bảng `table_dichvu`
--
ALTER TABLE `table_dichvu`
  MODIFY `id` int(10) UNSIGNED NOT NULL AUTO_INCREMENT, AUTO_INCREMENT=21;

--
-- AUTO_INCREMENT cho bảng `table_dichvu_cat`
--
ALTER TABLE `table_dichvu_cat`
  MODIFY `id` int(11) NOT NULL AUTO_INCREMENT, AUTO_INCREMENT=18;

--
-- AUTO_INCREMENT cho bảng `table_dichvu_list`
--
ALTER TABLE `table_dichvu_list`
  MODIFY `id` int(11) NOT NULL AUTO_INCREMENT, AUTO_INCREMENT=6;

--
-- AUTO_INCREMENT cho bảng `table_doitac`
--
ALTER TABLE `table_doitac`
  MODIFY `id` int(10) UNSIGNED NOT NULL AUTO_INCREMENT, AUTO_INCREMENT=5;

--
-- AUTO_INCREMENT cho bảng `table_donhang`
--
ALTER TABLE `table_donhang`
  MODIFY `id` int(11) NOT NULL AUTO_INCREMENT, AUTO_INCREMENT=3;

--
-- AUTO_INCREMENT cho bảng `table_facebook`
--
ALTER TABLE `table_facebook`
  MODIFY `id` int(10) UNSIGNED NOT NULL AUTO_INCREMENT, AUTO_INCREMENT=2;

--
-- AUTO_INCREMENT cho bảng `table_footer`
--
ALTER TABLE `table_footer`
  MODIFY `id` int(10) UNSIGNED NOT NULL AUTO_INCREMENT, AUTO_INCREMENT=5;

--
-- AUTO_INCREMENT cho bảng `table_footwear`
--
ALTER TABLE `table_footwear`
  MODIFY `id` int(10) UNSIGNED NOT NULL AUTO_INCREMENT, AUTO_INCREMENT=7;

--
-- AUTO_INCREMENT cho bảng `table_hotline`
--
ALTER TABLE `table_hotline`
  MODIFY `id` int(10) UNSIGNED NOT NULL AUTO_INCREMENT, AUTO_INCREMENT=3;

--
-- AUTO_INCREMENT cho bảng `table_khuyenmai`
--
ALTER TABLE `table_khuyenmai`
  MODIFY `id` int(10) UNSIGNED NOT NULL AUTO_INCREMENT, AUTO_INCREMENT=26;

--
-- AUTO_INCREMENT cho bảng `table_lienhe`
--
ALTER TABLE `table_lienhe`
  MODIFY `id` int(10) UNSIGNED NOT NULL AUTO_INCREMENT, AUTO_INCREMENT=5;

--
-- AUTO_INCREMENT cho bảng `table_lkweb`
--
ALTER TABLE `table_lkweb`
  MODIFY `id` int(11) NOT NULL AUTO_INCREMENT, AUTO_INCREMENT=10;

--
-- AUTO_INCREMENT cho bảng `table_news`
--
ALTER TABLE `table_news`
  MODIFY `id` int(10) UNSIGNED NOT NULL AUTO_INCREMENT, AUTO_INCREMENT=27;

--
-- AUTO_INCREMENT cho bảng `table_news_list`
--
ALTER TABLE `table_news_list`
  MODIFY `id` int(11) NOT NULL AUTO_INCREMENT, AUTO_INCREMENT=6;

--
-- AUTO_INCREMENT cho bảng `table_online`
--
ALTER TABLE `table_online`
  MODIFY `id` int(10) UNSIGNED NOT NULL AUTO_INCREMENT, AUTO_INCREMENT=399552;

--
-- AUTO_INCREMENT cho bảng `table_photo`
--
ALTER TABLE `table_photo`
  MODIFY `id` int(10) UNSIGNED NOT NULL AUTO_INCREMENT, AUTO_INCREMENT=14;

--
-- AUTO_INCREMENT cho bảng `table_product`
--
ALTER TABLE `table_product`
  MODIFY `id` int(10) UNSIGNED NOT NULL AUTO_INCREMENT, AUTO_INCREMENT=766;

--
-- AUTO_INCREMENT cho bảng `table_product_cat`
--
ALTER TABLE `table_product_cat`
  MODIFY `id` int(11) NOT NULL AUTO_INCREMENT, AUTO_INCREMENT=126;

--
-- AUTO_INCREMENT cho bảng `table_product_color_condition`
--
ALTER TABLE `table_product_color_condition`
  MODIFY `id` int(11) NOT NULL AUTO_INCREMENT, AUTO_INCREMENT=306;

--
-- AUTO_INCREMENT cho bảng `table_product_item`
--
ALTER TABLE `table_product_item`
  MODIFY `id` int(10) UNSIGNED NOT NULL AUTO_INCREMENT, AUTO_INCREMENT=38;

--
-- AUTO_INCREMENT cho bảng `table_product_item1`
--
ALTER TABLE `table_product_item1`
  MODIFY `id` int(10) UNSIGNED NOT NULL AUTO_INCREMENT, AUTO_INCREMENT=3;

--
-- AUTO_INCREMENT cho bảng `table_product_list`
--
ALTER TABLE `table_product_list`
  MODIFY `id` int(11) NOT NULL AUTO_INCREMENT, AUTO_INCREMENT=77;

--
-- AUTO_INCREMENT cho bảng `table_product_photo`
--
ALTER TABLE `table_product_photo`
  MODIFY `id` int(10) UNSIGNED NOT NULL AUTO_INCREMENT, AUTO_INCREMENT=14;

--
-- AUTO_INCREMENT cho bảng `table_quangcao`
--
ALTER TABLE `table_quangcao`
  MODIFY `id` int(10) UNSIGNED NOT NULL AUTO_INCREMENT, AUTO_INCREMENT=34;

--
-- AUTO_INCREMENT cho bảng `table_rubber`
--
ALTER TABLE `table_rubber`
  MODIFY `id` int(10) UNSIGNED NOT NULL AUTO_INCREMENT, AUTO_INCREMENT=2;

--
-- AUTO_INCREMENT cho bảng `table_setting`
--
ALTER TABLE `table_setting`
  MODIFY `id` int(10) NOT NULL AUTO_INCREMENT, AUTO_INCREMENT=2;

--
-- AUTO_INCREMENT cho bảng `table_skype`
--
ALTER TABLE `table_skype`
  MODIFY `id` int(10) UNSIGNED NOT NULL AUTO_INCREMENT, AUTO_INCREMENT=2;

--
-- AUTO_INCREMENT cho bảng `table_slider`
--
ALTER TABLE `table_slider`
  MODIFY `id` int(10) UNSIGNED NOT NULL AUTO_INCREMENT, AUTO_INCREMENT=10;

--
-- AUTO_INCREMENT cho bảng `table_support`
--
ALTER TABLE `table_support`
  MODIFY `id` int(10) UNSIGNED NOT NULL AUTO_INCREMENT, AUTO_INCREMENT=13;

--
-- AUTO_INCREMENT cho bảng `table_support_list`
--
ALTER TABLE `table_support_list`
  MODIFY `id` int(11) NOT NULL AUTO_INCREMENT, AUTO_INCREMENT=3;

--
-- AUTO_INCREMENT cho bảng `table_textile`
--
ALTER TABLE `table_textile`
  MODIFY `id` int(10) UNSIGNED NOT NULL AUTO_INCREMENT, AUTO_INCREMENT=2;

--
-- AUTO_INCREMENT cho bảng `table_tinhtrang`
--
ALTER TABLE `table_tinhtrang`
  MODIFY `id` int(11) NOT NULL AUTO_INCREMENT, AUTO_INCREMENT=6;

--
-- AUTO_INCREMENT cho bảng `table_title`
--
ALTER TABLE `table_title`
  MODIFY `id` int(10) NOT NULL AUTO_INCREMENT, AUTO_INCREMENT=2;

--
-- AUTO_INCREMENT cho bảng `table_tuyendung`
--
ALTER TABLE `table_tuyendung`
  MODIFY `id` int(10) UNSIGNED NOT NULL AUTO_INCREMENT, AUTO_INCREMENT=4;

--
-- AUTO_INCREMENT cho bảng `table_user`
--
ALTER TABLE `table_user`
  MODIFY `id` int(10) UNSIGNED NOT NULL AUTO_INCREMENT, AUTO_INCREMENT=10;

--
-- AUTO_INCREMENT cho bảng `table_video`
--
ALTER TABLE `table_video`
  MODIFY `id` int(10) UNSIGNED NOT NULL AUTO_INCREMENT, AUTO_INCREMENT=14;

--
-- AUTO_INCREMENT cho bảng `table_yahoo`
--
ALTER TABLE `table_yahoo`
  MODIFY `id` int(10) UNSIGNED NOT NULL AUTO_INCREMENT, AUTO_INCREMENT=16;
COMMIT;

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/*!40101 SET CHARACTER_SET_RESULTS=@OLD_CHARACTER_SET_RESULTS */;
/*!40101 SET COLLATION_CONNECTION=@OLD_COLLATION_CONNECTION */;
