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    <title>Thiết kế đồ họa - IT13</title>
    <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13</link>
    <description>Thiết kế đồ họa - IT13 - Đại học mở Hà Nội HOU</description>
    <language>vi</language>
    <item>
      <title>Câu hỏi 602083 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158681012602083</link>
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" alt=""></p>
<p>Dòng chữ này được tạo bởi hiệu ứng?</p> Blend Extrude Envelope Drop shadow]]></description>
      <pubDate>Wed, 04 February 2026 15:01:08 GMT</pubDate>
      <guid>8572158681012602083</guid>
    </item>
    <item>
      <title>Câu hỏi 603349 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689262603349</link>
      <description><![CDATA[<p><img 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" alt=""></p>
<p>&nbsp;</p>
<p>&nbsp;</p> Convert line to curve Convert to curve Convert curve to line Smooth node]]></description>
      <pubDate>Wed, 04 February 2026 15:01:05 GMT</pubDate>
      <guid>8572158689262603349</guid>
    </item>
    <item>
      <title>Câu hỏi 603348 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689262603348</link>
      <description><![CDATA[<p><img 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alt=""></p> Convert line to curve Convert to curve Smooth node Convert curve to line]]></description>
      <pubDate>Wed, 04 February 2026 15:01:05 GMT</pubDate>
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    </item>
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      <title>Câu hỏi 603363 - Thiết kế đồ họa - IT13</title>
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      <pubDate>Wed, 04 February 2026 15:00:57 GMT</pubDate>
      <guid>8572158689262603363</guid>
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      <title>Câu hỏi 137843 - Thiết kế đồ họa - IT13</title>
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      <pubDate>Wed, 04 February 2026 15:00:55 GMT</pubDate>
      <guid>8572141864303137843</guid>
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      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689292603373</link>
      <description><![CDATA[<p><img 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" alt=""></p>
<p>Dòng chữ này được áp dụng theo kiểu tô đặc biệt nào?</p> Pattern Fill Unform Fill Fountain Fill Texture Fill]]></description>
      <pubDate>Wed, 04 February 2026 14:40:20 GMT</pubDate>
      <guid>8572158689292603373</guid>
    </item>
    <item>
      <title>Câu hỏi 137906 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572141876673137906</link>
      <description><![CDATA[<p>Trong bộ lọc Liquify công cụ đóng băng có tên là?</p> Bloat Warp Freeze Thaw]]></description>
      <pubDate>Wed, 04 February 2026 14:40:18 GMT</pubDate>
      <guid>8572141876673137906</guid>
    </item>
    <item>
      <title>Câu hỏi 603371 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689292603371</link>
      <description><![CDATA[<p><img 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" alt=""></p>
<p>Dòng chữ này được áp dụng theo kiểu tô đặc biệt nào?</p> Texture Fill Fountain Fill Unform Fill Pattern Fill]]></description>
      <pubDate>Wed, 04 February 2026 14:40:15 GMT</pubDate>
      <guid>8572158689292603371</guid>
    </item>
    <item>
      <title>Câu hỏi 603368 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689292603368</link>
      <description><![CDATA[<p><img 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" alt=""></p>
<p>Dòng chữ này được áp dụng theo kiểu tô đặc biệt nào?</p> Texture Fill Unform Fill Pattern Fill Fountain Fill]]></description>
      <pubDate>Wed, 04 February 2026 14:40:15 GMT</pubDate>
      <guid>8572158689292603368</guid>
    </item>
    <item>
      <title>Câu hỏi 603365 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689292603365</link>
      <description><![CDATA[<p><img src="/file/1226439/22235045-65561530.png" alt="" width="262px" height="146px"></p> Chọn 1 trước 2 sau và dùng lệnh trim Chọn 2 trước 1 sau và dùng lệnh trim Không có phương án nào đúng]]></description>
      <pubDate>Wed, 04 February 2026 14:40:15 GMT</pubDate>
      <guid>8572158689292603365</guid>
    </item>
    <item>
      <title>Câu hỏi 603327 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689192603327</link>
      <description><![CDATA[<p><img src="/file/1226439/22235047-8883693.png" alt="" width="273px" height="115px"></p> Align Left Align Bottom Align Top Align Right]]></description>
      <pubDate>Wed, 04 February 2026 14:40:15 GMT</pubDate>
      <guid>8572158689192603327</guid>
    </item>
    <item>
      <title>Câu hỏi 137907 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572141876763137907</link>
      <description><![CDATA[<p>Bộ công cụ Marquee có thể tạo vùng chọn theo?</p> Hình elip Hình elip và hình chữ nhật Hình ngũ giác, hình elip Hình chữ nhật]]></description>
      <pubDate>Wed, 04 February 2026 14:40:09 GMT</pubDate>
      <guid>8572141876763137907</guid>
    </item>
    <item>
      <title>Câu hỏi 728994 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572154131612728994</link>
      <description><![CDATA[<p>Palete Navigator dùng để?</p> Phóng to thu nhỏ vùng nhìn hình ảnh Không có phương án nào đúng Quản lý mầu trong hình ảnh]]></description>
      <pubDate>Wed, 21 January 2026 10:15:24 GMT</pubDate>
      <guid>8572154131612728994</guid>
    </item>
    <item>
      <title>Câu hỏi 728995 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572154131612728995</link>
      <description><![CDATA[<p>Khi tạo file mới, màu nền (background) của file mới tạo là màu gì?</p> Trong suốt Tuỳ chọn trong hộp thoại Trắng (white) Màu đen (Black)]]></description>
      <pubDate>Wed, 21 January 2026 10:15:24 GMT</pubDate>
      <guid>8572154131612728995</guid>
    </item>
    <item>
      <title>Câu hỏi 729391 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572154142222729391</link>
      <description><![CDATA[<p>Cửa sổ Blending options. Hiệu ứng tạo quầng sáng bên ngoài?</p> Inner Glow Outer Glow Satin Drop Shadow]]></description>
      <pubDate>Wed, 21 January 2026 09:57:43 GMT</pubDate>
      <guid>8572154142222729391</guid>
    </item>
    <item>
      <title>Câu hỏi 21311 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572157861222021311</link>
      <description><![CDATA[<p>F12 là phím tắt của?</p> Hộp thoại Fountain fill Hộp thoại Save Tất cả các phương án đều sai Hộp thoại Outline Pen]]></description>
      <pubDate>Sat, 17 January 2026 02:39:23 GMT</pubDate>
      <guid>8572157861222021311</guid>
    </item>
    <item>
      <title>Câu hỏi 21312 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572157861272021312</link>
      <description><![CDATA[<p>Phát biểu nào sau đây chưa đúng?</p> Không thể biến layer background thành layer thường Có thể gộp các layer lại với nhau Layer background mặc định bị khóa Layer là lớp]]></description>
      <pubDate>Sat, 17 January 2026 02:39:18 GMT</pubDate>
      <guid>8572157861272021312</guid>
    </item>
    <item>
      <title>Câu hỏi 21313 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572157861302021313</link>
      <description><![CDATA[<p>Bộ lọc Unsharp Mask có tác dụng?</p> Làm tăng độ sáng của ảnh Làm giảm độ sắc nét của ảnh Làm tăng độ sắc nét của ảnh Làm nhòe ảnh]]></description>
      <pubDate>Sat, 17 January 2026 02:39:15 GMT</pubDate>
      <guid>8572157861302021313</guid>
    </item>
    <item>
      <title>Câu hỏi 21314 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572157861322021314</link>
      <description><![CDATA[<p>Công cụ zoom tool dùng để?</p> Phóng to hoặc thu nhỏ tầm nhìn trong hình ảnh Phóng to hoặc thu nhỏ hình ảnh]]></description>
      <pubDate>Sat, 17 January 2026 02:39:13 GMT</pubDate>
      <guid>8572157861322021314</guid>
    </item>
    <item>
      <title>Câu hỏi 21315 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572157861322021315</link>
      <description><![CDATA[<p>Phím tắt để trả lại màu mặc định cho Foreground và Background là:</p> Ctrl + D D Shift + D Alt + D]]></description>
      <pubDate>Sat, 17 January 2026 02:39:13 GMT</pubDate>
      <guid>8572157861322021315</guid>
    </item>
    <item>
      <title>Câu hỏi 21316 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572157861322021316</link>
      <description><![CDATA[<p>Loại ảnh nào được giữ lại diện mạo của nó tốt hơn khi sử dụng công cụ Zoom (phóng đại).</p> Các ảnh mành Ảnh vector được mành hoá Các đối tượng vector Ảnh mành hoá được vector]]></description>
      <pubDate>Sat, 17 January 2026 02:39:13 GMT</pubDate>
      <guid>8572157861322021316</guid>
    </item>
    <item>
      <title>Câu hỏi 602077 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158681012602077</link>
      <description><![CDATA[<p><img 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" alt=""></p>
<p>Dòng chữ này được tạo bởi hiệu ứng?</p> Blend Extrude Drop shadow Envelope]]></description>
      <pubDate>Fri, 16 January 2026 04:12:09 GMT</pubDate>
      <guid>8572158681012602077</guid>
    </item>
    <item>
      <title>Câu hỏi 893077 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158669581893077</link>
      <description><![CDATA[<p>Để sử dụng công cụ chỉnh sửa văn bản, chọn phím nào?</p> F19 F8 F11 F10]]></description>
      <pubDate>Fri, 16 January 2026 04:12:07 GMT</pubDate>
      <guid>8572158669581893077</guid>
    </item>
    <item>
      <title>Câu hỏi 893078 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158669601893078</link>
      <description><![CDATA[<p>Giữ phím gì để được hình vuông khi sử dụng công cụ rectange?</p> Shift Ctrl Alt]]></description>
      <pubDate>Fri, 16 January 2026 04:12:05 GMT</pubDate>
      <guid>8572158669601893078</guid>
    </item>
    <item>
      <title>Câu hỏi 893079 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158669601893079</link>
      <description><![CDATA[<p><img src="/file/1226439/22234940-3.png" alt="" width="243" height="75"></p>
<p>Hình ảnh này thuộc nhóm bộ lọc nào?</p>
<p>&nbsp;</p> Filter\Gallery\Brush Strokes Filter\Gallery\Stylize Filter\Gallery\Artistic Filter\Gallery\Distort]]></description>
      <pubDate>Fri, 16 January 2026 04:12:05 GMT</pubDate>
      <guid>8572158669601893079</guid>
    </item>
    <item>
      <title>Câu hỏi 893080 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158669651893080</link>
      <description><![CDATA[<p>Lệnh Image \ Rotate Canvas\ 90CCW dùng để?</p> Xoay hình ảnh 90 độ theo chiều kim đồng hồ Xoay hình ảnh 90 độ ngược chiều kim đồng hồ]]></description>
      <pubDate>Fri, 16 January 2026 04:12:00 GMT</pubDate>
      <guid>8572158669651893080</guid>
    </item>
    <item>
      <title>Câu hỏi 893081 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158669651893081</link>
      <description><![CDATA[<p>Trong bảng Layer chuột phải vào 1 lớp chọn "Duplicate Layer" là?</p> Thiết lập thuộc tính cho lớp Nhân đôi lớp Tạo 1 lớp mới Căn chỉnh lượng màu xanh trong lớp]]></description>
      <pubDate>Fri, 16 January 2026 04:12:00 GMT</pubDate>
      <guid>8572158669651893081</guid>
    </item>
    <item>
      <title>Câu hỏi 893082 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158669651893082</link>
      <description><![CDATA[<p>Bảng chỉnh mầu Curves có phím tắt là?</p> Không có phím tắt Ctrl + C Ctrl + U Ctrl + M]]></description>
      <pubDate>Fri, 16 January 2026 04:12:00 GMT</pubDate>
      <guid>8572158669651893082</guid>
    </item>
    <item>
      <title>Câu hỏi 893083 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158669701893083</link>
      <description><![CDATA[<p>Loại ảnh nào được giữ lại diện mạo (chất lượng) của nó tốt hơn sau khi ghi (save). Chọn một trong các dạng thức sau?</p> JPEG PSD PCX GIF]]></description>
      <pubDate>Fri, 16 January 2026 04:11:55 GMT</pubDate>
      <guid>8572158669701893083</guid>
    </item>
    <item>
      <title>Câu hỏi 893084 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158669701893084</link>
      <description><![CDATA[<p>Công cụ Eye droper cho phép lấy thông tin mầu ở?</p> Không có phương án nào đúng Bất kỳ vùng nào trong cửa sổ photoshop Bất kỳ vùng nào trên màn hình Bất kỳ vùng nào trong hình ảnh]]></description>
      <pubDate>Fri, 16 January 2026 04:11:55 GMT</pubDate>
      <guid>8572158669701893084</guid>
    </item>
    <item>
      <title>Câu hỏi 893085 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158669701893085</link>
      <description><![CDATA[<p>Lệnh Feather trong menu Select có tác dụng?</p> Làm nhòe biên vùng chọn Làm sắc nét biên vùng chọn Thu hẹp vùng chọn Mở rộng vùng chọn]]></description>
      <pubDate>Fri, 16 January 2026 04:11:55 GMT</pubDate>
      <guid>8572158669701893085</guid>
    </item>
    <item>
      <title>Câu hỏi 603322 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689192603322</link>
      <description><![CDATA[<p><img 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" alt=""></p>
<p>Dòng chữ này được tạo bởi hiệu ứng?</p> Envelope Drop shadow Extrude Blend]]></description>
      <pubDate>Fri, 16 January 2026 03:53:11 GMT</pubDate>
      <guid>8572158689192603322</guid>
    </item>
    <item>
      <title>Câu hỏi 602071 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158680942602071</link>
      <description><![CDATA[<p>Hiệu ứng extrude biến hình tròn thành?</p> Hình trụ Hình bán cầu Hình cầu]]></description>
      <pubDate>Fri, 16 January 2026 03:53:11 GMT</pubDate>
      <guid>8572158680942602071</guid>
    </item>
    <item>
      <title>Câu hỏi 602072 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158680982602072</link>
      <description><![CDATA[<p>Hiệu ứng Blur cho phép áp dụng với đối tượng là?</p> Vector Bitmap Không biết Cả vector và bimap]]></description>
      <pubDate>Fri, 16 January 2026 03:53:07 GMT</pubDate>
      <guid>8572158680982602072</guid>
    </item>
    <item>
      <title>Câu hỏi 602073 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158680982602073</link>
      <description><![CDATA[<p>Artistic text thường dùng tạo?</p> Đoạn văn bản có nhiều ký tự Đoạn văn bản có ít ký tự]]></description>
      <pubDate>Fri, 16 January 2026 03:53:07 GMT</pubDate>
      <guid>8572158680982602073</guid>
    </item>
    <item>
      <title>Câu hỏi 602080 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158681012602080</link>
      <description><![CDATA[<p><img 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RvZg0D9Ufe948rQje6PT2hNhkweh9OSSpAtkyDLHEZM9MU7tAaBYwYR6H23WtvS7vDhRzBbxCgU3scrOTZrVgKDm2NyDsZmS8RqnYzLNZngkH14ea3HbLejC32OQHNWRXt6PYwYfokA/7lYHBYCghugM9uxmAowa/n4xvigC30G/yETCDCCXgf+/g8Z+tNuwnQDMU2ox0/WJPwDVmA1z8EY1At9yPNYtQg02/TyuRWPxRqHwxlPUHAa/n7zMZuzMFunoQvpjD70OQJG90Lne4++31/Cz28BVksaFuss9CEtCdRMFfQKX4VmmdsD+l9hxPAVaI5sND89/q7O6MNmYTJkY7OloAtph8H1Ibbydy18MpkmERg4gYmTZjBt+jYlc9KWyQjf/OUsw4evxOmag16fis2ahzGoB4FBXTEY7itdImP/vGcJXl6/4nTOQa9LwWbNx+QaQmBIYyyaC5stAas1DoNhIgZDLLETk8jNX8G4sef5+MPDGIwLsDvmEKhPw2FMwmLvim9Md/TBbejzRTY/DdlGSGgWBkMKRuNsNFs+evv36IJbE2SaQIghtUIunaaZDJ3kx7iwRlgDX8cQkIzZnIFmy8MQ9AWBIXWwWloRaY3DbM8jMDAZs2UOoreMQZ8TGNSBQN2simdMrkEEBrdAZ4jAbM5BsxVhco5CF1IHg6M+MTYdZmt+lXYKsbjG4+tqyg8D8rCYluAKzsbXksm8jwZQ3LomW974itSBUwjXZyjDOyJgBive+5br//IMRZ8OxejIV9EykyOfqSMiuNSmEw9LTsDixX8F7KRAxelUyLhn/24++aI3A8f7MTBlFsHGRCxaHlYtVx12ayaGoLn83HMoN2s1INZLFH4BLqMISzZmRw4W+wLWdhsC/1KbhOFhGO15+DsLWff2dzz4tyZE+iVg1XIUsRLes5oyMNiy2fTmN5TVakOMz3TFZIuWw+4uPbn9XCvuPtOUna98rPqwWbKwmNIx2zPZ2fVzLjd+iVB9MlZbNiZnAZl9/Xnwx5qs7fYTdutcRbfNmoUcZkcRU0dO4/6fm7H35Q8xWQRo0wiyp5A4tYhfF6/n2pXKYPDla3dYseUkKwdZuPunJiQPClbjt9ly0cRjs2TisGSow6DlM3V4CHeea8L8XnqOtX2PA53eU3R5QpkyXqFxdfcfuV6nA6ebv8nBDu+iWTOxWjKxGmcTHJpJUWIeN7q8w7nmb3KnRivixk1SPNFM6ViNqYQHpzGvcCU3Sq/DvSvQ8Q12vPo1ZmchHtpstjw1/uUfjIZ/rklB7zGETSxkwzoJSVUJrX3/PXuf/4jFPX2482xTpoyKUn05rZk4bVlYTZlMnFDI7d5fceu5lqSMiMdin6vGJTwV+QgyFbCta1/u/2sNCsbb2Vv8hPCn2/ZixapDGExZGCy57O38GZcadyFMPxuzvUAZQTZrDpo5A7M+mfnz17rDQX2/ZXf7T/nlMy/uPNeMyaMiWL/9kaqp0wehRSsOt/uQCF02Fi1fvXObLQuLvZA4r2TO1+sMr74Kpe6wWDlJ1U45OZvQBc7B7Cggwm8mpbXasvu9fuiD5lfQZ9ClsWXPEbh6Epp0ZN37AzEEFSmeiBzKnDCbYgn0Hk7o3MWY02dhMIzFZvVhYGQwtpH+sHNztX7lyx3us77PeKjZgjMr1+Gy5XL2wx/gTnl4cnEBD//4LKvfH4Emsm3LUWOUPkXJbH29H/zxz7B5xSNt3yVhylxMujnuMdhy0LvmkjImBp5rzoKe49C75hGoS+fnn3ezYf1+dFoWKUNCePiH5yA7q0p7pcxMmEeAJYvZA+zwL/XJ/SYAvatAjV8U1Mnmb0PrtnDJHSpbtGI7sV4x3KzTgrNv9GZSZBFma7qif3vXr7latwPhAWIwu2XAYs7GYc8jLn4JEyYsxGZKw2TLYZLfdMoad+J63Y5QuwlHncFExs/DakjFYs0mUpfEtT+3hEBTFXrl4z22bd7NpJhsrCYxULM41Kk721/tg0nLV3QH61O5Vastu7p8ji5kAUJDQMAcgoMK+Xnxbq7eqEw1XL92iYXz1hAdLumJFGzG9Arlu7tdD+j4upR9cfTYCTLSFhMWlIbNmKpSGaIDDM4CVvQYrPThhLFT8DPnYTJmMj1hGes2HGHPvrP8umwvCdPm4tKk/TT1rNFZSOoAK3eebUb+tzYuNO3K1rd7YnZmYREazBkVdGx8qy+3arYh2ne6AgeREXVoOVi1eex8+RtuP9OYSeMmuvWtPZcDL33CnWdbUfZsc7a99IHSSTLHPTQLb67U74hT6FH6Po8V7w/i9nMtiR89QbWjdxWx+NNRamy3arblVOOOhPtNx6KJvpSxFzLvS28e/ltjEkaGYtByMNpyiBs7gWv1mrG38wdoVtHl5fNX6e081d/Bjm9xvklbwgJnug1yqzgA2ex84W3uukLg1yV/BezOnwdNqxSOhw+4OT2Rc7WbkDg8VA1AiPQc+ipgJ4yy2N2D0KxiHWSgC55P3jc+3HumBjN+CkLQV55Z0eN7rtVtQoR/dbATRS8WxOp3v+VC4zZEiTdoz0PAbvurH7O/49v8+tFAymrUJaOfHqOrUIGD9Lvhra8oad2ZEH2yul9ewK6XP+Bc0+cJDZxVQZuHdgEd8VoKe40j/y9e2C3pqi25btanYQxMxWqcw6wZv7Jm1T7u3i2Pu2dkcrFmI5J+cqnxeNqrOFszFYj98ulgLjVsRaguiQVfjOBK/WZMKgcqz70Cdss++IGS1l1UfuJ8kzbKaPDwUayW5D4BHG7blWUfDeBqvWZMfKQNyf8ZAlJV/m9R6hKuvfgqm7v1wmrPdY/H6gZhiz2PEF0SJ1t0ZF+X99TYdIGziZ+0kAPFF3hw9ChlzVopfoQHzOBygxYs+XggMqmEXoc1A5urgOmjIrlSqxGrPhuECLNnLJ6zvOMY73guNWzJljc+x2jNZtnS3ZUy9cin9esPKUt948sfU9L6JcICZ6n34mnPc9ZbslkQm8X9lm0o+MabCP9ErtRvzqJPBis5OFpcmdsri4rlyr/WYMaIcDWhPG14zvqgInK/C+DGvz7L8UkzH6Go8uvhQ2cw62djsWUT6TedC03asvnD7zA6CyrGrfNLZuGve+HUCW627ciKj/pjceajVcyTfOzWUEx2L9YePKRque7cuUPJsWN4TY1n+JQ4WLehstPyTzuPXKTos2Hcbt6GjcHTWPThAHaOMroLwoDSfgM4Ub81UbqZmMuVh2d8okwmesdR1L0fhxeJkVD5J7Ks5KWCvgzMzgISR4RxvX5Tir4eQ4A5m8mxC9i2pVgZOTotj6ThIVz/03PcSXeDXVnZXZVK0Pslq3mQPMjOrZr1yfxeh8HllhmRX/Xcs3W5MXIc2UXbCDRns6VbL642aK6Uq1Fzy6kYvevf/prTzdurdyvya9LPJtiRQ8LUXwh25mA1uYFE5keM7zQuN2nNso/6s/vlHpyo34pwr6mInIsij9Ancbp+S8p0lWB35PBZpk9ZrMZvMaRhduQrg+5SgxYI/TIfRW8EGVKVIt30ek98zTmIYV+Qt5Fz5ypz3mfPXKUgb70qNhN+2kxzKmRC3oPMg60vf8i19l2YEb8QozFd6RTN7B6D512JLImuuFqnMbHjJ5OYspotm4vZvauEgrwNhDhz1XOikzzPyNnsyGNdt96catEJuzld6cxzTdsREZBYzYEQOla915fzjcV5mKJ0Y9V2AkPm88sng7hep5HbuHXkKV25s0sPBFAWfzaE2zXqkN7PoOaZPCs0b3rjc0617IjTVAl20o7M+8lj3WBncBUp3XehcWvmfj2G63Uas7xHP7fetEo7heT/xVv97jas89GFFJD/zU+UPVePhOGhFfqnKs0y9uRBmqJb9KsYsYouVyGFX4zidvcePJwxA3JzKwUfHtku7FGwEztoSgKXnmtAwoiw3wU7YaQ+eB4mYZaWh8VRhNOcxt7O73K5YUsV/jTbc//jYNf1Yw52eJNw/xkcb9OFE607Ky9OBP9RsBOhjfKdxtlmz7Ppzc/VdQFSD8OEOe4jW12Tl1f1uuc+EUxjQCqmwFQiQvKZu2QPZ2OmcLVuE1KGucHbc6/nLJPFZZ7DsXZd2d71IzVeeZE3azdg/pejqr08D9idbtGRxKEhaoLl9vGtUKZCl4D4und6UdB7PNfrNn4M7Dz9ikWk+cxQYLa1xzcYgucqi0h4rrxJMSQcBWx5vacyJMQAEFoF1CU3t2m0hWv1mzFl/ETV/56X3uNo21eQcLXcJ/2Ix1L4jTdlNeuRPMT5RLAXPopxIu/9VKtOOAOTVQVqYf6GSoOhmgjC5m3H2fLqpxxr2fkxsJN3YDPOQW/PJ++ToQrw470mq773vdid4udfxeyXxKTJiyqKe0p/HMSJJu2JMLgNHw+P5CwGjITiokdN4Fzd5mz55AdOXbj1CEXur7dv3yUudoGqSg33mVYBdiZXobKupS2DfyoJs1ZQtu8gZc93Ytkng9CHLlDzQCal0T4Pi3MCp07vY3LsJIqPHOH+/ftMiIpi2/FjROZkw8rHizjW7zxJzkc/cateE3a88Rnpn41iXsFGBZa3zl7kyvMvsePF95QxYdKnKVCuqkgtpgxsYfM4c7H62MS4keIoUc5iKAlPRCFK5OVavabkfzEKo5anlO3MhCVKPkQOHwW7Nav34e89q+L5J4GdkgVHPhvf68P15+oycWg400dHUlq7Pgt7DquYC3KfB+xOtehAkCEFf0chibPXkJqzSYGxXnRKuTEt52ifqVyu34J5X41m6sgISmvWVUpdeC7y9yjY7dpV4vaIxDAsB3oZ1/wvRyIgEek3TXkcHrA716gNm9/+ilkL9j62VGh38SUFqAL0Hh562vSchacy/081fQFLQLJKrXiuVT0LDYs+HqiM/3O7DyJ+e+LstRjt+fgaMjFoecgcrvqMGOmhulmcafYCa7v9Bf/QhaQM1Cit5TY2xAnw3F8V7MSIFWdDeCSHGKsCFkfbdeVM8xeUUyDvQfi7q0sPDnV4k2BDCidav6QMUTGW5brQ/PeAnRj68r7WdevFjTqNmDYiXBkWj4KdRStgfEwGKYN6cK6J23GR/jxjUVE5iZZIhEbRIdEr0U1uORbjasaoCC617sj9MeOgqKjavK6+9OAJYHdnSgIXajb6TbBb+PkwbtVqwNKP+iv0XvTZSKaPGE2E/1BKWr/B7efqsKjnUDfgWDL/p8BOKTZ7HnN+NHHn2drK6jC6ihQIV/XsxKKIHx3NzdoNVU5RXriEGT1Mc5rmKItErBKnWT5Xt8rUfeYMNdHFAhSBlrO/OZvc3l7caNCc1N8AO+lr+vAwBUwCXGIAOExzONT+DXU4RHmXWyIesDvb7AUi/BLZ16kbm1/vqQRRwsUiXOLtpPfTk/OtPzdqN3oi2IklK4Is95xt+jwHun6gLFUJcyQPdijAEoUivFr1fl+uNGiurEjxAJRCMmeys/07HGr/pvouE6LgL+MprVmPmRUebKbyksR6K6tVn8nj3eFUD0+rng1aLqve7qVAVcLbZgmV+aeopHrprSdXv97oP4RDTTqUg12lgMsyDZczF5cjhwMvduPIS93QbFlKjop6jVU0Jv4UjJ8xiz0HziJluqXvfcSe9m/jqsJroU+APdiRzcRJPzMlJEtNYgGM3ILHw4ieWSJFUFJEFR2QqIwRWS8p782lZRFkz1KgkZC0ktI9B7jZoQt7O3Vj7tdjmfflSOZ9NYrl7w/A5W9mOw+5dvUq06dPJy4ujp3bd6gaPS1pFqxyVzx6+pTz+h0nyftwCDfqNWHq6GjGmvPYsPGwuuXk6q2crtuCFW/2whZcpLywybHzFZALAIsXLt5Gft7jHqN4NnKP0C+H3Csy6wa7JuR9PpKFyw9w994DwoPz1L1PArulS3YS6JOs5pQ8/ySwE55LZEYMYQGPXS/34GCX9yh+vitBptkVHrwH7ERxX63XlG0vf8im1z7jUt+BlPTsy8YuH7G7Sw/mfzFShaO2Qa8AACAASURBVDulTQV2DVqoiEhg6EJlFN6s1VB5A7qguRVgd89k5fZDmBgzr5pHq/q0ZbPttU8q5F6TFEe5Z3eiRUcutOlE6dCR3Bs+krIhwygdJMdQzvTsw/R+5goQkraqHjJu4YmA3Znm7cu9H7f3UXWeKJkUsPt0CKV1G3G3/0Au9RvC+s4fsrnrJ2x97VN2vvyBimaJnrLZ3DpM3kdaf4sCDgE5XfBcBVSnm3dg26sfK0ASejx0SCTtcoPmLPlkEEVfjVYAP/fr0cqjPNb2FRUpE2Na+CrPecCuuF1XNc8y+hm4XaFvC5SR8veAnbxTiYxE+05VumdXl/cRXoueqerZWW1FjJqUTPzYzhx+QUKYwtdKvrl1dZpbd5frbdGnHp6KESCe7bF2r3D3jbdAilSq/P1Pg92Cz4dzq1Z9FaaTMJvk1JZ9WJ+JXo0406wbud/6KWI8Cv4/HMbs+rGy4mVwgvYiBGIxTBw3EV3wvGphTPFApo2IoLRGPfViRTiEIWINyCSRUuZ9L3ZT3odMIilzjqiSPxQLWRRBVvpqJsW4lYgoD7Euc3t7c71+M1KHPtmzk74k/HehUWsVTxba/MMWKToqrBpPUrU8jHmuSTtcxtks/Hy4stbCA2YqQRCgkWvihYlQ/BbYSZ+ibAToJIxwqcULnOvQlTOtOilvWEJ+yiJzFaoQsoCdCjtruUrAJ42dyJV6zVQIMyB0IbqQ+SqferFRa9Z074PR4fZ8ZQJL2PVG3cbEesWrZz2C5jkrSzekkN19hnGpcWviFSjmqtxboG8ShU9QwCKPd4eO4HDTjoTrk5TVLO0JOM1OWUHxsYscXbiS6w2aUfCND0KjhF/Ee5fxSpjGz5RFTt4muHuHsje7sf3Fd1XVqyfPIB568sxllBx3r20su3qdK691Y0+Ht7E7cjlztnLZSJX5QVnZHQ4Xn6d4/S5utO3Iune/UfxYt2Y/R4+c5dDB05y9cIMHR4q53PEVLtVqqLzPq/WbKWXEH58h+ccfWP3AnRudNWsWRqORsluliM+lJSf9LthJuH/yiEjMznyOHnXTvnRaASU1GrPrL0M5fMydV5Zy980bD6mwo8Xg9tpOlDyejzx54iKHD56h+MhZNqw7oHgkxsnMURFcrt2I08ExasmshCkjQ/N/E+yWL92FzrcK2A1+PIzpkQkJa4phcrNGXe62bMv6yFkYHJWhYFFqUkG99t0+3KzbmAvPd+FC+1c40/YlTrToxMmWnVQYbvW7fZQirgp2EgL0D/uZCV5xKoK0t3N3BaJhxhQVxsRmZ92ec+6lPlVCtx4lKl6N6ANTOT0esCtp9SJXG7fiZOvOnGjZqeI41qQ9JQ3akP19oDJKpR2ZW1UPGc/fBXY9hyqH4VTzDhxt2kGNV8Ysh3idW1/7DJcKF4rilwhNHuvf6cXJli8i+lB0akDoAjW3Jf0wwSu+Ii8mdCyXOVunUYWOFvAprVlfeZO7X3ofATObNVvlfCUKVBXs1Lhs2RX6dtLYWDX//l6wkxBtYMgC5Xzcfq42md8H4he++DGwGzk5iUnjX+Bgh0+U4SH8FewQx2Tl+99xoOPbFXp7d5f3SRwWovghsiZ8l7NUht+uXR9k+UGVv/9psPMUqIiFEeM9hRlDY4nwH8KM4U3Y3vU75Q1Y7JWW+t8KdhJjjqyasysHOxm0eG4SGpQ4szBdJtP6t3tV5OzketzoGK7XaaKAR2Lz6iVqucT4xCMhuuJ2r3Gg41sKTEQQZLLISxZmiRc3IaqIq1du8uDBQw4dOE125lqckQvI+GKsCvfMGvJ4zk4migjlkRde40SrTuT39lIvM+dbPyWIEmoR68qTB/N4dgJoEi6QcIwAeNIgO/5hC1n+QT8FygKYoix+C+zkJTss6cSPiUGsu51vf0mUMZnIgESV/5AJIeOX8Mbabr1Vriva1x22EaCUtsVgkUmR/a2/ymFKHlOsUgkXu/NoOYrvi8UKrVmPSeNinwh2skxh9ZbjPPAL4GS9lkzwnaqMDOGrhM7Eqzh1svraHZHH20OGc6RZp2pgp/dNUUtS5PrDhESu/Lk2yz/uT3YfPzeNvb2UcXCi3csEB8wkJGoB1y9e5e4nPdnT/i1cFrcXLfmOafGLuHevynqna1cpfe0tdr76EQGBaRQWbEIA4zf/Ll+irP2LCuwM9nwENKr+3T98hBvtOrGhe29ifKYqzzltsMalZh3J6f0lskqqKCeXhQsXcuDAAWJjYrh69y7BabNh5W95doOVQpowJJTw2EUIeQKZCfZUims05c6Y8VVJUJ8Xzt/KmOHTSJu96rFrj/5w5vRlJe8CdrNGu8Hu/oxZ6rZbt25Xgp3DE8asUZGzexTsUlTOrh4Z3wVW5Ozknav5pOUQqU/iVNPneThoCNt3nsCgr4ymeMBuwzu9ONv8BeK84wg3papnIgJnEhYwQ0UuJB+v2vOEMRu0UN6JzHeR7QWfj+DOs7XI/E6Hy5bJmYatuBVgZErqOiTU66FHzqJAxcA81aKjCq8JKLh/d+fsZE5uf+0Tgm0Zig6hwek1jVmROWTEFWHXpSB6TdIPAsKiiFe+31cZXqLYRc/9rZ6dAPb1uk1IGB1FsHF2+XhnIkavRGwk1Oih3R3Fmalym6Jncr/xUXNB5q3owLIa9SjoPa7iHci4Vr3/HWK4zhziUumkuDExSrdIWkSq6fXB7iIz6eNRsBM+iY6YOjJSAebmNz5XtRgb3/ryb87ZCbgKT+Q9BeuTVRpKAbUlg+y+/hU5O6smnl0KU0Z34Wi79xSQS/9SpOIyprH2nd4qtSK5RIl43X2mprt2o9yZETmSIpX9b3xC2X/75/99YCdFCeJRSeWbd1QROX37c//PtZj/xQgV9hEmCjOlglNCnmKxilLwVOYoRpfH7je8/TUqtOefqABIPLLtVcBOQEUqdJZ90E+93Fk/uVR4zlOgIlaaCIkI8s5XPlShDw/qCygIIImgiyCI8r5Ru6EqqvCAnaLFnM7kCfOZW7CJUycvKkVz9cZtSkInc6l2Y5LLC27kXs8h7SUMC1XFHQLWkpi92KiVOsRCE2tfBFRyElZbjuKLeEoysWQySaL5RKvOynsSS17u/fnzYfhE/MLcr8b8JthJ/0K7TAoZ88Z3eikBld/EMpMEuzvenaWA/lTLTioJL9fkd0lGX6vXRIXpPPRKgZBUO4lBISETAWYR1qy+AQrs0vqbVR+escvZakgjMmIupXfuc++r3hxp8SJOU7rqw3OfISCFn+dvfVTvPhns/FIoLNyk7r3+VR8u1Gj4OI2N23KjfhPmDNJUMcGWnSXg7cOp+q2I1M1SQGvwT1Hrqap2en/PPm41aq7A02DNISK0gDt3Kqvsqt4rnx+cPUfpC5VgV7UgRq4L2N1s24Flnw5UYSXxPiSclvGjnQTfQEKWLmHJnIyKZg8eOMCkvDyckkhf8XjObsOOk8x7vz8X6jYlZngkqzYWq2cPHTmP05LOweYvUvb51xXteT5cvXqT7duPcWb/cW4mJPFg717PpcfOJccvuOdkFbC7PS1R3Vcd7PKZNSqCa8/U5nZSqrq+fOnuap5d2o8myuo2Iv1Ho8qvet63kgtbjgKvYy1eBC8vtu85iaEK+MjcFFmUApVTzdurSIbIm9GcqQ7x+pSslueORa49YUwBCjF25XqwIVWFsMQrm+wdx/lWHdnx9WBsEQuxVQl3CU2iROV+yRGu6f6N0gXu36sUqLz5OX7OIvwD0wgOLeLXFfs4f7WM1RuOECi5fEe+KsC7Wq+JO6LSsKUyJMXbEC/m7wE70YfR3lPUHJOxVD1E33n4KXxJ+9Gs9KfMT4kgeeas6BgBsJ0v91AeoIxRgV15gYpEeIRX8pt4h+ve6U1ZjTqIMS6AJn08CewkbSD9ivEtxYGJw0IVwP+tBSoesJM5IUZJ+g8Gld6SfGnG93o1FnFeLPYCvKOymPPjx1xu+EJ5pWWloySOjoCe4EHyQLvSQ9JWBe3lYLfvrc8o+8N/h4LyDR/KJf9/mWdXtRrTponiTaG43SsqPCaWhHhXwkxhtuQypDJn+ogwFRLyvEhRvCL4+zpL4UFXJYwCho+DnZSQ5xIekKg8GfHQJFYti5s91ZhSlbXpzS9UDmDi+MkV3pT0JUIgh1/4IuZ9MUotnRCwljY9tMhZKvEkfClhTalOW7f1KOcmTFVtPqlARZguQC4hwZk/BSkwl77lEEFb9uGPKlyRNNihhEcEyAN2bkEsYm33vyhXXcKwUpk2bWSEcvfnfjX6d8FOJoe0IWC37b3eldWY5cshpKhC6BDAXf/O14qn0n/cmAlqgoogR/lNU/fIfRJfF+9VwoSb3/hCeXHCH1lnKb9teuOLipJgD88kYZ+3eC/s3Utpg6as+eD7ivfuuUdCk1L48OjfEz07vxSKFu9Wq6JvNmrBso8HEO2foKxED41Jg53KuNjavRcBpkxmF2zjXnom1/+tBtk/Ggl0FSlFV3ykslpT+i6bMJnrf6pB6hCHCk+77Nlqd4hH6fJ8/1vBbvlHP1YLq4Tr5vCDYzK1kqcRf3QPU+KjMJlMODWNHrYAPvQex43pM3nwQPYUqfzbsPMkq175lIst23N49baKC6tX7cNPn8GaHt9xq0lL7h88VHGt6ofiOUWc/cM/UxYaWfXnap//VrAz2fOY6j2JC7WbUBYUqtqoCnZSQj6/1xjuNm3J1vh0LFIlXQ4uknMV2Qw3JHO8eScYO47tu8Szq/S0qoKdpxpTp08nMqwATy7SIz9yfhLYye8SMZk9wKrm88Z3/8LFti+yrPu36Msriqu2IbpGIh4nWr2o9IQAgFz3hDEFSDZ0/RRn1EJWLNvDtau3OHToDBmzV6mQvIxP6JbS97jR0YiO8xwSpRFd8LeC3WKphqzflImS37bnVdNBVWkWIBKQEmdAKrfF25JomsyFWK/JKvUgBoN4ifGjY1RbVcGuajWm9BPpn6AKU843baeMB+HrE8GuPI8n+kWiPVIYtuOVD1UkTQBIeCZ0/VY1ZlWwc4cls9nR9SNl5ItXLKFXVY0p1frBheR+O1bVZEgFqOQjPTzwGOyBwfNVXYREmB4FO9HrB17pwe0/PfNXPLurV8FiqTYhnlygIl6aJBjnV6yzqwp2svTAEFzInB9MSHxWXF+7JRvNmqOU34yhQUrpS9hM3H0BQmG0LFUQ5SvWyYa3v3Kvt7LmKO+vumdXXmrqLESKQCS8J+E/KQIJ0aeqnUqk8tDTj3h34smJZyL9yCGfHeYMNr/RU1kIVcOYbubKGMWiykTWtEkozNeY5Y4xN2hG8tCqYcxMZC1biD6FkjZd2NP5XbWmT41Lqpu0HOXRSphRQqbr3vmL8oClYKQC7PwS1PjFahMLTXi2v9PbKjwpfPl9sJO8QV4F2G3p0UcVxsiEE2E3uOaqRK+EHiSUOmuwVFIWqbWG874cpd6FVEhJuFRolUOEV+iX3KhYjhPHyUQsUL/LPp+SD834weB+f1LureUoz6ogczX0H8jlWo2YNi4WUZQeYZWzMTCNpBnLq8mYfHki2PnPZv6vB2ByPFeercv0sTHKW6qg0e6uKpOE9+Wm7YgdH489bCEXjpzkzjvvcrzJC0SNj0eLWsS5K2UVfd7ftoPSlu2UURFkSXevITLNYc/ukop7Hv3w18BOcnbi2cnSA6PNXTbvsuXz9Rej+HrAIHraLXzk78XHPT/knbffpnu3bnzxU38GjR+LYdRoRvv4VNtU6uDaXRx8pgm3vuhdjZR1aw/hrctgxugIrj5bl1vDx8AjQHn9yk2OvPUpV2s34t72394a7W8Duwys1lwVXjvS+mVK335P5UWXbi7BNyBNpSk0e44qzLnV4SW4eo3svC0YA2ZXvHe1FMCY8jtgl63k1+PZ2QOSiE/bwPlb95m3dB8+enfBh8iyhLQs9nyifaYpJenx7ES2RBmKHG5+83NKazWAPz3Lmm590bt+VvO4Ug6l8CFHtbW/0zvs6fye0gluRZxHkGE2J+q04GL/oZwqg0OnrjMjbZ2qjJRCKKn6E2PaYZY1u+7qRY9ekd+lbYkuCdidbtHBPf/LPSoZg1o3ZstRzwtAC9jdbNBMGXKiyNU9cp/ncOaXr2/OI9o3gQuN26oaBZnfAlqe+SDzVwxpAYElnwxWc9zkLFSh1SctPRAjRdIVEg6UMKzMd6Fd+CvVmFKgIuAhoK7mrqtc39Zp5I5SPf+qKu4T3SfPVoKdpDgKld6RZVdVwU7akXHFj4pSkS9ZPiRRpCmjxCEqUka6FJlIOkYMd09IWI3TnquMCOlL2r335+fI/F48OwFE0cFZKmJ1pP3r3GnzPBT+Ts7uwOrVXJP/u1bl7078dBU+qr70IB27dQb64GwFdrK+5lGws0qlmjVLWQCSDJ020oXBlYYAoVhUu196T70U8XZE0Ur1ZNb3OhXPvVa3sYqFmxzparcKi5alwphHn+9arbLJ495LolJi9W6wm4ZVS1L9iOBJTPrOc7U5/MLrKh8lFs+UUdHk9vFR9wsYi5Uia2s87bkrN2djtyZgt8ikdb9s8YTyenspt3tWtdL7dMzOVKaNdKjcl3iu4sFWTi63xSiLzqWc91jbl3BYpqMPylV5svON26oCGWlfrKeTrTqpcMHiz35SgiEGgYCdVJs9us5O9WGdhdWerNYtiqV6tEs3xcvsvgEqJi7l2Xtf7MbdZ2uq9TiifKxaMpp1pipgkSS9GAOV45ctzdzrBWWdpABk4jATBpcU+YhHPYMjz7/KzTqN+PXzocSNjVWWYfJAGwc7d+Puc7X5+evR7slTpQpW+GjSJzIlLpvbt6tXZd4ePIziagUqsk1ZMsnZS7ncuw+H23R9rLpSTUBngVqWIRWiM0Za8DYms3rrcVi5Uin7o03bkz/AyPkte3hYfJTbCbNUOPJi/RbMHBOlwFiKasRS37/vlJL8s2fPUlxczN27lQvuBexkaYEUqEjO7lh5scixY8c4evQo9w4d5paEMXv8QEzcEmYm/kryzNV89cVQvv/2OwJGjsE0eAiG0WPoP6A/AwcNwt/bH//R4wgYPJA+XV/l7vKVPNizlzsFc7nRsxcX//gs212TK2bjtWvXyMlejF7WItrzWPXhD5T+6VluDRrKvVWreXDqNPdWreFa3/5c/m//yilv02P/MUDGJGOTMZ44cUnJqCdnd6VWQx4LY5pmoFlmKAW/sPdYSv/tOe71H8jGiJnEDItQhtPWt77k6j//mdKQCG6U3mLlqs1q3siGAPKOPGBX0rwjjBn7iGcnc3wmVnuqWmIja+c2jLZwNTkdcvPZqAsnrZcXOX39VbFbjHcMRtdson3iuVLfk7OrnGuy9Gn66BiKX3wVv/BQdCEuNJtO6SuP8SpzWrMmYnZksfL971XqQCJCVm0OVm0mQYYkTjRqx9X3PmG7K4703j6kfe1FVh8/Nx19fJnzoxGXcSqaLaVCP7j1xBw0awImRybbXv2ES41aKoM86zv3XJQcVV4fXxKGOdTuLEZXHr98OkRVjosCz/hep+as3Oc58vr4MG1EGPqgdJIGG1VxSeZ3gSokWFXHCJ9lHLL2bu+Lb2O1zcQQlK3ATsKdVT0793vJwWWao3SAhFETh7kwO5Ox2DMU2MnSo6pgp/SD6G6lb2urgkGnSfg2E7MjU4Hd5Qayzi5C7aJlcLlBSdoW0PJ4rYIBAtS/fjxAhTMvNhKwC8HkTEGzpmEMKmB2f4uK/sk6aanClUiXOELiQEkFrQC65O0mjYtUfdll1xzZfMBrMmdav8i93n1+f+mB0enEcFbKtyv/7kyawrl/qUncICd6q8RPxSKajE3zJTBUY/Fn/bn9bF0mj41V1pEw0bOoXKwbyWFJ2MsnKhy71QubFq123ZDBS0WkJFQF+aU0VkBTUD6rbyAWu+w+ocNq98PsmMyuLp8oIHS7zZXlqAIQEiOXYpRjbTsRZBqP2RmIZp2EzSaLRLNUGb2431KEIf1INaJ8Fg9KCmyqA51M0FxsNhs2zQfNpqnvMi7pq7D3eLVmbtYgu1IAcq8mW0ppvoyePIGTLV9g6qho5QFVFUT5LPHqNd1/YPaA/oyMj8biMLPy/X6KP1IN6rEOpfpKQHjGsBAV5hWwkxde9lxdpHLSIzTiXdstydi0AMxOHeEB4ZS0eoVbNeopD1K8SPF6ha+SFxQr2GWUatYU7FYfRk2O5mDH9qztXn2htIduEZ6EYZEs+vIbhs6cRohhDHZrsvLwPFWtku+8WLcplxq1Un0KT+d9662AU4wdT1tuRZBOULCZ/gP6kZObUylkElb8YRBHGz6vSsZl0totedg1F95OAxazkU09flATpKI9yUOWr5mbMiCEuR9/xaDp8Wh+I0hImK/a3jcljcPNOnGrTkOuNW3DjWZtuF6rgTJyZo0KV4aEtCdFM7Ik4drVMgVwQ4cOZciQIeTnV8b8H5w5y502L7CxWy8FdmfOXOfEieP069ePfoMHsbOwCDp05pe3vmHr3jPcv/9AHYcOnWTM6EkMHRTG0iadyKlTj1dHj+L1zi8xelwYvgODKWz3BiU16nGzQXNuNG2tcsiX6jWl8PMR5BVWLouw2x14eQ0jONiJxVpAkHkOqz7uz5XajbhRvyk3Wj6vzpdrNuTXHj+ovU6rMRmpxi5UYxs1eiSHD5/CpWUjYJc0Opxrz9bhdtxU9citW3eJCM3AbPFVsm21TcVpzmLlx/25Wqsh12o1VJ6V5HQvPVOXC6N81HMOVxABAd44HQ6lKxR/ZVG+MYUTjZ7n4fARlWAnW0pZp2C1+2NxGljfvSd3atTlTqPmqipT+rguY6vTiFvyuW4jjEE2AkMtRPtauV6nhVKYVQ1L8UKEzsn+YVisRpZ80A9jUAiaLbacHtnxSFNz2xAURtqPmvJSpoyKxRjkwuLwx2W2crpFF64/W5cLf65bQYPQIePlj8+S1+dbBsycjsvsW77OSwxiaTscm90XQ5DGtlc/VSX7ah7KXCw/7v97LXwjIvGOcmIMiuKXT9yFNdK2556q5zvP1mdlj3cxBOkZNTmWo+1eIsZ7qvJiK+aD1A5UVIF+QcqggYyMi8LssLCm+7dcadBCFeeJF1j1GfEsZYnSwz/VIv2HPoyNDcPstLH3xfc53rpLNbCT55S+HSr6tjEnWnfFYdEwO/wV75Z+NIRr9VowafxQjEF69CEx/NxTjPQGjxnpUtwjRrMA1vU6TYkbMxBDsB6bFopNramUheN25aSI/pLInYQ7ZTmZpGIk3RMtO2w53e9Ss4VgcC5Q0aabHbtwPzjk9z27onXrGPvI7Cg9dJRN0UmkTiwiNKQAQ0AGgf6hGE1GjDYj0eMjSBrkVNWEHnfXA3bCHAkNTBkVgdVhIsSgw6qFKUUmCyVdxlS1DkwSleKB5fTxUzFos13c6TQ0zYBNE9CJZMqoSSpO61lA6Hlh0qccCcPDSRiuKStOntFs0eWg5U7SSnxakuhS3i9FH3N+MBLpO015H27lWllo4gY7EzabHU0z47Dkqp0SBDijfKYpazY8cCZ6XRomXSYWSziaxUxAWBBTRgXjVPkKtzfooVPOYhlF+8wk2GjBaTFjsxuIHTuRxMEu5VnJOAQgJKQqO86ItyW/CX0Sm5eXL/kA4am73Sxlsdo0Iza7Fac5moThUcwa5GDq9xZmDNCYNdih1h4JOAlISshBs07HbjPgHx7G5LFmYnwSqxWReGiW+H2IOQvTWDvjBw7BEeCFzTpThbClLfGGcgMn8et33sz/eLDaPUOqPCVMUR3ohLeZOKxpBAVb+PTj75kxU3aNr/w7kPcLkwc40QziUQvv8rA57Whe3niNG0ekz4yKNiWMEaDlEz95IQvmbWFR/iZmTpiG5jMel94Hm2UG587dQP4x0azofGZ9q2PR58NY8OUIkgfbCZEtp8pzNDJWCVHHRs9Vlbe3bt1k1KhRuFwuZs6s3F3lzs1SMsdHMmFktAp7nj17g337duPj44POqGduVgH5/pMI/SmSPXurb5G2eeMRjKYspvokMHm0haxl2QR4eTEpNhO7vZAwawazhwWT/403RX8ZrzyYOFlSY8pk777TFUzS6/VER0crmbSbc5Rc2Ow5TB07QYWjfun5E3N7jSX2pzCmJSzjdvU0oGpHlj7I2Ly8x7NnzxEFdlZLhioKSfjRxol17rDnnTsPmBSbhckUiE2zoFljsdryVbXbtDHRypv+pedQsj8dwc8hs7hV/t86/P0DSE1NJDzMic1UXlghc9Qwm7j+Do4tXMnuPSfUshIZg9tQtGDVjEweF0zyIKeSXzEmZw6yq88SmpPcbNJgGyanBZNNw2F0MmtImHubwioFHGqemTLxNk5nWmgIc3xmY7bFKPrFUHcDklnNbYtDIywgVYXM5n01Dn2wU/1ut1lIHBalQoLuvh2KDplPMq+S+9kJD7QQEBaJ3RaIeBVuYy4PzRaEzaZhsRuJHxOt5qynDc85ZaADQ5Ads92JzeEk1ivxiffJ/cKHlIFBTPQKwG61oA+xEzcmvIo3WVVvyf602cSOTyDYaMKm2ZWOkaib1BDIBhGiTzzzW86e78mDQ3GazehDIhB9MnWk6BLR1dXbl7kpekHWEguPNJtF9WO1m4kdP41ZQ4Jxmfyw2h1Y7U4meM9QOkiK8ir1lrtNCTmL8Z402EWQyUc9Y9Ocam9O4afMUSkikncv0alFnw1Va4nlGRW6FZzQjOXGiwOzYwEr3/iKO/0Hub26zMqCMBH+agUqUZrGLxnVb5CbPAXZUqq8ZdNRVq3YyrRpkwgJjkLi9f6mbHQBqVj0aUoBVgc72QJMtkyKwGrT0CwSGnQra1HiMiCL7DRhzVaeo2x9JMxUL8IWjqaJZyVbIuU/lv/xvAi5XxSgAKjNFuYWWIuU63pAIQO9SXYjkHVl7kP1KwUp5R6CVAlKQYo79CL5xUlomlV5sRL+anHjvAAAFetJREFUkES7hCE1LUdtpzR9+hL1r0DSUlYR5EjBZLJiCLCrffs89HvokzCZeA/yXXJrstGuJoBsjVLfra5C9MI/gztpLy9S6PMIogC8h1fV2xY+yWJTsVwdaNYUdOYcFq08qA5n+Dz8jVkEWtx5Bfez8owklYOxW+0qZCEL2D20egoLPN9t5iyCgzMpmJtGWrrwKAWTzk2n0TCHaUmrOHTiClMSl+MnOz6oPOcjE0RNGNnvM52QoAlMmBDB/v3V/2WJLApYsaFYFZNYBPAs2djMcQSFuMjNKyIkbJ7qV7Nlq3LrhW/+hSWF6yqA4FrpDeKmTiJQ51Ab2i5auF1dO3ryCsJfoUvkTPj6qHET6JvM0l8rc1upqakKVI7Iv78o/5M5MDtnE/66OapqtuT4RcrKSomNjSUmJpqLl64wOWEFXj4p7NlVPfcnSx6mxf2sdpOXEJFZbyMxcSqrVu5SuS0xoiTfIst3pMBJ1lXq7QVqe6yzZ654SGD58hWqrwnRM7Ho093yWL7FnuRYxRM32XPxN2ay8xEaPI1ICFMAMy1tNidOXFRyLTlpXcBsMgq2cscz2eUfqOauJdBfDEiniiCIAhKZFENHDn99OtNmreSyrNou/1u+fDkRERHYtckV88+kS1XrVldvPqZ2gNmx7Wj5Am8x1lKw2SSkF4ykKyQaJO/o8cP9u1EfjMNux2lPwig8Up6Ke2GxzDODfwrhwYWkJM2j/6B+GDQXmt0LzRpf7tnJ3J5cMbdNDvf2hQc7dsOmTcKq5mU8Zoe7alHokO3TAkxZuMLnq3mVv2gfekMCDqsVzRZRDjxizGWjWaarqJDMbfU+nE8Yi1O22YvBZrVgF89WdFt5ft0zbpmz/rJvrC0Xo6MQqz3FHWWyhqp23eBaOc9k7FL8JdEOq9pbVjaCF/qilY6Rdiv1ifvfjHnmuvxucs5VG54LoGrWCaoyUt6xRw9UPav7lazJdo2yYbvoyYnl/ciuJrJ5ugW7RcbmnnNV+67alqRF5D0ajZGYTSY02zRkjnvuEfAW2oUWiXy59bx78bvod00MGc2GVUskTJdCSdP23J+3AJYu/St7Y0qOwtfskdvfPUs24+ZDKD57kwXL9pOzYAcTpy3D4ipQjLLJCxTFouWhKYuqEEfQIizOuRWC7PbgcrCZs4mK+Zmo+CWV11TydZ7a5FasfJczX20b5BEGESS3peYOrYpydDN2nkJ4EVa5R/p22HKZOmMlwVELVehRBEuYJv9RwazLIHHmSop+2cvkxBXl/UvCVdaezMdukSotYb4cOYrpsr/fsvXuUnAxnq/eg5WbTjM7ZwfO8Plqw2vZb1ABmymL0JAiIif9orYAkiUFVk1yDHMxBOawcOk+jl8opXDRbqLiqt7jHp9sMm0pTxzbrfK5QPFB2laAYBNhmq/GLF6b3i+NQyVuBXntnvw7sUNExS1xbzvkaUe9D5lwcgjQSalznmrXFlLkbl8MFHMOusB0tuxzVzLKWLfsO0vs1KVuw8Gaq6z30+duqYXIyzcexRUxX/Ulm1B7eCbtW2y5CnSXrqsOBI8K2b7jVwiL/RlZDhDom8GiJe5dQw6duoYr+mcFAns79+D2v9cmRpfC3oOV690u34bo+JUEBGYwecLPlJXr4A07T6n3blY8E3lxv09JxgdasomfuVIt8H6Ulke/C20GQyY2UxbFp68/epnk9HX4jEtmz6HHF3ML/dK/KTCd8Aj3Grgrd+UfIS/AaMnGELSADW9/w8M/PcfUkTH42ApIzd5YrWjF0+HR83cwuwowl6cVPPNAs+YqxZyc5d5WzHP/b51Lzt/CYc1Bb8hUsn/jkRv3Hr2MwTYXq1UKADzvUxYf56Cz5jIrY/1v8i12whLMhgxVrBMdv4Tis5Wtb91zGn2A5P2zsVtFjj2y6JnLOWoTc5lDtvJ5LnNZNpKfmrSeI2fusnXfecU3zSzgJQozT+0mkz13O2evu3OtxefOkbdwFYZAj4Htefci2zImUaJSpTyFM03aM6u/FJ0tUr+L/IqukXZFL8h8v1HuKe/cf5ZAXzFehW6Zy7K8x9O2KOX5mO2iuyrHo67L94rfZKOGeeW6oLJ4z91nvvqXR/N+3cearSUEh87FahQveC6WKu0KT4RHQqMjbB4pmRvVv9axmsTIF6N6nkoZCX2ewhOP/rSHzkULLsKmdIHMfwESKeBbgGaRZQhunSD3u3WNuw3Rm/Kb9Cu63moXHggvRd/lurcodLh1sBTBuQ1pDx/cOlTa89AhtIssx89Yx5S41dhMEgp23+eR698+Z2M3F6h3abTPJ+fz0ZR+3NMtxUW//pX/VH7pEmsmD2DftRWwq/zYsQLWlh+rV8CKFSr5z+pVsGY1rFsDG9ep42rRQo4mZfPLtBTMPi6mf28gfLAdg3cEAePDWBefpq4v0scyta+JCf0sWMaH4TsujJyIGVzMm8eRWVmscExh+vdmYr8zYR0Xhp9XOEmRMylOymZ+QDTxfQyED7Bi8Ikg0D9KHQF+UQQN1lgdNE0dU78zEdXfisErHKNPJAfSCzidUcCe+NmkDXMx8VsD2phQxo0OYdGUNEX/zQWLVf+LTRNVH8FD7Oj83O1LP3qfCMK/Myn67vzyq5sXwoe1q2HDOsWPk2n5rA9LVPSHDLbjOz6cyVo8F3LnsT02mZkDbIQOtKHzjSRwZDDFGQUVPLyUP5+tE5KY8aOFoCEOdP7ROMeGEfujFaNXOBbfSDbEppA5KpjggTb8fSKJ8YtiQ3giCf0s2EYG4z02jF1z8t3vSOjauI4rhQtZEzSdid+ZMI4LQ+crY4l0H77us3OgRu7YMI6n5rLMFkf4/9femT1FdeVx3ErNw1TyMi95ykuSqjz4L+QhL/MwY00mi+MkNYkmRpTEoKCgINAr3N6g2TdRkCD7riIJiAo0O2rcskxcSEQESYwBx4gL4Tt1zmXrpmHGknsh9repU919zz2/3/l9zu+eL9339rnrjdgdngTjpw4MVx2ZjbWnC/9paIJgZP/AjNAQJxryKyDzobcbwxWHURQUD0Owgshdyer4RCRB2WDGsdgMTLZO5Y/II9/i8UgWYpyyNsVh+1YHqlMK1Fi6O/F9YTWcQfFIfW8bCt4JgiUyCXFKLi6fOwX0dEn+N8oOwRYUh/CdblxuaFLbejzotO+DY70JkRHuqZxJRuxWO/I3WnCrrkHtv29/fN4/PH4SqVEpiNjuwvfV9fP635VTgq0f23Ch7NC8usnWVpTuSZMx5ToyMNnWKn2eTf0MynoTdkelISckBqXrg2H+2Irsj+IwIrgLJj79EMfdmaQC2N43esUTHeLAgaA43BY30G33087HzrXaozIX4jbHy2NDjuHcfTxtOG7IgPEj6+xY7kpGTLCCqm1OjB877pfbo5YWJESnI3yrHYVbHRir/0LN8alYviysQvg2J/ZM5d5MLk7lpDjmLJvicMKYgVJ7LnaGJsD1gRmeuBzcFz67OzHZ1oai6DRZZ/jELr9yvFpQpc5J4oaz7e1Aby8uFtQgOiIFFnM2rKbM+cWchZi4fTjx+lp0v/keIiPTERmRBOsWBfnrTbiQcRC/ftE8c3yL8egtrEJYiBPR4UmInhtDuBvRO91IWm9E7kYLDCKeCPf8/Xa65fFv3OaEIyhOtjGEJSDlnRjUbHfhcl457ojcFfNqdyeyo1IQHpYAU6hL2o4NS5B+EzeYkLfehFPuA7heXAuRY832XER8YpfjagtWkPy+UR7nhrBEpPzLgPwN6v4DxbXwJOYj6lOHHAf7lnjsfTcGBVvtMMr5IREJG61yWbTUrQ5EhrvlXCzm5Lz3jehx5sm5vMaUhQjBYqcbrk1xct6sDnHhSn4FjsWkQ9lg8p5Dw92wb4pD5j/2oDgoHufTDsp5/V5jM5qKarAnJg0Ws59x8jd2pkzEi0/j5gw44zNxc82fAXM4xgfa0XbcjFtHC73+ffP6GlPUJCIDpiMKzH9QS+KfFAyFKBgJVXDfqABZUyVdARSf4nIAbhd6HU5kWmyATcHN/Cz0nKhE18kq3MtJk/VwOmTd3VQ3zn5ego62Glwr3gdMtZfPNgXjbhfON5Sgva0G3xwtnmprl35/yk1H98lKtHXUwdNeJ58HC3MAl1O1Y1PwS1YKeo9XoOd4Je6mJwMJTiDRBdhteOR04KvDB+HpqMO1olw1FtEvtwuyf4qC64U5aPfUzNjvaqnCaGaKat+u9sOLgbiSVdgXfmwKBj8T7WulnxnfNhtu5mXKmM80lmFc3AF+mqOIX7S32TBQtBee9lp8fagQglNfczlONZdjMi0JsNsxdCBL1l+tzJ/x901dodx2Oyt11qawLewmOPEg0YXTjWXSd1dLNUTpbBXPVRgQ7Bx21b/LgVt706Sti/VFktdMH4U9wcnlkH0Q/L+tOjDrT8TusOOrukK0dapjI8bnxoFstZ3dNrvvdNy+zy4H7mSlwOOpxdWy/bP7uxwYLshGS1c9DtYWIybagFiTBfbQSFzdskPdz+nAQHEuWjrrMJSXqW4T4+Jy4Mf9GXI8RJ/bOg/hfH0xJkW+iHh8++Dvvd2GSzUFktuvKYnz2oxlp6K185BkN8+ezYbRvWloa69FengRbu+aOnacDgznZ6GxsRRGxQ5johudTeW4L+w7/eTYdL+cDozkZc6Jpw4inyZE/izWbrq9ouBuSqLM7/7yPP9tBDeHHZcr82fGUnC7eKRIzSmRL3PsTb+etCk411Aij/uHMg5vviI/Rd6puafm4XQ+imdxzFwtE31yYLA8D60ddRjZn6Ee29M+bTb8JI4BTw0uHj44lbviuPPOLzFObkWB0WSB1Wz1LhYrTAYToqJi4HAl41S7B72eQ/C01eBS5QHVlh+eoi+ij3P7PH0sdZ8Uc0QyHrgT0NdcsWCMYs47d7RYzjGijZwLxNwj4pszBwmm35ful/4EU2H7dFMZRJufxXwq4p0zr42nutHbXCGP8f6y/RjLSJbH9+mmcjmPzN3/UVoSTjWVyz7+UJwr5yzR/lRzBbpbquQ8JfYfnprHxFx8X/Rt2qfbhTtiHj5RKfszJI5xkQ9zYrgxNU+JOUCUrtZqGbPcT8wFgq/bhQlrHHJ3RCEmTpyz8xkn8d5ihcVkQZzFDJfDgMQEA+yKCWHb4xEb60D4jmLsfqsP5j+mwLJWgfj7Dt63/pondkLwJu4CvZfV0nIe2BkPhFkBawZQWK+Ww4usRtRxBpi6qMtLWfmGBJaKgFg660jdOcTsrsCuiDLklqkrrSyVfS3tRBuBKz4rpt0Zm4AxugoJ9qNaug5I2w1HL2JPuDivJ74yFRdW1cC4pwrRu8rhVOpRV/0lBgbGcH/2lyYByWk5g+7/5SEMplqY5U1fxTjVwGapkouti3tpWmIr4FSqEBlxFK+v6ca7/zyD4M0/YOOHDxC8ZQKlpcCpC0CvuGP9sP9I/Iqd/12B/n5AXKAmSnY2sGOHWnJzgdOn1SLO6V+8CBSoS+wtZIrbSWAJCIjFj88i0XEQ1RVNS2BPHxM/zT+lh4lHo0hPKkNlaaNYnEyfjgSIl99+G0NaUiUMUSWINxXD7SzGZ3mH8eXp83j4YPYCoADBsQLDnJSL7sfsLoQtvggJroOwGEqw6YM6BAd9jtBtHrz9Zj/eemMINtsoysqBkhL1GpTHCeaxxM7X8PAwIEpjo7rwilh8RXyKDQkB3nhDftsmvnFjIQNNcsApvrF2AZs3DePj4BFNfGiRv6mpar/n2rZaJ/DRhzcQuv327yaOuf1fya9FngQHX4DBUIQtm7/A3//2bxgM95GYCLjdnJ+We+zc7l9gtVZj545arH27C3/9ywWEh1+BzXYXsbG/yQ9WY2PA7dvAxJy13H316H+9fyKx82dcrFwkzg13d6vKK64AZSEDrXKgtRXo7AQ6On4/jNetA4qLvfvb0qLGIY4drVgFql3B9uy5Sfx4axRXrj5ATw/Q5gHE9kBlspLi7u5+KG+xdX3wV1y4ADk+g94/VfUnNY+9bcnF7rF7wAYkEGAEMjKAn33O2QUYAoZLAroToNjpjpwOSYAESIAE9CZAsdObOP0FPAGx/OwD73WwA54JAZCA1gQodloTpn0S8CEQGQnMWYnMp5ZvSYAEtCBAsdOCKm2SwCIEamsBfz8/WKQJq0iABJ6QAMXuCQGyOQmQAAmQwMonQLFb+WPEHj5lBMQl77wa8ykbVIaz4glQ7Fb8ELGDTxuBY8fUHzM/bXExHhJYyQQodit5dNi3p5LA3bvAd96383sq42RQJLCSCFDsVtJosC8kQAIkQAKaEKDYaYKVRklgYQLffgvs379wPWtIgASWngDFbumZ0iIJLEpA3BVELAbNBwmQgH4EKHb6saYnEiABEiCBZSJAsVsm8HQbuATu3QNGRgI3fkZOAstBgGK3HNTpM6AJiBsdm80BjYDBk4DuBCh2uiOnw0AncO0a0NAQ6BQYPwnoS4Bipy9veiMBEiABElgGAhS7ZYBOl4FNYGgIaGsLbAaMngT0JkCx05s4/QU8gb4+ICYm4DEQAAnoSoBipytuOiMB4M4d3s+OeUACehOg2OlNnP5IgARIgAR0J0Cx0x05HQY6AbFc2L59gU6B8ZOAvgQodvrypjcSAJcLYxKQgP4EKHb6M6dHEiABEiABnQlQ7HQGTnckIJYLu3mTHEiABPQkQLHTkzZ9kQAAsVyYyUQUJEACehKg2OlJm75IAMDAAJcLYyKQgN4EKHZ6E6c/EiABEiAB3QlQ7HRHToeBSODSJSAyEti927uEhvIH5oGYD4xZfwIUO/2Z02MAEhgbA158EVi1yrs88wzw9dcBCIQhk4DOBCh2OgOnu8AlUFDgLXRC+MQnOz5IgAS0J0Cx054xPZCAJHDrFvDyy96CJ1ZT4YMESEB7AhQ77RnTAwnMELBaZ8Vu7Vrg0aOZKr4gARLQkADFTkO4NE0CvgSuXweefVYVvNZW31q+JwES0IoAxU4rsrRLAn4ITE4C69YBq1fzU50fPNxEApoRoNhphpaGScA/gY4OoLzcfx23kgAJaEOAYqcNV1olARIgARJYQQQoditoMNiVp5tAZWUl+vv7vYIsKyvDdXEijw8SIAFNCVDsNMVL4yQwS+C1117DSy+9hPHxcbkxLS0Nq1atQl9f3+xOfEUCJKAJAYqdJlhplATmExgZGcErr7yCNWvWoLq6WgpdXl7e/B25hQRIYMkJUOyWHCkNksDCBAYHB/H8889LoUtJSVl4R9aQAAksKQGK3ZLipDESWJzA2NgYxLm7sLAwnqtbHBVrSWBJCVDslhQnjZHAwgTEhSgvvPAC9u7dK3d67rnnkJycvHAD1pAACSwZAYrdkqGkIRJYnMCrr76K1atXY3R0VO6Yk5Mjv87s6elZvCFrSYAEnpgAxe6JEdIACfx/BOrr6yHO2c19HD58GENDQ3M38TUJkIAGBCh2GkClSRIgARIggZVFgGK3ssaDvSEBEiABEtCAwH8B6crJlV0F2QkAAAAASUVORK5CYII=" alt=""></p>
<p>Dòng chữ này được tạo bởi hiệu ứng?</p> Blend Extrude Drop shadow Envelope]]></description>
      <pubDate>Fri, 16 January 2026 03:53:05 GMT</pubDate>
      <guid>8572158681012602080</guid>
    </item>
    <item>
      <title>Câu hỏi 602074 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158681002602074</link>
      <description><![CDATA[<p>Tùy thiết đặt trong option Effect\ add perspective cho phép áp dụng phối cảnh với đối tượng?</p> Cả Vector và Bitmap Vector Bitmap]]></description>
      <pubDate>Fri, 16 January 2026 03:53:05 GMT</pubDate>
      <guid>8572158681002602074</guid>
    </item>
    <item>
      <title>Câu hỏi 602075 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158681002602075</link>
      <description><![CDATA[<p>Power clip cho phép đặt đối tượng nào vào container?</p> Vector Bitmap Cả vector và bimap]]></description>
      <pubDate>Fri, 16 January 2026 03:53:05 GMT</pubDate>
      <guid>8572158681002602075</guid>
    </item>
    <item>
      <title>Câu hỏi 602076 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158681002602076</link>
      <description><![CDATA[<p>Khi xoá trang (delete page) đối tượng nào trong trang sẽ bị xóa?</p> Các đối tượng trong vùng nháp Tất cả các phương án đều đúng Các đối tượng trong vùng vẽ]]></description>
      <pubDate>Fri, 16 January 2026 03:53:05 GMT</pubDate>
      <guid>8572158681002602076</guid>
    </item>
    <item>
      <title>Câu hỏi 602078 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158681012602078</link>
      <description><![CDATA[<p><img src="/file/1226439/22235091-12844374.png" alt="" width="273px" height="164px"></p> Sử dụng hiệu ứng<br>Envelope Sử dụng hiệu ứng<br>Blend Drop Shadow Sử dụng hiệu ứng Extrude]]></description>
      <pubDate>Fri, 16 January 2026 03:53:04 GMT</pubDate>
      <guid>8572158681012602078</guid>
    </item>
    <item>
      <title>Câu hỏi 602079 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158681012602079</link>
      <description><![CDATA[<p>Hiệu ứng Art Strokes cho phép áp dụng với đối tượng là?</p> Vector Cả vector và bimap Không biết Bitmap]]></description>
      <pubDate>Fri, 16 January 2026 03:53:04 GMT</pubDate>
      <guid>8572158681012602079</guid>
    </item>
    <item>
      <title>Câu hỏi 602081 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158681012602081</link>
      <description><![CDATA[<p>Extrude là hiệu ứng?</p> Mô phỏng đối     tượng 3 chiều Biến dạng Bóng đổ Hòa trộn]]></description>
      <pubDate>Fri, 16 January 2026 03:53:04 GMT</pubDate>
      <guid>8572158681012602081</guid>
    </item>
    <item>
      <title>Câu hỏi 602082 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158681012602082</link>
      <description><![CDATA[<p><img 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7bUqWda5tqbLHvHPZYbNMTyr7xq+RdfllLifksTJ9f2VixKloWWWMHyb7xV/U1Es67dq0a67hvj9x8Lifla3bGykbnrfgsvvLSlLrnCQ5I++NCSA8405mZss200bzCGMApAC1i/OAoY9sl/nytPNbLxFtIJSqdivhDOqITF9FmBQOvPPbO/O1Zw7uiK9yIXetJkLZr4znsKsuHhCLPGFSVGFKvEMRA4Z5wjS5yLZuLg3iMMgYHSF15m6Ysus+xDgxSr0oQyMxYQFrCzJNwl8IkyxFvI3veQvuZBYO0jJIH56mOE4PwS6O9/qPNkbrpNUKRFo4qLpS+8VC59fviLlnvqGcve+4A8S0GFX3xZG0us4MxS9lOnSbHhvQJV0hRPxAKtwJP6svIfEzrSY2MtbIQMEFR9y7/wkrWu2NVa5l5YFibklGrTgitb+rL/WEuXv8mLc4uiuo9vgxhl9oGHvbhaJFKBCEZY4tiTLLza2hbZYDNBtb5DtFn84Qdr7drd4rv2NRYMGHl9A54GHgKKJVaXHfyktwve7XMvWHS7XeX95F4eUX9o9W8Eb2n6dAPXJ30istHmihkgyEvfjq+FJytH4e23dltXSj5x2NHVvvwbwLjxQ46U4Ms+Nrg6FxEmKISWv8xjeIING8+YuDBwWigsD0Rkm3TGMIyITbhW+PIrCy+zimAi+hfVnedUKAiKxtKNbL6t290KI9+10F/nE0xW/dK3geKK73+wvsk+/JilB15kLiYr7/2v82ndKLbCfItGNYZ4BMCMahVB6etWm3gdQJkS+nfco+vGAxU0jLVdiY9gqKJcgwQrcCbrDHTENQw9rPz6ln38CXnoeOquAUeD5gA9ybv4drwBizNX+duFGdhfxsNSK8mYyzz6uOvC+yyVPI95/U2DQwqVvQltIHRZ/6lzL5BghtiCBywodMpUA3bGaIMDUGadVEIjtSds+4vrxZCRB9b2dbut9A23WHiZVQXDMe6Ch4kzEucOt9bEx6oHl8sKZ4AehBdcyhjDdi2dlpGA4c61i6cQiWi7+OHHggELb42SFygDs1BQ2AHkAdaqmkOjzCx9zY3W8pd/Wua+B6unApkJL7lSzfmzd9+n/WI792HmefsS38MjfuY5C82ziGQLfzMvU+ecb/Hd+hrOjFJBnh0uGDoP/EgIaZ8DJQuBWZHheKTJY06ULEiedlbVcXIwJbwKpx+8k3f+/84puID+wOOBTFJXXhPwq/cVwh9LjcVLfKoINvzV1168BSx78FBLHHOiZ/FXAvzliZMEF6SvuzmwXwagdZ2NtDiZPCxwLKWW+Ra31OlnVxcrByOQwMqBUsNLLC/lyP5SbMTKWNwIhXzeCm+/IwsDBYoCwCsMWuj+i0qde5EgGJFe/D+wDQRAfI4E6ukzLLr9bhZZp6fulfNb2RdnY/9C0YAI8Rpa/j6/4nE1XRYKBgQRmnshWXDce8NWLktBYb1VWzIl5iYxFBY/z8/fuEZiFEAfCLrk0SdoDPz7sI0xg+HAoq1veAKFN94ylDX305kG5Inn57cgg45DmeKJEL8DTkHh1LfMDbcYhldQY8HjdaJQO9viBx8p7yLImCBOg4IjzhLUEKyta3T34qVmmv9AzPkG3jfzNH7AIeqKGG/6upu8bksli/ftZ8CWVhEq1fNlMoLFBdXffZ9QhupvDTZiu+8trzToZxQywieoEZvD8yE+6Vr2vge19hBS1YZQPfUshSkgj7iWuetei2y0hSfc3ZcNPonBtMy9iIUWWkoC0L8bhIPQ4svLePZ/X7+dueV2jT/IAnwBxg6PEw9qVhsGZnSjXh3H/KIxi22/W0NPvdG5s088ZSBBrSutaeGlVzLgdNaTnIMK6gDyxdqsgTfpELrEfQ9a5qrrqkY5UGb2iac1BqG5FlDoBSUuWYURxjgusaKMOGfgYAABG/vnALFajN6WP88rA5tziXACAWj6dHmlwN9sVxv9jx2n2BpxZXJ/MYzyL48w4oPxAw+1aM8tpdj0/Rtvy+FgXYOS4OQQuvJD/NW+f+XGLCs4zsPFtpLXdVdwDIB9wFVndPmTof2B90TOIIiPgHZVM+osz/he+wtWCroXsFpgDgQiCgq3nBgLiyG0wJLtrkUxw7799HDSV16tOEDm+pvl0RnMrlxOQWUGOnPNDSIlJIGHOoCy3HVhTWOp4xm1axUFB/EDEguQDekBxO6Ix/F9fUNYolhCiyxrkbXXrwpHt1/x0889LH/eRWosafe7/xNiC+QcNa5l4iTLPfKYLLrMrXeYFWtZb0xQrC0EAPAKE42YqqAUf8c80zPOsfh+lb59v6HMIRrhiVYFtO/3oM3y1KnKuxO8EbRD5TsELBBq4piTrGWuBS3zQMVr8R2Tue4meXlVFMH3G5sot9BCS+t51/0U+Gfy+AF6XkFwFAFxYCKMhaDG/eOxiAaPghvxuoX+sVANdF09Dq9ku109TxZi0vmXGAKPxjMPzbe4JU85vbp7daNcFlEETwoDoB6mr+5X2QBFQelCeGrXCgXNLfoKalIYy6/ukUAqO0BEENQH/NnvUBlgjD3rPA/k6GvAU4HrxLeP20TA4VnEttpB4+a33iF6MY4O+nTHtPtMZzT/8Qy4ThQFxi1zdFZaOZ+36ObbWers8zs8HDIHcfJf01AY8vj/tYG1Lreqwh2Q01i/xLBkJBcKljj82OC5WyjquZB6lHvwEa1BHAEQJiBYDEjmDwQ/hwCkLr3Sg/Gfea56qZBEQgssUSObZFTPs6jmYOL4U2SolaZM0TGww/EOIfH4G8QxlCT5tLEttrPk6eco9ozszz//ojw7njHzQf8OPcqAZGO9trHWVdfyeA199pX3nTjuZCk8wkdA8e76/efraHu2FBwdZ26/R4NY+HpM4HkIYKN4wFqxevOvedoc/JxYExMCuMdZEXTCgyWAHNRQbOGFlhK0yO8oSgQ31jmBWWJdnMc1wWZb7+jBXo6tBIzolCoQONYIEEUopMkEW7MGInSdBXxivQJ7BHk02j2ft+L475Q4jWWqoPqf5/Ussbr+iJfg1gPBscBhW/kb95o8c6DgHyC3Rk3W2UJLy1Kq7lMq6RrBvSOrrW3xfQ/0rLnqDhgsn3jsppdHSFEozhGQ8E2eHPE8/zNz3WB1EkML/XMxMU7d9w0/y2Up0ni//g134QfiYGLz4vEtsKTiDvUHYN0S22u0CPLvvq/rQoF0pqHIIY2ojFTdATzv8PKre0n7db/xJ88QRe+8e+Z6QwVXLFlsl74WWnApSxx5goSoUliI+Vx4mRfLGv5iwFm8rxwFv+EOlR9g8mFcAdW3a7lcxVhri7H598Hz1/2QmO0aYYjjB2iuhhZfQTA/ygThXH9NitftuZ/HnuZ4oLKgRqxuu11EUIMlCExVmtYGlWOcAYl1hk0LcQ00hsIKePc8r4KL7bL+nYFdfx38Vnd9oEGMnR+irT+Mv1mXwLwursl3Sleq6696bKksT6aly9zyhsSM/PBjS199gwwFpVCVy6Lqt661flXuVY+vbMCmxMPE0GDuYfDgjeEMwMaEqVqOVVJBiOfvuIeMWOSea8TCIco5QwnIFjksIkuPnmLQFkZ/7XaXEgNSVbI+9xluFeqDYSyi1bEnSwYAOYNmabxLXhiAEIBILhB3pk3zjOsrrvbSR84aaPHDjhEaA3mL/rJ33uM5RfUoRvVqgjdmW8FBvoisu4mCnbK0SC0IhSTURVu/+npNLmlvKPrvvq90A2j/EFOAV3DNHbWe/BJYmI0EeGrghVJiinkwqNB+X3hJzD4puT/NY2h914Sbd+1uxe9+EGxG7IGYD6SFOdGwVggkN7LkOQcB9kS/Q+XxIgCw1oFuoSf7G5M0tsc+RvxKVvupZ/l/1jhiwXI+Yk3VRgAdivGkyRoHrDeSyoujgyn1eJQICeKf/kbf0S29mAoQJueBju4asZLURZcLRukwlpXLy7KPH+gxDt3xjT4JrMNEbZQfx3nxaLODhqiLxAmnStjUxsRGW2ix5QJZd/7zQnGGRduZJrbaKt0UI6rfv/jtBAsvt7pisdXfyGfEW3v1dVmvMD6dsIAS3xCiLJdF3gFKxyBTGkil0/jBRyh+Wz3HbGyI+bnkimLLBXWDMKt6/XU7wEQkpuU3HtkFYg6QGvAqLEP6ABasafm8oDC8Z2LlxTp4nFwwpYyQgzVpsmB/1jL9JQ481HJPPl3tjvg40LBfgVR/9G2QigCxCq8NAgvwHqEMqgmlL77CI7f5lA7x3+IXX3nFGWANVp6l6zL/xtse8lKJubvv6z8hr0HGUCgEyv1Hn7QZ16QckXb15WilaQA1EnMWmWmnPlb67nshJko1qYvT51561VM0629q6etvkaJTLJ88xEhEkCgpE6BphFuALGFS48Ehh5l/jteA8RHptm6tkYh3321dkUPcPSnEhAe40JJS7Dz76twsFi3ao6eYv87DxqsGYsXAkWHnnAjXYWc+gTfHT9D1cj/kwpHKMKtt9hUcwcpL/yOBpsQ9Eq7JrfhytPLFoPHjwiaOPN5iu+6peALwDYoBD0Dut4u/RaJyS7EugpKHwXB5COS4VRuY/wkDZOHAVOOBwm7DcxTseMPNXumpJ56WVyYY7uIrREst/fJLVbESMyL5kNy/X9UKRcGpKOtGjYmFlweDiAauzXWmLq+lAcNewzNC8RF3IV7iGgsjus3OVhw/XhZidKc+bYFXmK7hsJKzEVCw+hAELEomJbRqLN40JBtioJGIiBjOu3DnSF91rbWuuIYXm8QaRZmt3M1KP/0khhPQFuQgR/t2x7lPaN4ktAuWxTP3MWTdPkGfUIuBboM8JfaHTgx0gvCnITT091BP8OGxKl3l0KNkFQadQ8eNfEcCGAp0ZxqwaXiF1auCwX8M+W8YYhgrwInkIOFlwrKLrLmuJ1iI/VQaaSOwZIlzBjVSOlC+9Q02MLHHIEi7ft+Z/Z175TXB3wi7oMYajay3sZUDEpyhnEMyyT46uN2hkGBQSNFtd9Y9gsr4Gx41TFZieJDCoKynr7zGUpf+x2SM7d/fMtff5JE+pk6z8HKrWuKQI9RF8vhTRFhw3AaEPzIAo6dRgw0KygP8JTljZtnb79KcwaMBsoNdrGs4/xKP3HDCAMs9PcwzOl0yv+8EEFPCy69WhZx9P7Vt4hntupc88fAiy8ogiO++j8h0CH0Y1umLLhW7scA6TKVE8IB162Lq5KyCfighva1nxXqZ86R2tC63uuYdUCgMcIxZ4mRiauNsnDVQ40f6hYyNbE5MZZ4TjecBVO2HWzm/ZJQPcscJaPnbvOqf4zD4QKHUikWLdO9ZE9Mm7sfadEad9qsoOdIRkBsYEeYvKgAK1xISuoTcI7ZOzrIbD+9ks/7/HFFwKB7l07z2hgdboeSoDi4IoKwcM3IkotvuIshH8R0sveMHeFnqCK1R74p2n77+Zml/wYZUCeCBtLTIMkHABlHo4wcdYalK8JhYAYIEyjaLEhILEyN51PFSus7aUL+RiALQ5NyQf6ZJeNTxMyU81A83ixGvsAp7qnMPAuE+RMjZaQ9Zuyh1LFOxKnvjtbRBNWDbrSuv6Vkvjw72FnblZOlrb9AExtONH3SYLERVIOB3rLjpMyQgUDAoC8giCCtywfBYUuddKEsW+AIlX9MqcA24OMwmjVGxKIZkyzwLizUGXEoQuPjeBzWH+v8A0kiecobnYQdQzf37+rdJNWGBBhk17IeRBI24HPaEGopUwejjPU9B3tSSKwpC8fdbv529l1y6RYLjYPU7s6Avv0pWe1A8VsH3tdeX0AemYbw9iHwti/TYSHmd/i5R9ghWKtkENVAHYDz//GQ/lBGeD2y12W25YcMVq64nGLl+MYiAeLNPPNmeoZgvWPLoEy1G6g1wU11aDkYnAg/qPbmk/nlNHDe6WW8LLbKMhCifpBDg0bJWMaIceQWDFyXk8iBBGUAbci+/qssEKuU8Ygm6C/d9QpRgLcb36VdzDXg9ofmXkOERIv9v/iV0DcDwEChQtLlvHkQAABl3SURBVAjoRgYuTEOec+GLDnIpszkVdSDfTbGvhZf2zjPXgkYuKuQYwimSbeQOQiA6oL/WfPHbbz0+wOivZcDmXnhJz0BpC8WioFopuKVW1tynuEJ4iRU1p0AumDsoH+JUhESA4UPzLFyVl/HDj5UR4nINkcUYsK6RQyr2pM95wFAgxubiwZDLMOpIIKfF9j1I4+b68H/qHpGvxAWffMaQ64kD+gs+Rc4iJzAI44ceJQg5edrZIsYR29Y9+zubje05ouAgm6D9IQIwsakKIqrz+ZdY+vyLvaDiKWcoUZAUAWHr194oaBKqKgmWaHeH24NZYzGJFEKJq6eGVWMZQfcKFFb1oAgGb7q1qMHsC7MSaIK8IuWonXqmsvxlEVK+Zto0WR1KruwytxYcAV/c/M42ArgI/yoZAYVBOZ8ff1SQHHiE+BYWCpMFGJJFjpAuUoWi0oBnRD0fNFhB8WzFWqK6B7RjMemIe5x8uqfg/OVvCDT/8KMljz7eYjvsLshCE+vKa2QxMuFoQDuMieIw7vhMRgFocO7y5MlGNRmYfFDAEUJYbjSqPZD83MgLYR8EDyyyyAa9BDfpwJn8B7EFmKYKf9TtT36k0h4qpddkTS+yjEdRr3jcJJxTucTBMHVd6E/SVCDwJM/1cimD9vF/h4WPoApSvFjYxFMxGIj1UAWDXDZgSyEMlB7ytdJ3P4jFy3wPalIQXXuo4oX/d/puXWOd6trw//Zrt1lHYkJ+1j7P1PWlnM2uPYKNgHJZJB+YqlJy7qDKJ8oJwYln4a9Eg7FL7ptSYLbbRfAZ6AWFGxCiEHDcc1OsC3YqBcmZrz/8qDVBrhzrixg8DDx//zWXQbUcUlgGt8WvNefPGqh7h4KPl0UsGqa05NGjj3tQYiVBWdBhhQEN8oFXwhyVofFS4/QXDPpo713kwbEvOaOgAMQRuZ/sk8/Ig6mW3mJcKA4x/xJKkgbZwqDBiEcmYgyBXmDUoiDIMZXipJDDKmt5Obwnnab7gUyT/s91lntphKBO1nh4pa5VTyh9651SVsxXZBNVeTB6XUM2oTCdl8f3IB1cG7FbGhWOVOygz35CechnI07tbxgYFDXgmZLzy5wATSKhHrkKbEwsFDmHPCMdgn1IHyMGmMQQHzxUMDaxPWSCDA9ePVaBsGscCf/JA7bnjIJ7/0PDKqqHJvJvvGnJY04SPZSkQ5U6uvNeyz44yAgW47VRbYTcCISJHtCw4dV8NgKsDDh5LGh9BDYDWNOIX+zUp4b6nHviSeW0IYQIjKNMICgwAQW7LbWS6MeUDlLc6v0PlR+VOut89YNVh0cB1bUzDYhUCs5dmw97RrEQi4nusLsULNeKMYA1R4IlE9I1GHfhRZdTnh8QTOHNt43KJJF1NvKszJM9Jh2wBFUighoKm4lDDABP0TXukwoUCBvy/rC0qT7gGmkcJCcrIfPk0wWPipmKQNhlL7ebFiBxU0rrNGqUo8JTwiruTGMBAK+Ups1ot7viBRtsKlgKaw+yEouFGCVQNAuTRqC6dZW127FoazrMZi3Sc8uauVLze90fUnDEewJKnOE1Mrf8kB1MPdjCJPSqxJCvP8YLeKkGXvf9DrQJg0ykAt/3wE/Arx02R5Zwnw12BoKTgmsAHZOnBbyduuTKwB5yI16T98RcCWpY4RACKDflb1jkQJR4Zo28R7d/qaXFwit3s8z9D7uvVMoPwQqCg8ADhi/WxaiqO/s3gABvvFVeEnF+PGiKJfCcGjXiTlqvW2yrPEYKGfDMQHnwJJFhDRvpOX37yTPEoA6aN/5jkS/h1f6l2DHyQDHQfv0NFjlGIvFN1zDqIFcBvYqRPvIdoTbE00kvguFJVSWMX2L5IrT16OkpB2B+Yn0rrWkgMpRGRHFisLqGZ4fSYc67Bmrgn5MomNauPcRiju2xr8en8LHBCUvBVAZm9SshjN7iuHE6H4YzMVEV1aBcGR4bNSld7dNiUeMGtMzapqQia4c8UoiJ6At/3+5aG33OEQVH+SHweeI79U03DSwGDV814U4XZEacTfUnK4sNGAjLC8yYSVgDyWSzSmJk0vBwcyQXV6A9mDtAHFUPjmRdSsQ88phoxjw0YBUqczCwxDJI6G4U02CRc51MBAeT1N9T/d/KU9py+7aviYlNnGz5kaOUF0byM/CGoAuqJ1DdYJFl5Vli+buWf2WERbtvpDwiLLjU6ed46Q8I84WWqkKLYkod3piKTBUQ8Hc/9R4qMvcDQ42FBGmDpG0awW1IMipbVEmwVZWHZVYRvEtgHqsTzxq4CY8ittd+DScaMRyUcqdp4aQWrLV+NfbnxoNPGFh410C6ISCffy6m+AEGCDmBQg3YEet5m52UCNvRAkA5z4yx6c5PfVBSAZx34b7nUyxKqpfU5cERJ2z509zyTvxwI7UlQ/MsarkG7wNUDG7Xvv5TaBuDjIojGH+Qldo11Xd8VIKcZ9xRQ7gwho1y8fDUoxtv4cGkPiONPhFukMkgLwQ1EsEhoSBw27WKEUqC8kwbEGOPnjWKhFqXMgrnW0wUeIxj5mxHDUOPmCJkLshJ+Zdf89jXlRJ6jY7Fe8LLifXZT/mzoEGUKBTJBGOvb8dv2SAtiusPSq+pP6dIPxBBgGwXXda7x8on64e5lH9rlOBblFHrEivIQ66ySgtFK37/o8Y8vue+quGK9wNTlLJoKCOQI8d2xjh0hTGoKpO5/hYr4s1XqrawfgTtVi4Uzy3avWcNykR6AYoeAxOFmhp4iWQzfSC/yYlLHnGsvGPmSu7xIV4RDWpP8u/xIZa58RavCHrdHKsZH35jvpeKQoVEqHGIU82OHf8xRxRc/IBDVecuCL8mNwlB5IrYAg1gnQA5YAnCKgR/x3LC8kBLI1jyEApUQYW3GeQkwCBFYH0Ad5QmeVYYteWUhFixOvGY0P7JAWd49R2pK7jZNqoOAnwCU9Dh0BoalBFVyalmQKUBYmbvQ1Zpg0k6GkI8DIRzjbfCw8lkFSjGkuK6+acCz5WC0Vj5LV3mqmFfAmUAE2CtMKEZK5IiEbIiYVQ8MqBDIIuGrZLThLdIIzmbZ4OgAM7Nv/6Gl+dXKUrA+CNAsZ6ZSBRjJQjOYlHiKaSdt0ZZ+pbbFd8Qa/ac2nwgYASEvgq9Upz75VdFfGl4jb4fEEQo3XbeOTl3FTiVZwOZRBU4Jk/Rq1aI31CYmUaxWSx0iA6uAojvFLL8sYLxfusD+P79/Nupiy+Tl6iCAP4fUHDjvvXy4CpQmvsZD4MCCAgslwPHb4wpdOvUFW0WsjsGCAoiCcKxvoEyJI49WTBU/W/8jXcBBC/CwEw8OMIAeFHEd4IangPGC4WPyZnyK2hiOhzL2lKMpJJy4/pJX3aVl0Yw1Zfw634kbeLgI8Sg9H3VcBMjtt64hH0JOxEvGITC1c8M6oTCv0Dpob/MK+Yx+7D2qC9KrHqmjdzYMWNFklLBduRCS4tFNt5SXhScg0YND498tc40sRQXW06wI8+eKiJ4NKxB5jtGOkY50CxzELlXX0WFNUFMHsNVsfnNt9V+FEpG3gH9uaZcwF69reWfi8lwpagFdX1FroMseMsdUrKQ71zDmCZh3DVQIZUMnHcxQbYiHj00SGgRY8Q5WKOFEVQ8ul3PXHVTt9tVxiDlDQmhKBwF4570LP4RQsE5oYbm6DGK3QmGrptn7jo6+znbCo6JRp0+HkR9A1uFXUX+Dw8HAgQwA5YCHg3JgECQYM8Mmr7bra8erDyYcy8Q9s1D4kEiCHj9SRX/LxQUmASbplK7v6Uuu0rxNHJXwPpT/z7Hq8mnWni9BXWpsjvYLsydN0cqzhM/5ChNFnJK9Logf6cB27wNgeBv0IJjTPDU/F6a6wLPhMTvanpBqaQE68iGm1e90+TJp0mhQ5UmYZ0m2LXbuoIYXF9Bn4ozXH29fmLcHKs1cdwplq6wOd1xsNmARgtft4dkc489oeeSf+8DVQwXXHz2+TUJv/TDGyIoNcUzZGL/mkZiOdBofcOrV6zhqPbJxyhD5hTCkIbgAkqleHNQLI/yQS1//kcbC6z+ZAF/K6i+RvdqyS//LsRmQAeqz8/3I0aUgvMPtSWji2ix4+7KP/Ltqk3WCXlkFP4OatTYrCZg1ykx0ggwQjqC3Vyf1Wu+N5hFSqyJ9BwIV/VQKWsQ2JvnVICFWWdN4/Vg+DRqrEHysrDIZ9aIwyjFwrejPMgNekmZQ57wQ2m+3aSUMZhmdPmbVxmmcp3Ml/jufVUFv2b/X/EHSp4i4SAdettDwLEY3jA0UV4za7Cbma+OxOHfH9Yt8wvUyhkaeEAqW+XfEWO6ogSoNSmk7J4HZFyRypP6d1u5NA5TcY7uPT1yyryLGsnbrmH4U2cWAohrGNoobH9VJ2QxRgYGm2Df3fp6CsodVCFHoWT5R4qJCivzdgHgyk8+kwMjWTLwYiV/YzgRRsG4IpwV9DoqX/ed3pwtBQflE8YSycn1sBCwTnzvA2V14RZXJyQklLHfWHboM8KacXcJnBL4x1pP7HeQXFwEElXSUYoQIlCCsP8Q1q5BLYadFFR1G0LJjC5zqZK12x8hT54I+RXq/+HH5D0yKbCAIYtQPy9IWbk+/J88LPLGsHLqWWWw5pTU3WVuFT32H+e2qRzgKPfExTAECLqrFQryPPHymHBKFoU0c95FHm23USmsZNKKX4wWLIDVR74gtRWBdXllCPRgAu3ACTQw7fDKa8oLBsJq14grHNC/pqAvihsBhBfprxpCSSQMCuDd/KvBBYDr+y9FIhZepZtirPW/YQ3r/iuxx/rfOb/g0wqtmwXSuvYGXvzi2wk1u/NsZ3Tpoude80MHfyROPM2Dm+pyojiEUkpS5re1r2SihGpyFetSRzJ33CtlVK39V4EcZYzNtaAMrKDLoewX5wKq9SfaUrGeoL3zYoOO9X9H/BWDQUxZ/w++7cLbI1WMHFIE65QGu5ciBHh4EDN4T1l9Sxw/QAzpesXn9tM8W3IlFTkXSam+VB1GCq9dmTJV6AUx7frzQPziTQotf5tPBCNyP9s1qsLsvKeguHolA9krvOwqotEz19u9QgnSGfVQJ070WOA+hjPnURyLslW8naNHT8s9/FjV+xE7GgM8ElVaAPAgMgWiCESZmjcuwKSOxdQfMiCogVShTImZqjCBMyh88s9/HClA9XmteNp4vvXcCNAZYvjAjPLAYL1WGiQX4m4oJdcI2Sg9wOdNoZDI+cOjhrOA4+LCRsSlW1foahjr8BMgs8BuR24QFsk9Nlg6Qy+A3qefV5P4vgf1JgKlAv3KZG53nUGfv1rBMWhYd3r3z74HeVi5w1Jh8vESzNffknsMAwfyANivXNC6K0BBEBQlrkIJLkF54yeoLln8oMPlvbGwgO5UNqlXbzHVyHfDcobSjHDwLyogHdg7MOpQmIJNcYUp6JpIyvsDrsBSjay/mSp6wDgS9LlhL71+hCrkuM0NGwmbU6aqfyYK264px+ypYYJ6KClFKSPuIahxrVy7vLmNennQBouq8kYAvCq8XMpZYaURHyDvqqPXvtBn+oZbBQHHDzlCzCReqYKHTBFYjITcsy/I4lf1/E221EIC9mzkBaBIWNw0vXqIqud7HSAvRW9QoG7lzbfLelQiNfBz5RUsQfft/w4WFXAez9TfIHEQJ1RZJl4vEtBg1Kmkma+smkdtnssL2ENjPmGA5pFqga63SU1gPaDLmq9QUEp8r6PEs5PgpUWXFfmg5iD+gP69z0FeXNr3ih6gG7wPyDEYWCL0HHeyZwVTQ7POO3P96rnzxoLlV5ewQ6Gh7EhNgG7PGHa2YYwB2VcZv/4D83mL77WfhRdYQsgIhisxJ+BxXgOFF9aoIZiILbu4brv9YGAecawMFogokMYg1iTPOFeeq9CcwUO968rnvRq1Z5/X7jqpdQqcjXCGOSv4ve5kCHBywVQ0m7gx44qMotxV/6Ms9Pf5hdKwT+rsC6QEMOKQF9RGFXxGLqBPoLtTMNYYiSKE7Hew4nwYILAsFdcnRSqV0ryDpEWYAOGfOu0seeGcH4O8MHKUZBJcAynAunMBI2OsEZ/jTRgk0kNKESEjVPuKoNKUaV5S++a9PdKG76W7yFiMEjxwZKCTlShiFBeVXiBn4WkpzgUL9Y23BInDonQsxuyQoYLDMQAEUTMgKrA+XPsyN1lrEAfJawWGxDuF3IP8JtyiYuj9+ksWkZIEM7rw2ht6zVXqzHO1NjCiCCXgJeJREvrgfO5f0DNxzybos3MKjjyrRELKgRvAC8K65iK4Sdx/PDYCluSpSDPv3U+16SS4nPXBfrx1m5gUUOOE7yxz8x3Kf8s//4KCkASQPUx518orec73qMQvjfDeQfbEU2LgwNgCVlTchjeIYxWhXF8a4b0MkMVCrUms5ExG14pSpmQP5AdehIngV3HRPfYx3lUHNKO3HFxzvXdvASNGn8WPP1OMgPwtoBN5b7zJdsL3qtDN+8MQ/NSVJK5Y00gfmDjJe1nsV6PlSQHvILQ8NlFCXh2VT4hr6I3U6bRHsqEWHO9b803gat+wj7C0HxokFh+U7NA/FpQQRKBEN93Kq5ICwwlr9KuvxfjC0kRYBjJGUyktWiDHKuxH2aCx4yRcVApoiRUlZAnm42WzoJwlV722RhuJhBQ4wq0GkkhnqgJCsZg6S9p1p1forLVeTToCMQJYZXg8KE4UCmWQ8NLd4nbHd/hJCTEMqj2DSQVAtvTdSLlA5AC+4b2E7rwIWrH5eF0L73VbZS0P8tp06+Dx919gsWipihcKUQQSEEn5otM3GB//4W5bAnq51arIgftenzzbz79QXAaDT4QECE7LeikqgSxm1wHpK6eeqXwsMZbrBDa7Me+BOYFvKUXH2xUwYPCIeGsDHrh3HSXFYYBsIYfVe2qlcd+o+jxGmXI6HXvZXQvze+w4i266jWqmKocOGYGBlkxK0fJseN+c8tOI7S2+vPItNc+dvPL1599kDHkXJN6VvDkS8d8a6VVXyVZY3sWSFBlhCI3jXAvoflGMeqEohZR5ye2nn1t20ONKH9B79riXytiVvp0gij3kHIwSlGXmuhulgAhVAMuXeDN2PC4SDIqFvN/sw48qfqi3NfC2BMoZPjtc8pV4O3JSDZnxy0TVuwQCRwYRX0Q+8wxxIjBqCiNeVx/FTz8T87rw7nteLBZko1iSN4oRxvHEEnnbC8xHzkvsmT5VZ5f50f9IleMiNAX8WRwzRvejUBYEG0h4vFFhmVVUMEE5vPTJezo/+dyT5/6HMZPtzik4XHcqUfPKB7QqSdzgqXpjK3Ucox4UNnGSFyDlrdW4mUwUrCesIZWTSqoPcr+4+eJPP5lBD614gAgAfqNmIAQHEm31zrV7H5RlWPr5Z8NakTfmzh2Lewo2l1PfusZIVIOOsBOkGSAAeIh4GShq3syL4mBCzazRJ2W/OJ77lkXDK+IpNwS1dcxYz/rgrdv1FjlBVCDE8RO8f2PGitGGBadAK7UwMQB4HfzUSv+co5Lpz72R08M53ZhVr5eqMLyO6O1RSgNgETIpsBBFt53wvbcYgDiojznhey204lej2yyyamfeBs8ZzJ5JKuuu/vcZHvMVIYQFi/HQruJ93TH+PzGa8IRY5JR8cw1PmxiEgvmNoFiE2OgxEnBUealvgkKeGiYrkRjjzBiG9cfzN3k+jSjxPHsgr6pQDugAGEwC2ucBMh89L3q4KPN+7zigi5qvECwgDzxb1XD1UbRrduzgDxLUJcR8RIKg3RFukL1U5PrV1z3hHbSj7zsZmKPe8+jtAWuOXYl7YzDBpKNcH4xmigiQoMyaknAnLs5c/4EKPGNqYHD6wIhiHWgdjfumnQLUPpmMQgMqDUaKkK+xRlkbhD6Un/bQo7pPygiiNGQ0Byho1wXKBUOa2LrW2JAnvTw60d0TntyjnCUV9Z99XsKdNANII9knhykGhTELYsJ9sOZ5LlJaKA3/udnmdU0ona++NuYAsVJgcB3/i5f6466NeSmCzEefal2RwC2iDC83pe4j5+T1ZRXDX/R8SCwgczgpY8fpn+BbavQik3i1EePM2MTjIrzo+VD5iXe2YXCzfnFgKBnYEvL0wTfjFSohVQO4Vq9Hg1n5/ItCbMSEhfz2yacWWngpMV7JUwU2peAFyesYuLnHhqiouIxnd6Od/OycgutkZ7/pbg0WzBw7Z0X51EyuOdZ5s6PZHQEWJcFnFu//QsN4UOC9rmzR/8K9/R7uAeMJo2tWhOLv4fr/SNcAzAzSAVmK0BQJ5XiAfr7FrI7Hf4+Cm9U7bB73vzEChYKsbaA9cq7+2xtvPCa9xL165L/9fn5v10+BBAhsxNWqkNzv7SKb11MdAUgsKpfWgERT3fFXbjQV3K8csObu/08jgIK76TYxPlXN4P/pMubUaRG85FpWY5tzquNmPxoBvTtxk63EDobSrsIRvzUK1Bz7WRuBcknVqoj1QuyCZFJNZp+1HqtHNRVcdSiaG7/rEYBtyhvhx7TP1ftdX3eDiyOmCdu3ykhrsF/z61kfAQgU5I4lTjzV4vv3t9S5F3ksT3+Ma9a7bx45B0cAyB5iVvb2u714/j33izWueCFe3SwaJ00FNwcfUrOr5gg0R+D3NwIiaY37VqSeMnUoXVrT7+9S/3hXxLOAhOVjropEJPbnT166Fr/P4jNrKrg/3pRq3nFzBJoj0ByBP8QINBXcH+IxN2+yOQLNEWiOwB9vBP4PzgzMCLBnPgsAAAAASUVORK5CYII=" alt=""></p>
<p>Dòng chữ này được tạo bởi hiệu ứng?</p> Extrude Distort Envelope Blend]]></description>
      <pubDate>Fri, 16 January 2026 03:53:04 GMT</pubDate>
      <guid>8572158681012602082</guid>
    </item>
    <item>
      <title>Câu hỏi 602084 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158681012602084</link>
      <description><![CDATA[<p><img 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" alt=""></p> C + B C + R C + L C+ T]]></description>
      <pubDate>Fri, 16 January 2026 03:53:04 GMT</pubDate>
      <guid>8572158681012602084</guid>
    </item>
    <item>
      <title>Câu hỏi 602085 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158681012602085</link>
      <description><![CDATA[<p>Để biến hình tròn thành cung tròn bằng công cụ shape tool ta cần?</p> Khi điều khiển con trỏ chuột kéo ra phía ngoài hình tròn Khi điều khiển con trỏ chuột kéo vào phía trong hình tròn]]></description>
      <pubDate>Fri, 16 January 2026 03:53:04 GMT</pubDate>
      <guid>8572158681012602085</guid>
    </item>
    <item>
      <title>Câu hỏi 602086 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158681042602086</link>
      <description><![CDATA[<p><img src="/file/1226439/22235251-34300056.png" alt="" width="181px" height="82px"><img src="/file/1226439/22235251-40265050.png" alt="" width="182px" height="69px"></p><p>Hình ảnh này là chức năng nào khi sử dụng công cụ hiệu chỉnh Shape tool?</p> Make node symmetrical Convert line to curve Extend curve to close Make node smooth]]></description>
      <pubDate>Fri, 16 January 2026 03:53:01 GMT</pubDate>
      <guid>8572158681042602086</guid>
    </item>
    <item>
      <title>Câu hỏi 602087 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158681042602087</link>
      <description><![CDATA[<p>Công cụ nào dùng để cắt ảnh?</p> Shape Tool Zoom Tool Knife Tool Pick Tool]]></description>
      <pubDate>Fri, 16 January 2026 03:53:01 GMT</pubDate>
      <guid>8572158681042602087</guid>
    </item>
    <item>
      <title>Câu hỏi 602088 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158681042602088</link>
      <description><![CDATA[<p><img src="/file/1226439/22234939-2.png" alt="" width="243" height="216"></p>
<p>Hình ảnh này thuộc nhóm bộ lọc nào?</p>
<p>&nbsp;</p> Filter\Gallery\Brush Strokes Filter\Gallery\Stylize Filter\Gallery\Artistic Filter\Gallery\Distort]]></description>
      <pubDate>Fri, 16 January 2026 03:53:01 GMT</pubDate>
      <guid>8572158681042602088</guid>
    </item>
    <item>
      <title>Câu hỏi 602089 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158681042602089</link>
      <description><![CDATA[<p>Bộ lọc High pass có tác dụng?</p> Tách hình ra khỏi nền Đám mây Sắc nét cho ảnh Đổ bóng ống kính cho ảnh]]></description>
      <pubDate>Fri, 16 January 2026 03:53:01 GMT</pubDate>
      <guid>8572158681042602089</guid>
    </item>
    <item>
      <title>Câu hỏi 602090 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158681072602090</link>
      <description><![CDATA[<p>Phím tắt CTRL+ T dùng để?</p> Format text Text Properties Insert character]]></description>
      <pubDate>Fri, 16 January 2026 03:52:58 GMT</pubDate>
      <guid>8572158681072602090</guid>
    </item>
    <item>
      <title>Câu hỏi 602091 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158681072602091</link>
      <description><![CDATA[<p>Lệnh Ungroup có phím tắt là CTRL+U, lệnh Ungroup All có phím tắt là?</p> ALL + A CTRL + U + A Không có phím tắt]]></description>
      <pubDate>Fri, 16 January 2026 03:52:58 GMT</pubDate>
      <guid>8572158681072602091</guid>
    </item>
    <item>
      <title>Câu hỏi 602092 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158681072602092</link>
      <description><![CDATA[<p>Paragraph text thường dùng tạo?</p> Đoạn văn bản có nhiều ký tự Đoạn văn bản có ít ký tự]]></description>
      <pubDate>Fri, 16 January 2026 03:52:58 GMT</pubDate>
      <guid>8572158681072602092</guid>
    </item>
    <item>
      <title>Câu hỏi 602093 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158681072602093</link>
      <description><![CDATA[<p>Lệnh Weld có phím tắt ngầm định là:</p> CTRL + D CTRL + W CTRL + L Không có phím tắt]]></description>
      <pubDate>Fri, 16 January 2026 03:52:58 GMT</pubDate>
      <guid>8572158681072602093</guid>
    </item>
    <item>
      <title>Câu hỏi 602094 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158681092602094</link>
      <description><![CDATA[<p>Để mở rộng khung viền cho vùng chọn, sử dụng lệnh?</p> Select\Modify\Contract Select\Modify\<br>Smooth Select\Modify\<br>Border Select\Modify\<br>Expand]]></description>
      <pubDate>Fri, 16 January 2026 03:52:56 GMT</pubDate>
      <guid>8572158681092602094</guid>
    </item>
    <item>
      <title>Câu hỏi 602095 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158681092602095</link>
      <description><![CDATA[<p>Để copy một layer, lệnh nào sau đây không đúng?</p> Giữ Ctrl và kéo đến vị trí mới Kéo một lớp cần copy vào biểu tượng Create a new layer trên bảng layer Đứng ở layer cần copy và nhấn Ctrl+J Đang chọn công cụ Move giữ Alt và kéo đến vị trí mới]]></description>
      <pubDate>Fri, 16 January 2026 03:52:56 GMT</pubDate>
      <guid>8572158681092602095</guid>
    </item>
    <item>
      <title>Câu hỏi 602096 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158681092602096</link>
      <description><![CDATA[<p>Phím tắt để tạo một lớp mới là?</p> CTRL+ Alt+LN CTRL+N Alt+Shift+N CTRL+Shift+N]]></description>
      <pubDate>Fri, 16 January 2026 03:52:56 GMT</pubDate>
      <guid>8572158681092602096</guid>
    </item>
    <item>
      <title>Câu hỏi 602097 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158681092602097</link>
      <description><![CDATA[<p>Phát biểu nào sau đây là đúng khi dùng lệnh Layer/Merge Down (Ctrl+E)?</p> Gộp Layer hiện hành với Layer phía dưới Gộp những Layer hiển thị con mắt Tất cả các phương án đều sai Gộp tất cả thành 1 Layer]]></description>
      <pubDate>Fri, 16 January 2026 03:52:56 GMT</pubDate>
      <guid>8572158681092602097</guid>
    </item>
    <item>
      <title>Câu hỏi 602098 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158681092602098</link>
      <description><![CDATA[<p>Trong bảng Layer "Opacity" là?</p> Chế độ hoà trộn của lớp Căn chỉnh lượng màu trong lớp Độ mờ của lớp Độ trong suốt của lớp]]></description>
      <pubDate>Fri, 16 January 2026 03:52:56 GMT</pubDate>
      <guid>8572158681092602098</guid>
    </item>
    <item>
      <title>Câu hỏi 602099 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158681092602099</link>
      <description><![CDATA[<p>Lệnh Brightness\ Contract có tác dụng?</p> Hiệu chỉnh đồng bộ các mức sáng, tối, trung bình Cho phép điều chỉnh độ cân bằng màu, độ tương phản và độ bão hòa màu cho hình ảnh Hiệu chỉnh độ sáng tối và cường độ tương phản trong hình ảnh]]></description>
      <pubDate>Fri, 16 January 2026 03:52:56 GMT</pubDate>
      <guid>8572158681092602099</guid>
    </item>
    <item>
      <title>Câu hỏi 602100 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158681112602100</link>
      <description><![CDATA[<p>Trong bộ lọc Liquify công cụ Pucker có tác dụng?</p> Xoay điểm ảnh Xáo trộn điểm ảnh Dịch chuyển điểm ảnh ra xa khỏi tâm vùng vẽ Dịch chuyển điểm ảnh hướng tâm vùng vẽ]]></description>
      <pubDate>Fri, 16 January 2026 03:52:54 GMT</pubDate>
      <guid>8572158681112602100</guid>
    </item>
    <item>
      <title>Câu hỏi 602101 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158681112602101</link>
      <description><![CDATA[<p>Trong bộ lọc Liquify công cụ Twirl CCW dùng để?</p> Xoay điểm ảnh ngược chiều kim đồng hồ Xoay điểm ảnh cùng chiều kim đồng hồ Dịch chuyển điểm ảnh hướng tâm vùng vẽ Trong bộ lọc Liquify công cụ Twirl CCW dùng để?]]></description>
      <pubDate>Fri, 16 January 2026 03:52:54 GMT</pubDate>
      <guid>8572158681112602101</guid>
    </item>
    <item>
      <title>Câu hỏi 602102 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158681112602102</link>
      <description><![CDATA[<p>Bộ lọc Gaussisan Blur có tác dụng?</p> Chỉnh độ tương phản ảnh Làm sắc nét các bức ảnh Làm mờ ảnh Điều chỉnh độ tương phản giữa các màu của bức ảnh]]></description>
      <pubDate>Fri, 16 January 2026 03:52:54 GMT</pubDate>
      <guid>8572158681112602102</guid>
    </item>
    <item>
      <title>Câu hỏi 602103 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158681142602103</link>
      <description><![CDATA[<p>Độ phân giải của ảnh là?</p> Số lượng màu đỏ/inch Số lượng pixel/inch Số lượng màu/inch Số lượng pixel/cm]]></description>
      <pubDate>Fri, 16 January 2026 03:52:51 GMT</pubDate>
      <guid>8572158681142602103</guid>
    </item>
    <item>
      <title>Câu hỏi 602104 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158681142602104</link>
      <description><![CDATA[<p>Thao tác nhấn phím G là?</p> Lựa chọn công cụ cọ vẽ Tô màu vùng chọn Lựa chọn công cụ tô màu chuyển sắc hoặc đơn sắc Sử dụng công cụ dịch chuyển ảnh]]></description>
      <pubDate>Fri, 16 January 2026 03:52:51 GMT</pubDate>
      <guid>8572158681142602104</guid>
    </item>
    <item>
      <title>Câu hỏi 602105 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158681142602105</link>
      <description><![CDATA[<p>Bộ công cụ Lasso gồm nhứng công cụ nào?</p> Magnetic Cả 3 đáp án đều đúng Polygon Lasso]]></description>
      <pubDate>Fri, 16 January 2026 03:52:51 GMT</pubDate>
      <guid>8572158681142602105</guid>
    </item>
    <item>
      <title>Câu hỏi 602106 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158681142602106</link>
      <description><![CDATA[<p>Để xuất ảnh trong Photoshop thành các định dạng file khác nhau ta chọn lệnh?</p> Fie \ Export File\ Save Fie \ Place File\Import]]></description>
      <pubDate>Fri, 16 January 2026 03:52:51 GMT</pubDate>
      <guid>8572158681142602106</guid>
    </item>
    <item>
      <title>Câu hỏi 602107 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158681142602107</link>
      <description><![CDATA[<p>Để bật/tắt thanh công cụ tools box ta chọn lệnh nào?</p> Window \ Navigator\<br>tool box Window\ tool box Window\ Navigator Window\ tools]]></description>
      <pubDate>Fri, 16 January 2026 03:52:51 GMT</pubDate>
      <guid>8572158681142602107</guid>
    </item>
    <item>
      <title>Câu hỏi 602108 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158681142602108</link>
      <description><![CDATA[<p>Định dạng file chuẩn của Photoshop là?</p> JPG PSD GIF Tất cả các phương án đều đúng]]></description>
      <pubDate>Fri, 16 January 2026 03:52:51 GMT</pubDate>
      <guid>8572158681142602108</guid>
    </item>
    <item>
      <title>Câu hỏi 602109 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158681142602109</link>
      <description><![CDATA[<p>Theo ngầm định Palete Layers nằm cùng nhóm với palete?</p> Style Color History]]></description>
      <pubDate>Fri, 16 January 2026 03:52:51 GMT</pubDate>
      <guid>8572158681142602109</guid>
    </item>
    <item>
      <title>Câu hỏi 602110 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158681142602110</link>
      <description><![CDATA[<p>Custom Shape là công cụ?</p> Thay đổi độ bão hòa màu của 1 vùng ảnh Công cụ tạo ghi chú Lấy mẫu mầu trong các ảnh Tạo các hình đơn giản có sẵn trong thư viện hình Photoshop]]></description>
      <pubDate>Fri, 16 January 2026 03:52:51 GMT</pubDate>
      <guid>8572158681142602110</guid>
    </item>
    <item>
      <title>Câu hỏi 603313 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689192603313</link>
      <description><![CDATA[<p>Len là hiệu ứng?</p> Tạo bóng đổ Mô phỏng đối     tượng 3 chiều Tạo hòa trộn Tạo thấu kính]]></description>
      <pubDate>Fri, 16 January 2026 03:39:26 GMT</pubDate>
      <guid>8572158689192603313</guid>
    </item>
    <item>
      <title>Câu hỏi 603314 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689192603314</link>
      <description><![CDATA[<p>Để sử dụng các chức năng trong mục Bitmaps của Corel, các đối tượng  phải là?</p> Bitmap Cả hai Vector]]></description>
      <pubDate>Fri, 16 January 2026 03:39:26 GMT</pubDate>
      <guid>8572158689192603314</guid>
    </item>
    <item>
      <title>Câu hỏi 603315 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689192603315</link>
      <description><![CDATA[<p>Drop Shadow là hiệu ứng?</p> Biến dạng Hòa trộn Đồng tâm Bóng đổ]]></description>
      <pubDate>Fri, 16 January 2026 03:39:26 GMT</pubDate>
      <guid>8572158689192603315</guid>
    </item>
    <item>
      <title>Câu hỏi 603316 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689192603316</link>
      <description><![CDATA[<p>Container phải được tạo từ đối tượng là?</p> Không biết Bitmap Vector Cả vector và bimap]]></description>
      <pubDate>Fri, 16 January 2026 03:39:26 GMT</pubDate>
      <guid>8572158689192603316</guid>
    </item>
    <item>
      <title>Câu hỏi 603317 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689192603317</link>
      <description><![CDATA[<p>Distortion là hiệu ứng?</p> Hòa trộn Biến dạng Mô phỏng đối tượng 3 chiều Đồng tâm]]></description>
      <pubDate>Fri, 16 January 2026 03:39:26 GMT</pubDate>
      <guid>8572158689192603317</guid>
    </item>
    <item>
      <title>Câu hỏi 603318 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689192603318</link>
      <description><![CDATA[<p>Envelope là hiệu ứng?</p> Bóng đổ Biến dạng Chỉnh hình dáng Đồng tâm]]></description>
      <pubDate>Fri, 16 January 2026 03:39:26 GMT</pubDate>
      <guid>8572158689192603318</guid>
    </item>
    <item>
      <title>Câu hỏi 603319 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689192603319</link>
      <description><![CDATA[<p>Hiệu ứng 3D Effect cho phép áp dụng với đối tượng là?</p> Cả vector và bimap Bitmap Vector Không biết]]></description>
      <pubDate>Fri, 16 January 2026 03:39:26 GMT</pubDate>
      <guid>8572158689192603319</guid>
    </item>
    <item>
      <title>Câu hỏi 603320 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689192603320</link>
      <description><![CDATA[<p>Contour là hiệu ứng?</p> Mô phỏng đối     tượng 3 chiều Bóng đổ Đồng tâm Hòa trộn]]></description>
      <pubDate>Fri, 16 January 2026 03:39:26 GMT</pubDate>
      <guid>8572158689192603320</guid>
    </item>
    <item>
      <title>Câu hỏi 603321 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689192603321</link>
      <description><![CDATA[<p>Blend là hiệu ứng?</p> Đồng tâm Biến dạng Hòa trộn Bóng đổ]]></description>
      <pubDate>Fri, 16 January 2026 03:39:26 GMT</pubDate>
      <guid>8572158689192603321</guid>
    </item>
    <item>
      <title>Câu hỏi 603323 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689192603323</link>
      <description><![CDATA[<p>Hộp thoại fountain fill cho phép ấn định thông số tranparency (trong suốt)?</p> Không Có]]></description>
      <pubDate>Fri, 16 January 2026 03:39:26 GMT</pubDate>
      <guid>8572158689192603323</guid>
    </item>
    <item>
      <title>Câu hỏi 603324 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689192603324</link>
      <description><![CDATA[<p>Để chuyển giữa văn bản đoạn và văn bản nghệ thuật sử dụng phím tắt nào</p> Alt+F8 Ctrl+F8 F8 Shift+F8]]></description>
      <pubDate>Fri, 16 January 2026 03:39:26 GMT</pubDate>
      <guid>8572158689192603324</guid>
    </item>
    <item>
      <title>Câu hỏi 603325 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689192603325</link>
      <description><![CDATA[<p>Các đối tượng đã vẽ sẽ nằm theo trật tự nào?</p> Tất cả các phương án đều đúng Đối tượng vẽ trước nằm dưới, đối tượng vẽ sau nằm trên Đối tượng trước nằm trên, đối tượng vẽ sau nằm dưới]]></description>
      <pubDate>Fri, 16 January 2026 03:39:26 GMT</pubDate>
      <guid>8572158689192603325</guid>
    </item>
    <item>
      <title>Câu hỏi 603326 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689192603326</link>
      <description><![CDATA[<p>Combine (Ctrl+L) dùng để?</p> Tách hai đối tượng Nhóm  hai đối tượng Lấy phần  hai giao đối tượng Kết hợp hai đối tượng]]></description>
      <pubDate>Fri, 16 January 2026 03:39:26 GMT</pubDate>
      <guid>8572158689192603326</guid>
    </item>
    <item>
      <title>Câu hỏi 603328 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689192603328</link>
      <description><![CDATA[<p>Đối tượng được vẽ bằng artistic media là đối tượng vẽ dạng?</p> Không có phương án nào đúng Bitmap Vector]]></description>
      <pubDate>Fri, 16 January 2026 03:39:26 GMT</pubDate>
      <guid>8572158689192603328</guid>
    </item>
    <item>
      <title>Câu hỏi 603329 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689222603329</link>
      <description><![CDATA[<p>Chức năng Convert line to curve khi sử dụng công cụ Shape tool cho phép? </p> Chỉnh đoạn thẳng thành đoạn cong Biến các nút được chọn thành nút tròn Xóa nút được chọn Chỉnh đoạn cong  thành đoạn  thẳng]]></description>
      <pubDate>Fri, 16 January 2026 03:39:23 GMT</pubDate>
      <guid>8572158689222603329</guid>
    </item>
    <item>
      <title>Câu hỏi 603330 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689222603330</link>
      <description><![CDATA[<p>Để tô màu viền cho đối đượng?</p> Click chuột phải Click chuột trái]]></description>
      <pubDate>Fri, 16 January 2026 03:39:23 GMT</pubDate>
      <guid>8572158689222603330</guid>
    </item>
    <item>
      <title>Câu hỏi 603331 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689222603331</link>
      <description><![CDATA[<p>Đang ở một thao tác bất kỳ muốn trở về công cụ Pick tool ấn phím gì?</p> Space bar P K không có phím tắt]]></description>
      <pubDate>Fri, 16 January 2026 03:39:23 GMT</pubDate>
      <guid>8572158689222603331</guid>
    </item>
    <item>
      <title>Câu hỏi 603332 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689222603332</link>
      <description><![CDATA[<p>Công cụ nào dùng để cắt đối tượng theo đoạn?</p> Crop Virtual Segment Delete Eraser Knife]]></description>
      <pubDate>Fri, 16 January 2026 03:39:23 GMT</pubDate>
      <guid>8572158689222603332</guid>
    </item>
    <item>
      <title>Câu hỏi 603333 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689222603333</link>
      <description><![CDATA[<p><img src="/file/1226439/22235250-48550360.png" alt="" width="241px" height="91px"></p><p>Hình ảnh này là chức năng nào khi sử dụng công cụ hiệu chỉnh Shape tool?</p> Convert line to curve Convert curve to  line Make node smooth Make node symmetrical]]></description>
      <pubDate>Fri, 16 January 2026 03:39:23 GMT</pubDate>
      <guid>8572158689222603333</guid>
    </item>
    <item>
      <title>Câu hỏi 603334 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689222603334</link>
      <description><![CDATA[<p>Cửa sổ Blending options. Hiệu ứng tạo đường viền?</p> Color Overlay Drop Shadow Satin Stroke]]></description>
      <pubDate>Fri, 16 January 2026 03:39:23 GMT</pubDate>
      <guid>8572158689222603334</guid>
    </item>
    <item>
      <title>Câu hỏi 603335 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689222603335</link>
      <description><![CDATA[<p>Bộ lọc Lens flare có tác dụng?</p> Xén hình Tách hình ra khỏi nền Đám mây Đổ bóng ống kính cho ảnh]]></description>
      <pubDate>Fri, 16 January 2026 03:39:23 GMT</pubDate>
      <guid>8572158689222603335</guid>
    </item>
    <item>
      <title>Câu hỏi 603336 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689222603336</link>
      <description><![CDATA[<p>Khi áp dụng Layer Style (các mẫu có sẵn) trên một lớp đang có vùng chọn trên đó thì?</p> Áp dụng hiệu ứng cho lớp hiện thời Áp dụng hiệu ứng cho tất cả các lớp Chỉ áp dụng hiệu ứng cho vùng đang chọn Áp dụng hiệu ứng cho các lớp đang liên kết với lớp đó]]></description>
      <pubDate>Fri, 16 January 2026 03:39:23 GMT</pubDate>
      <guid>8572158689222603336</guid>
    </item>
    <item>
      <title>Câu hỏi 603337 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689222603337</link>
      <description><![CDATA[<p><img src="/file/1226439/22234938-1.png" alt="" width="235" height="348"></p>
<p>Hình ảnh này thuộc nhóm bộ lọc nào?</p> Filter\Gallery\Brush Strokes Filter\Gallery\Artistic Filter\Gallery\Distort Filter\Gallery\Stylize]]></description>
      <pubDate>Fri, 16 January 2026 03:39:23 GMT</pubDate>
      <guid>8572158689222603337</guid>
    </item>
    <item>
      <title>Câu hỏi 603338 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689242603338</link>
      <description><![CDATA[<p>Ctrl + E được dùng để?</p> Căn giữa đối tượng chữ Tất cả các phương án đều đúng File\export]]></description>
      <pubDate>Fri, 16 January 2026 03:39:21 GMT</pubDate>
      <guid>8572158689242603338</guid>
    </item>
    <item>
      <title>Câu hỏi 603339 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689242603339</link>
      <description><![CDATA[<p><img src="/file/1226439/22235248-19214257.png" alt="" width="234px" height="114px"></p><p>Hình ảnh này là chức năng nào khi sử dụng công cụ hiệu chỉnh Shape tool?</p> Make node smooth Convert curve to  line Make node symmetrical Convert line to curve]]></description>
      <pubDate>Fri, 16 January 2026 03:39:21 GMT</pubDate>
      <guid>8572158689242603339</guid>
    </item>
    <item>
      <title>Câu hỏi 603340 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689242603340</link>
      <description><![CDATA[<p>Để biến chữ d thành chữ p ta thực hiện?</p> Cả hai cách đều đúng Xoay 180 độ Lật ngang rồi lật dọc]]></description>
      <pubDate>Fri, 16 January 2026 03:39:21 GMT</pubDate>
      <guid>8572158689242603340</guid>
    </item>
    <item>
      <title>Câu hỏi 603341 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689242603341</link>
      <description><![CDATA[<p>Để sử dụng công cụ chỉnh sửa đối tượng (Shape Tool) chọn phím nào?</p> F8 F9 F10 F11]]></description>
      <pubDate>Fri, 16 January 2026 03:39:21 GMT</pubDate>
      <guid>8572158689242603341</guid>
    </item>
    <item>
      <title>Câu hỏi 603342 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689242603342</link>
      <description><![CDATA[<p>Giữ phím gì để vẽ được hình chữ nhật từ tâm ra khi sử dụng công cụ rectange?</p> Ctrl Không có cách vẽ này Shift Alt]]></description>
      <pubDate>Fri, 16 January 2026 03:39:21 GMT</pubDate>
      <guid>8572158689242603342</guid>
    </item>
    <item>
      <title>Câu hỏi 603343 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689242603343</link>
      <description><![CDATA[<p>Để zoom vào đối tượng đang chọn ta dùng phím tắt nào?</p> F2 Shift + F2 Không có phím tắt Z]]></description>
      <pubDate>Fri, 16 January 2026 03:39:21 GMT</pubDate>
      <guid>8572158689242603343</guid>
    </item>
    <item>
      <title>Câu hỏi 603344 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689242603344</link>
      <description><![CDATA[<p>Bộ lọc Clouds có tác dụng?</p> Tách hình ra khỏi nền Xén hình Đám mây Biến dạng hình]]></description>
      <pubDate>Fri, 16 January 2026 03:39:21 GMT</pubDate>
      <guid>8572158689242603344</guid>
    </item>
    <item>
      <title>Câu hỏi 603345 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689242603345</link>
      <description><![CDATA[<p>Hiệu ứng nào dùng để làm viền cho bức ảnh?</p> Bevel and EmBoss Inner Glow Drop Shadow Outer Glow]]></description>
      <pubDate>Fri, 16 January 2026 03:39:21 GMT</pubDate>
      <guid>8572158689242603345</guid>
    </item>
    <item>
      <title>Câu hỏi 603346 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689242603346</link>
      <description><![CDATA[<p><img src="/file/1226439/22234941-42.png" alt="" width="244" height="75"></p>
<p>Hình ảnh này thuộc nhóm bộ lọc nào?</p> Filter\Gallery\Brush Strokes Filter\Gallery\Distort Filter\Gallery\Artistic Filter\Gallery\Stylize]]></description>
      <pubDate>Fri, 16 January 2026 03:39:21 GMT</pubDate>
      <guid>8572158689242603346</guid>
    </item>
    <item>
      <title>Câu hỏi 603347 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689242603347</link>
      <description><![CDATA[<p>Trong bộ lọc Liquify công cụ Recontruct có tác dụng?</p> Xáo trộn các điểm ảnh Dịch chuyển điểm ảnh vuông Tất cả các phương án đều sai Tái cấu trúc hình ảnh đã chỉnh sửa]]></description>
      <pubDate>Fri, 16 January 2026 03:39:21 GMT</pubDate>
      <guid>8572158689242603347</guid>
    </item>
    <item>
      <title>Câu hỏi 603350 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689262603350</link>
      <description><![CDATA[<p>Hộp thoại foutain fill có phím tắt là?</p> F11 CTRL+ F Không có phím tắt]]></description>
      <pubDate>Fri, 16 January 2026 03:39:19 GMT</pubDate>
      <guid>8572158689262603350</guid>
    </item>
    <item>
      <title>Câu hỏi 603351 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689262603351</link>
      <description><![CDATA[<p>Phần mở rộng ngầm định của file được tạo bởi coreldraw là?</p> JPG DWG CDR GIF]]></description>
      <pubDate>Fri, 16 January 2026 03:39:19 GMT</pubDate>
      <guid>8572158689262603351</guid>
    </item>
    <item>
      <title>Câu hỏi 603352 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689262603352</link>
      <description><![CDATA[<p>Bản chất của đối tượng được vẽ bởi công cụ Graph paper (D) là? </p> Các hình chữ nhật ghép vào nhau Các đoạn thẳng ghép vào nhau Không rõ]]></description>
      <pubDate>Fri, 16 January 2026 03:39:19 GMT</pubDate>
      <guid>8572158689262603352</guid>
    </item>
    <item>
      <title>Câu hỏi 603353 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689262603353</link>
      <description><![CDATA[<p>Theo ngầm định, gốc toạ độ (0,0) của thước kẻ nằm ở vị trí nào trên giấy vẽ?</p> Góc trên bên phải Góc dưới bên phải Góc trên bên trái Góc dưới bên trái]]></description>
      <pubDate>Fri, 16 January 2026 03:39:19 GMT</pubDate>
      <guid>8572158689262603353</guid>
    </item>
    <item>
      <title>Câu hỏi 603354 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689262603354</link>
      <description><![CDATA[<p>Sử dụng công cụ Knife tool ta có thể?</p> Cắt đối tượng theo đường thẳng Cắt đối tượng theo đường bất kỳ Tất cả các phương án đều đúng]]></description>
      <pubDate>Fri, 16 January 2026 03:39:19 GMT</pubDate>
      <guid>8572158689262603354</guid>
    </item>
    <item>
      <title>Câu hỏi 603355 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689262603355</link>
      <description><![CDATA[<p><img src="/file/1226439/22235249-38710593.png" alt="" width="193px" height="66px"><img src="/file/1226439/22235249-12851024.png" alt="" width="190px" height="86px"> </p><p>Hình ảnh này là chức năng nào khi sử dụng công cụ hiệu chỉnh Shape tool?</p> Make node symmetrical Make node smooth Reverse curve direction Smooth node]]></description>
      <pubDate>Fri, 16 January 2026 03:39:19 GMT</pubDate>
      <guid>8572158689262603355</guid>
    </item>
    <item>
      <title>Câu hỏi 603356 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689262603356</link>
      <description><![CDATA[<p>Để nhóm các đối tượng thành 1 nhóm ta dùng lệnh?</p> Arrange\Group Tất cả các phương án đều sai Edit\Group]]></description>
      <pubDate>Fri, 16 January 2026 03:39:19 GMT</pubDate>
      <guid>8572158689262603356</guid>
    </item>
    <item>
      <title>Câu hỏi 603357 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689262603357</link>
      <description><![CDATA[<p>Phím tắt Ctrl+Z dùng để?</p> Thực hiện lệnh Undo Thực hiện lệnh Zoom]]></description>
      <pubDate>Fri, 16 January 2026 03:39:19 GMT</pubDate>
      <guid>8572158689262603357</guid>
    </item>
    <item>
      <title>Câu hỏi 603358 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689262603358</link>
      <description><![CDATA[<p>Bộ lọc vừa thực hiện có phím tắt là?</p> Ctrl + D Ctrl + F Ctrl + G Ctrl + E]]></description>
      <pubDate>Fri, 16 January 2026 03:39:19 GMT</pubDate>
      <guid>8572158689262603358</guid>
    </item>
    <item>
      <title>Câu hỏi 603359 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689262603359</link>
      <description><![CDATA[<p>Bộ lọc Motion Blue có tác dụng?</p> Xén hình Tách hình ra khỏi nền Biến dạng hình Chuyển động mờ (làm nhòe ảnh)]]></description>
      <pubDate>Fri, 16 January 2026 03:39:19 GMT</pubDate>
      <guid>8572158689262603359</guid>
    </item>
    <item>
      <title>Câu hỏi 603360 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689262603360</link>
      <description><![CDATA[<p><img src="/file/1226439/22234949-2.png" alt="" width="245" height="213"></p>
<p>&nbsp;</p>
<p>Hình ảnh này thuộc nhóm bộ lọc nào?</p>
<p>&nbsp;</p> Filter\Gallery\Distort Filter\Gallery\Artistic Filter\Gallery\Stylize Filter\Gallery\Brush Strokes]]></description>
      <pubDate>Fri, 16 January 2026 03:39:19 GMT</pubDate>
      <guid>8572158689262603360</guid>
    </item>
    <item>
      <title>Câu hỏi 603361 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689262603361</link>
      <description><![CDATA[<p>Cửa sổ Blending options. Hiệu ứng tạo quầng sáng bên trong?</p> Inner Glow Satin Outer Glow Drop Shadow]]></description>
      <pubDate>Fri, 16 January 2026 03:39:19 GMT</pubDate>
      <guid>8572158689262603361</guid>
    </item>
    <item>
      <title>Câu hỏi 603362 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689262603362</link>
      <description><![CDATA[<p><img src="/file/1226439/22234951-4.png" alt="" width="262" height="68"></p>
<p>Hình ảnh này thuộc nhóm bộ lọc nào?</p> Filter\Gallery\Brush Strokes Filter\Gallery\Stylize Filter\Gallery\Artistic Filter\Gallery\Distort]]></description>
      <pubDate>Fri, 16 January 2026 03:39:19 GMT</pubDate>
      <guid>8572158689262603362</guid>
    </item>
    <item>
      <title>Câu hỏi 603364 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689262603364</link>
      <description><![CDATA[<p>Bộ lọc Extract  có tác dụng?</p> Biến dạng hình Tách hình ra khỏi nền Xén hình]]></description>
      <pubDate>Fri, 16 January 2026 03:39:19 GMT</pubDate>
      <guid>8572158689262603364</guid>
    </item>
    <item>
      <title>Câu hỏi 603366 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689292603366</link>
      <description><![CDATA[<p>Khi xoay đối tượng, góc dương là hướng xoay theo?</p> Ngược chiều kim đồng hồ Cùng chiều kim đồng hồ]]></description>
      <pubDate>Fri, 16 January 2026 03:39:16 GMT</pubDate>
      <guid>8572158689292603366</guid>
    </item>
    <item>
      <title>Câu hỏi 603367 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689292603367</link>
      <description><![CDATA[<p>Paragraph text cho phép nhập text vào?</p> Khung hình chữ nhật Khung hình tròn hoặc Ellipse Tất cả đều sai Khung khép kín bất kỳ]]></description>
      <pubDate>Fri, 16 January 2026 03:39:16 GMT</pubDate>
      <guid>8572158689292603367</guid>
    </item>
    <item>
      <title>Câu hỏi 603369 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689292603369</link>
      <description><![CDATA[<p><img src="/file/1226439/22235044-7284614.png" alt="" width="246px" height="194px"></p> Chọn 1 trước 2 sau và dùng lệnh weld Chọn 2 trước 1 sau và dùng lệnh weld Chọn 2 truớc 1 sau và dùng lệnh Combine]]></description>
      <pubDate>Fri, 16 January 2026 03:39:16 GMT</pubDate>
      <guid>8572158689292603369</guid>
    </item>
    <item>
      <title>Câu hỏi 603370 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689292603370</link>
      <description><![CDATA[<p><img src="/file/1226439/22235046-53182860.png" alt="" width="263px" height="160px"></p> Không có phương án nào đúng Chọn 1 trước 2 sau và dùng lệnh Intersect . Chọn 2 trước 1 sau và dùng lệnh Intersect]]></description>
      <pubDate>Fri, 16 January 2026 03:39:16 GMT</pubDate>
      <guid>8572158689292603370</guid>
    </item>
    <item>
      <title>Câu hỏi 603372 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689292603372</link>
      <description><![CDATA[<p>Lệnh Reverse oder được dùng để?</p> Đảo ngược mầu các đối tượng đang chọn Đảo trật tự trên dưới các đối tượng đang chọn]]></description>
      <pubDate>Fri, 16 January 2026 03:39:16 GMT</pubDate>
      <guid>8572158689292603372</guid>
    </item>
    <item>
      <title>Câu hỏi 603374 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689292603374</link>
      <description><![CDATA[<p>Tùy chọn width trong hộp thoại outlinepen cho phép? </p> Ấn định độ dầy của đường viền Không có phương án nào đúng Độ dầy của đường viền thay đổi tỷ lệ với kích thước đối tượng]]></description>
      <pubDate>Fri, 16 January 2026 03:39:16 GMT</pubDate>
      <guid>8572158689292603374</guid>
    </item>
    <item>
      <title>Câu hỏi 603375 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689312603375</link>
      <description><![CDATA[<p>Lệnh Image Size nằm ở menu?</p> Layer Image Help File]]></description>
      <pubDate>Fri, 16 January 2026 03:39:14 GMT</pubDate>
      <guid>8572158689312603375</guid>
    </item>
    <item>
      <title>Câu hỏi 603376 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689312603376</link>
      <description><![CDATA[<p>Muốn quay layer chứa ảnh ta làm cách nào trong các cách sau đây?</p> Tất cả các cách đều đúng Nhấn tổ hợp phím Ctrl + T sau đó dùng chuột di ra ngoài góc kích chuột và kéo lên hoặc kéo xuống Nhấn tổ hợp phím Ctrl + T sau đó dùng chuột đặt vào một trong 8 điểm chọn và kéo lên hoặc xuống Nhấn tổ hợp phím Ctrl + T sau đó dùng chuột đặt vào một trong 4 điểm góc và quay]]></description>
      <pubDate>Fri, 16 January 2026 03:39:14 GMT</pubDate>
      <guid>8572158689312603376</guid>
    </item>
    <item>
      <title>Câu hỏi 603377 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689312603377</link>
      <description><![CDATA[<p>Để vẽ hình vuông/ hình tròn xuất phát từ tâm, nhấn kèm phím Shift và … khi sử dụng công cụ Rectangle Marquee?</p> Alt Ctrl + Alt Ctrl Ctrl + Shift]]></description>
      <pubDate>Fri, 16 January 2026 03:39:14 GMT</pubDate>
      <guid>8572158689312603377</guid>
    </item>
    <item>
      <title>Câu hỏi 603378 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689312603378</link>
      <description><![CDATA[<p>Để tạo khung viền cho vùng chọn, sử dụng lệnh?</p> Select\Modify\Expand Select\Modify\Smooth Select\Modify\Border Select\Modify\Contract]]></description>
      <pubDate>Fri, 16 January 2026 03:39:14 GMT</pubDate>
      <guid>8572158689312603378</guid>
    </item>
    <item>
      <title>Câu hỏi 603379 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689312603379</link>
      <description><![CDATA[<p>Để di chuyển một layer xuống dưới cùng (nhưng trên background), nhấn?</p> Alt + Shift + [ Alt + Shift + ] Ctrl + Shift + [ Tất cả các phương án đều đúng]]></description>
      <pubDate>Fri, 16 January 2026 03:39:14 GMT</pubDate>
      <guid>8572158689312603379</guid>
    </item>
    <item>
      <title>Câu hỏi 603380 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689312603380</link>
      <description><![CDATA[<p>Tùy chọn Colorize trong lệnh Hue/Saturation có ý nghĩa?</p> Tùy chọn này xác định phạm vi dải màu được chọn để thay thế Tùy chọn này cho phép hình ảnh được chuyển sang sắc độ màu của foreground hiện hành và vẫn đảm bảo độ sáng cho mỗi pixel Tùy chọn này cho phép tập trung thay đổi những vùng hình ảnh có sắc độ sáng Tùy chọn này cho phép hình ảnh tự động chỉnh độ cân bằng màu trong hình ảnh]]></description>
      <pubDate>Fri, 16 January 2026 03:39:14 GMT</pubDate>
      <guid>8572158689312603380</guid>
    </item>
    <item>
      <title>Câu hỏi 603381 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689312603381</link>
      <description><![CDATA[<p>Lệnh Color Balance (Ctrl+B) dùng để?</p> Chỉnh màu sắc Chỉnh sáng Chỉnh tối Chuyển ảnh màu thành ảnh đen/trăng]]></description>
      <pubDate>Fri, 16 January 2026 03:39:14 GMT</pubDate>
      <guid>8572158689312603381</guid>
    </item>
    <item>
      <title>Câu hỏi 603382 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689312603382</link>
      <description><![CDATA[<p>Phím tắt của chế độ màu Hue/Saturation là?</p> Ctrl + S Ctrl + H + S Ctrl + U Ctrl + H]]></description>
      <pubDate>Fri, 16 January 2026 03:39:14 GMT</pubDate>
      <guid>8572158689312603382</guid>
    </item>
    <item>
      <title>Câu hỏi 603383 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689312603383</link>
      <description><![CDATA[<p>Để gộp tất cả layer dùng lệnh gì?</p> Layer\New\Group Layer\Visible Layer\Merge Visible Tất cả đáp án]]></description>
      <pubDate>Fri, 16 January 2026 03:39:14 GMT</pubDate>
      <guid>8572158689312603383</guid>
    </item>
    <item>
      <title>Câu hỏi 603384 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689312603384</link>
      <description><![CDATA[<p>Lệnh Variations điều chỉnh?</p> Cho phép điều chỉnh độ cân bằng màu, độ tương phản và độ bão hòa màu cho ảnh Điều chỉnh đồng bộ các mức sang, tối, trung bình Tự động điều chỉnh cường độ tương phản trong ảnh Chuyển màu sắc hình ảnh sang đen trắng]]></description>
      <pubDate>Fri, 16 January 2026 03:39:14 GMT</pubDate>
      <guid>8572158689312603384</guid>
    </item>
    <item>
      <title>Câu hỏi 603385 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689312603385</link>
      <description><![CDATA[<p>Chọn Layer cần thay đổi thứ tự vị trí?</p> Layer \ Arrange \ Bring Forward (Ctrl+]): Đưa Layer lên trên một vị trí Nhấp và giữ chuột vào layer di chuyển lên hoặc xuống trên palette Layer rồi nhả chuột Tất cả các phương án đều đúng Layer \ Arrange \ Send Backward (Ctrl+[): Đưa layer xuống dưới một vị trí.]]></description>
      <pubDate>Fri, 16 January 2026 03:39:14 GMT</pubDate>
      <guid>8572158689312603385</guid>
    </item>
    <item>
      <title>Câu hỏi 603386 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689312603386</link>
      <description><![CDATA[<p>Muốn liên kết các Layer thành một nhóm ta dùng lệnh nào trong các lệnh sau?</p> Chọn các layer sau đó nhấn Ctrl + P Chọn các layer sau đó nhấn Ctrl + J Chọn các layer sau đó nhấn Ctrl + G Chọn các layer sau đó nhấn Ctrl + H]]></description>
      <pubDate>Fri, 16 January 2026 03:39:14 GMT</pubDate>
      <guid>8572158689312603386</guid>
    </item>
    <item>
      <title>Câu hỏi 603387 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689312603387</link>
      <description><![CDATA[<p>Để mở cửa sổ Levels bằng phím tắt?</p> Alt + L Shift + Alt + L Ctrl + L Shift + L]]></description>
      <pubDate>Fri, 16 January 2026 03:39:14 GMT</pubDate>
      <guid>8572158689312603387</guid>
    </item>
    <item>
      <title>Câu hỏi 603388 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689312603388</link>
      <description><![CDATA[<p>Khi liên kết các layer, ta có thể?</p> Có thể thực hiện thao tác biến dạng cùng lúc nhưng không thể di chuyển cùng lúc Di chuyển hoặc biến dạng chúng cùng lúc Có thể di chuyển cùng lúc nhưng không thể thực hiện thao tác biến dạng Chỉ có thể tô màu chúng cùng lúc]]></description>
      <pubDate>Fri, 16 January 2026 03:39:14 GMT</pubDate>
      <guid>8572158689312603388</guid>
    </item>
    <item>
      <title>Câu hỏi 603389 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689312603389</link>
      <description><![CDATA[<p>Lệnh Edit/ Fill cho phép đổ màu sắc của vùng hình ảnh theo?</p> Foreground Color Pattern Background Color Tất cả các phương án đều đúng]]></description>
      <pubDate>Fri, 16 January 2026 03:39:14 GMT</pubDate>
      <guid>8572158689312603389</guid>
    </item>
    <item>
      <title>Câu hỏi 603390 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689312603390</link>
      <description><![CDATA[<p>Lệnh nào sau đây không liên quan đến chỉnh màu săc? </p> Variations Brightness/Contract Hue/Saturation Select/Color Range]]></description>
      <pubDate>Fri, 16 January 2026 03:39:14 GMT</pubDate>
      <guid>8572158689312603390</guid>
    </item>
    <item>
      <title>Câu hỏi 603391 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689312603391</link>
      <description><![CDATA[<p>Lệnh Inverse trong menu Image\Adjusment dùng để?</p> Không có đáp án nào đúng Đảo ngược màu và vùng chọn Đảo ngược màu (tạo âm bản của bức ảnh) Đảo ngược vùng chọn]]></description>
      <pubDate>Fri, 16 January 2026 03:39:14 GMT</pubDate>
      <guid>8572158689312603391</guid>
    </item>
    <item>
      <title>Câu hỏi 603392 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689312603392</link>
      <description><![CDATA[<p>Mặt nạ Quick mask dùng để?</p> Che đi phần hình ảnh không muốn hiển thị Tạo vùng chọn]]></description>
      <pubDate>Fri, 16 January 2026 03:39:14 GMT</pubDate>
      <guid>8572158689312603392</guid>
    </item>
    <item>
      <title>Câu hỏi 603393 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689312603393</link>
      <description><![CDATA[<p>Để biến dạng một vùng chọn?</p> Perpective Warp Distore Skew]]></description>
      <pubDate>Fri, 16 January 2026 03:39:14 GMT</pubDate>
      <guid>8572158689312603393</guid>
    </item>
    <item>
      <title>Câu hỏi 603394 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689312603394</link>
      <description><![CDATA[<p>Biểu tượng con mắt trên bảng layer để?</p> Khóa layer Bật/tắt layer Tạo layer Liên kết layer]]></description>
      <pubDate>Fri, 16 January 2026 03:39:14 GMT</pubDate>
      <guid>8572158689312603394</guid>
    </item>
    <item>
      <title>Câu hỏi 603395 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689342603395</link>
      <description><![CDATA[<p>Bộ lọc (Filter) ảnh hưởng đến?</p> Không ảnh hưởng gì cả Lớp làm việc hiện thời Toàn bộ hình ảnh trên tất cả các lớp]]></description>
      <pubDate>Fri, 16 January 2026 03:39:11 GMT</pubDate>
      <guid>8572158689342603395</guid>
    </item>
    <item>
      <title>Câu hỏi 603396 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689342603396</link>
      <description><![CDATA[<p>Cửa sổ Blending options. Hiệu ứng tạo bóng đổ?</p> Satin Stroke Color Overlay Drop Shadow]]></description>
      <pubDate>Fri, 16 January 2026 03:39:11 GMT</pubDate>
      <guid>8572158689342603396</guid>
    </item>
    <item>
      <title>Câu hỏi 603397 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689342603397</link>
      <description><![CDATA[<p><img src="/file/1226439/22234948-1.png" alt="" width="234" height="344"></p>
<p>Hình ảnh này thuộc nhóm bộ lọc nào?</p> Filter\Gallery\Stylize Filter\Gallery\Distort Filter\Gallery\Artistic Filter\Gallery\Brush Strokes]]></description>
      <pubDate>Fri, 16 January 2026 03:39:11 GMT</pubDate>
      <guid>8572158689342603397</guid>
    </item>
    <item>
      <title>Câu hỏi 603398 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689342603398</link>
      <description><![CDATA[<p>Hiệu ứng nào dùng để tô màu?</p> Outer Glow Drop Shadow Color overlay Inner Glow]]></description>
      <pubDate>Fri, 16 January 2026 03:39:11 GMT</pubDate>
      <guid>8572158689342603398</guid>
    </item>
    <item>
      <title>Câu hỏi 603399 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689342603399</link>
      <description><![CDATA[<p>Áp dụng bộ lọc cho kênh bằng cách?</p> Chọn kênh trước khi áp dụng bộ lọc Không có đáp án đúng Cách nào cũng được Khi áp dụng bộ lọc chỉ định kênh cần áp dụng]]></description>
      <pubDate>Fri, 16 January 2026 03:39:11 GMT</pubDate>
      <guid>8572158689342603399</guid>
    </item>
    <item>
      <title>Câu hỏi 603400 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689342603400</link>
      <description><![CDATA[<p>Bộ lọc Neon glow có tác dụng?</p> Đám mây Đổ bóng ống kính cho ảnh Sắc nét cho ảnh Quầng sáng mô phỏng đèn neon]]></description>
      <pubDate>Fri, 16 January 2026 03:39:11 GMT</pubDate>
      <guid>8572158689342603400</guid>
    </item>
    <item>
      <title>Câu hỏi 603401 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689342603401</link>
      <description><![CDATA[<p>Bộ lọc Add Noise có tác dụng?</p> Tạo hiệu ứng nhòe Tất cả các phương án đều sai Tạo hiệu ứng sóng nước Tạo hiệu ứng nhiễu]]></description>
      <pubDate>Fri, 16 January 2026 03:39:11 GMT</pubDate>
      <guid>8572158689342603401</guid>
    </item>
    <item>
      <title>Câu hỏi 603402 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689342603402</link>
      <description><![CDATA[<p><img src="/file/1226439/22234934-15686020.png" alt="" style="width: 113.25pt; height: 75.75pt"></p><p>Hiệu ứng đám mây được thực hiện nhờ bộ lọc nào?</p> Filter\Artistic\<br>clouds Filter\Render\<br>clouds Filter\Blur\clouds Filter\Stylize\<br>clouds]]></description>
      <pubDate>Fri, 16 January 2026 03:39:11 GMT</pubDate>
      <guid>8572158689342603402</guid>
    </item>
    <item>
      <title>Câu hỏi 603403 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689342603403</link>
      <description><![CDATA[<p><img src="/file/1226439/22234950-3.png" alt="" width="249" height="72"></p>
<p>&nbsp;</p>
<p>Hình ảnh này thuộc nhóm bộ lọc nào?</p>
<p>&nbsp;</p> Filter\Gallery\Brush Strokes Filter\Gallery\Distort Filter\Gallery\Stylize Filter\Gallery\Artistic]]></description>
      <pubDate>Fri, 16 January 2026 03:39:11 GMT</pubDate>
      <guid>8572158689342603403</guid>
    </item>
    <item>
      <title>Câu hỏi 603404 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689342603404</link>
      <description><![CDATA[<p>Công cụ tạo hiệu ứng cầu vồng là?</p> Slice Tool Gradient Tool Paint Bucket Tool Pen Tool]]></description>
      <pubDate>Fri, 16 January 2026 03:39:11 GMT</pubDate>
      <guid>8572158689342603404</guid>
    </item>
    <item>
      <title>Câu hỏi 603405 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689362603405</link>
      <description><![CDATA[<p>Phím tắt để bỏ một vùng chọn là?</p> Nhấn Ctrl + D Cả 3 cách trên đều đúng Chọn Select \ Deselect Nhấp chuột ra ngoài vùng chọn bằng một công cụ tạo vùng chọn khác]]></description>
      <pubDate>Fri, 16 January 2026 03:39:09 GMT</pubDate>
      <guid>8572158689362603405</guid>
    </item>
    <item>
      <title>Câu hỏi 603406 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689362603406</link>
      <description><![CDATA[<p>Công cụ Lasso Tool là?</p> Công cụ chọn vùng dựa theo màu sắc Công cụ bám dính Công cụ di chuyển Công cụ tạo vùng chọn khác thường (tự do)]]></description>
      <pubDate>Fri, 16 January 2026 03:39:09 GMT</pubDate>
      <guid>8572158689362603406</guid>
    </item>
    <item>
      <title>Câu hỏi 603407 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689362603407</link>
      <description><![CDATA[<p>Để xóa một phần hình ảnh?</p> Công cụ Gradient Công cụ Erase Nhấn Shift+Delete Công cụ Dogle]]></description>
      <pubDate>Fri, 16 January 2026 03:39:09 GMT</pubDate>
      <guid>8572158689362603407</guid>
    </item>
    <item>
      <title>Câu hỏi 603409 - Thiết kế đồ họa - IT13</title>
      <link>https://hou.hcode.me/q/thiet-ke-do-hoa-it13/8572158689362603409</link>
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