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		<h1>TT ngoại tệ ngày 30&#x002F;10&#x3A; tỷ giá trung tâm và chỉ số DXY đều tăng</h1>
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			Tỷ giá ngoại tệ ngày 30/10 tiếp tục giao dịch ở mức cao, các nhà đầu tư đang hướng tới quyết định cho chiếc ghế người đứng đầu Fed được dự kiến sẽ công bố ngày 3/11. Tại Ngân hàng Thương mại tỷ giá USD biến động nhẹ so với cuối tuần trước.
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			<h1>&nbsp;</h1>

<div style="text-align:center"><img alt="TT ngoại tệ ngày 30/10: tỷ giá trung tâm và chỉ số DXY đều tăng" src="http://image.vinanet.vn/zoom/640/Uploaded/nguyenlanhuong/kinhte/tienusd_YZHS.jpeg" width="480" /></div>
<br  />
Tỷ giá trung tâm ngày 30/10 được Ngân hàng Nhà nước công bố ở mức 22.477 đồng, tăng 3 đồng so với cuối tuần trước. Trong khi đó, tỷ giá USD tại một số ngân hàng thương mại sáng nay cũng không có nhiều biến động.<br  />
Vietcombank niêm yết giá USD ở mức: 22.680 đồng (mua) và 22.750 đồng (bán), không đổi so với cuối tuần trước.<br  />
BIDV cũng niêm yết giá USD ở mức 22.680 - 22.750 đồng/USD, giảm nhẹ 5 đồng cả hai chiều.<br  />
Vietinbank niêm yết giá USD ở mức 22.670 - 22.750 đồng/USD chiều mua vào- bán ra không đổi so với ngày 28/9.<br  />
Techcombank mua - bán USD ở mức 22.670 - 22.770 đồng/USD, tăng 5 đồng chiều mua và 10 đồng chiều bán ra.<br  />
Tỷ giá tại ACB hôm nay tiếp tục được niêm yết ở mức 22.680- 22.750 đồng/USD (mua vào - bán ra).<br  />
Dongabank đang niêm yết giá USD tại mức 22.680-22.750 VND/USD chiều mua vào- bán ra.<br  />
Eximbank hiện giá mua - bán USD đang được ngân hàng này niêm yết ở mức 22.670-22.760 VND/USD chiều mua vào- bán ra.<br  />
<strong>Tỷ giá tham khảo tại Sở giao dịch NHNN</strong><br  />
<strong>Tỷ giá áp dụng cho ngày 30/10/2017</strong>

<table border="1" cellpadding="0" cellspacing="0">
	<tbody>
		<tr>
			<td valign="top">
			<p><strong>Ngoại tệ</strong></p>
			</td>
			<td valign="top">
			<p><strong>Tên ngoại tệ</strong></p>
			</td>
			<td valign="top">
			<p><strong>Mua</strong></p>
			</td>
			<td valign="top">
			<p><strong>Bán</strong></p>
			</td>
		</tr>
		<tr>
			<td valign="top">
			<p>USD</p>
			</td>
			<td valign="top">
			<p>Đô la Mỹ</p>
			</td>
			<td valign="top">
			<p>22.710</p>
			</td>
			<td valign="top">
			<p>23.131</p>
			</td>
		</tr>
		<tr>
			<td valign="top">
			<p>EUR</p>
			</td>
			<td valign="top">
			<p>Đồng Euro</p>
			</td>
			<td valign="top">
			<p>25.301</p>
			</td>
			<td valign="top">
			<p>26.866</p>
			</td>
		</tr>
		<tr>
			<td valign="top">
			<p>JPY</p>
			</td>
			<td valign="top">
			<p>Yên Nhật</p>
			</td>
			<td valign="top">
			<p>191,75</p>
			</td>
			<td valign="top">
			<p>203,61</p>
			</td>
		</tr>
		<tr>
			<td valign="top">
			<p>GBP</p>
			</td>
			<td valign="top">
			<p>Bảng Anh</p>
			</td>
			<td valign="top">
			<p>28.636</p>
			</td>
			<td valign="top">
			<p>30.407</p>
			</td>
		</tr>
		<tr>
			<td valign="top">
			<p>CHF</p>
			</td>
			<td valign="top">
			<p>Phơ răng Thuỵ Sĩ</p>
			</td>
			<td valign="top">
			<p>21.842</p>
			</td>
			<td valign="top">
			<p>23.193</p>
			</td>
		</tr>
	</tbody>
</table>
<br  />
<strong>Tỷ giá tính chéo của Đồng Việt Nam với một số ngoại tệ để xác định trị giá tính thuế</strong><br  />
Ngân hàng Nhà nước thông báo tỷ giá tính chéo của Đồng Việt Nam so với một số ngoại tệ áp dụng tính thuế xuất khẩu và thuế nhập khẩu có hiệu lực kể từ ngày 26/10/2017 đến 01/11/2017 như sau:
<table border="1" cellpadding="0" cellspacing="0">
	<tbody>
		<tr>
			<td valign="top">
			<p><strong>STT</strong></p>
			</td>
			<td valign="top">
			<p><strong>Ngoại tệ</strong></p>
			</td>
			<td valign="top">
			<p><strong>Tên ngoại tệ</strong></p>
			</td>
			<td valign="top">
			<p><strong>Tỷ giá</strong></p>
			</td>
		</tr>
		<tr>
			<td valign="top">
			<p>1</p>
			</td>
			<td valign="top">
			<p>EUR</p>
			</td>
			<td valign="top">
			<p>Đồng Euro</p>
			</td>
			<td valign="top">
			<p>26.417,98</p>
			</td>
		</tr>
		<tr>
			<td valign="top">
			<p>2</p>
			</td>
			<td valign="top">
			<p>JPY</p>
			</td>
			<td valign="top">
			<p>Yên Nhật</p>
			</td>
			<td valign="top">
			<p>197,28</p>
			</td>
		</tr>
		<tr>
			<td valign="top">
			<p>3</p>
			</td>
			<td valign="top">
			<p>GBP</p>
			</td>
			<td valign="top">
			<p>Bảng Anh</p>
			</td>
			<td valign="top">
			<p>29.487,38</p>
			</td>
		</tr>
		<tr>
			<td valign="top">
			<p>4</p>
			</td>
			<td valign="top">
			<p>CHF</p>
			</td>
			<td valign="top">
			<p>Phơ răng Thuỵ Sĩ</p>
			</td>
			<td valign="top">
			<p>22.664,92</p>
			</td>
		</tr>
		<tr>
			<td valign="top">
			<p>5</p>
			</td>
			<td valign="top">
			<p>AUD</p>
			</td>
			<td valign="top">
			<p>Đô la Úc</p>
			</td>
			<td valign="top">
			<p>17.340,1</p>
			</td>
		</tr>
		<tr>
			<td valign="top">
			<p>6</p>
			</td>
			<td valign="top">
			<p>CAD</p>
			</td>
			<td valign="top">
			<p>Đô la Canada</p>
			</td>
			<td valign="top">
			<p>17.720,82</p>
			</td>
		</tr>
		<tr>
			<td valign="top">
			<p>7</p>
			</td>
			<td valign="top">
			<p>SEK</p>
			</td>
			<td valign="top">
			<p>Curon Thuỵ Điển</p>
			</td>
			<td valign="top">
			<p>2.731,22</p>
			</td>
		</tr>
		<tr>
			<td valign="top">
			<p>8</p>
			</td>
			<td valign="top">
			<p>NOK</p>
			</td>
			<td valign="top">
			<p>Curon Nauy</p>
			</td>
			<td valign="top">
			<p>2.806,93</p>
			</td>
		</tr>
		<tr>
			<td valign="top">
			<p>9</p>
			</td>
			<td valign="top">
			<p>DKK</p>
			</td>
			<td valign="top">
			<p>Curon Đan Mạch</p>
			</td>
			<td valign="top">
			<p>3.549,65</p>
			</td>
		</tr>
		<tr>
			<td valign="top">
			<p>10</p>
			</td>
			<td valign="top">
			<p>RUB</p>
			</td>
			<td valign="top">
			<p>Rúp Nga</p>
			</td>
			<td valign="top">
			<p>390,43</p>
			</td>
		</tr>
		<tr>
			<td valign="top">
			<p>11</p>
			</td>
			<td valign="top">
			<p>NZD</p>
			</td>
			<td valign="top">
			<p>Đô la Newzealand</p>
			</td>
			<td valign="top">
			<p>15.504,3</p>
			</td>
		</tr>
		<tr>
			<td valign="top">
			<p>12</p>
			</td>
			<td valign="top">
			<p>HKD</p>
			</td>
			<td valign="top">
			<p>Đô la Hồng Công</p>
			</td>
			<td valign="top">
			<p>2.879,07</p>
			</td>
		</tr>
		<tr>
			<td valign="top">
			<p>13</p>
			</td>
			<td valign="top">
			<p>SGD</p>
			</td>
			<td valign="top">
			<p>Đô la Singapore</p>
			</td>
			<td valign="top">
			<p>16.499,01</p>
			</td>
		</tr>
		<tr>
			<td valign="top">
			<p>14</p>
			</td>
			<td valign="top">
			<p>MYR</p>
			</td>
			<td valign="top">
			<p>Ringít Malaysia</p>
			</td>
			<td valign="top">
			<p>5.309,55</p>
			</td>
		</tr>
		<tr>
			<td valign="top">
			<p>15</p>
			</td>
			<td valign="top">
			<p>THB</p>
			</td>
			<td valign="top">
			<p>Bath&nbsp;Thái</p>
			</td>
			<td valign="top">
			<p>677,01</p>
			</td>
		</tr>
		<tr>
			<td valign="top">
			<p>16</p>
			</td>
			<td valign="top">
			<p>IDR</p>
			</td>
			<td valign="top">
			<p>Rupiah Inđônêsia</p>
			</td>
			<td valign="top">
			<p>1,66</p>
			</td>
		</tr>
		<tr>
			<td valign="top">
			<p>17</p>
			</td>
			<td valign="top">
			<p>INR</p>
			</td>
			<td valign="top">
			<p>Rupee Ấn độ</p>
			</td>
			<td valign="top">
			<p>344,95</p>
			</td>
		</tr>
		<tr>
			<td valign="top">
			<p>18</p>
			</td>
			<td valign="top">
			<p>TWD</p>
			</td>
			<td valign="top">
			<p>Đô la Đài Loan</p>
			</td>
			<td valign="top">
			<p>742,49</p>
			</td>
		</tr>
		<tr>
			<td valign="top">
			<p>19</p>
			</td>
			<td valign="top">
			<p>CNY</p>
			</td>
			<td valign="top">
			<p>Nhân dân tệ TQuốc</p>
			</td>
			<td valign="top">
			<p>3.383,53</p>
			</td>
		</tr>
		<tr>
			<td valign="top">
			<p>20</p>
			</td>
			<td valign="top">
			<p>KHR</p>
			</td>
			<td valign="top">
			<p>Riêl Cămpuchia</p>
			</td>
			<td valign="top">
			<p>5,57</p>
			</td>
		</tr>
		<tr>
			<td valign="top">
			<p>21</p>
			</td>
			<td valign="top">
			<p>LAK</p>
			</td>
			<td valign="top">
			<p>Kíp Lào</p>
			</td>
			<td valign="top">
			<p>2,71</p>
			</td>
		</tr>
		<tr>
			<td valign="top">
			<p>22</p>
			</td>
			<td valign="top">
			<p>MOP</p>
			</td>
			<td valign="top">
			<p>Pataca Macao</p>
			</td>
			<td valign="top">
			<p>2.797,56</p>
			</td>
		</tr>
		<tr>
			<td valign="top">
			<p>23</p>
			</td>
			<td valign="top">
			<p>TRY</p>
			</td>
			<td valign="top">
			<p>Thổ Nhĩ Kỳ</p>
			</td>
			<td valign="top">
			<p>6.025,74</p>
			</td>
		</tr>
		<tr>
			<td valign="top">
			<p>24</p>
			</td>
			<td valign="top">
			<p>KRW</p>
			</td>
			<td valign="top">
			<p>Won Hàn Quốc</p>
			</td>
			<td valign="top">
			<p>19,94</p>
			</td>
		</tr>
		<tr>
			<td valign="top">
			<p>25</p>
			</td>
			<td valign="top">
			<p>BRL</p>
			</td>
			<td valign="top">
			<p>Rin Brazin</p>
			</td>
			<td valign="top">
			<p>6.926,85</p>
			</td>
		</tr>
		<tr>
			<td valign="top">
			<p>26</p>
			</td>
			<td valign="top">
			<p>PLN</p>
			</td>
			<td valign="top">
			<p>Đồng Zloty Ba Lan</p>
			</td>
			<td valign="top">
			<p>6.222,48</p>
			</td>
		</tr>
	</tbody>
</table>
Trên thị trường tự do tại Hà Nội, lúc 9h15 giá USD duy trì ở mức mua vào 22.770 đồng/USD và bán ra 22.790 đồng/USD, tăng 10 đồng chiều mua vào so với ngày 28/10.<br  />
<strong>Tỷ giá USD thị trường tự do</strong>

<p><strong>&nbsp;<img alt="" src="https://nxbcongthuong.vn/data:image/png;base64,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" /></strong></p>
<strong>Thế giới</strong><br  />
Tính đến đầu phiên giao dịch (giờ Việt Nam), trên thị trường thế giới, chỉ số US Dollar Index (DXY), đo lường biến động đồng bạc xanh với 6 đồng tiền chủ chốt (EUR, JPY, GBP, CAD, SEK, CHF) tăng 0,17% ở mức 94,72, mức cao nhất kể từ 2/10.<br  />
Theo cuộc thăm dò ý kiến của Reuters, các chuyên gia kinh tế cho biết Fed sẽ tăng lãi suất vào tháng 12 và hai lần nữa vào năm sau. Tuy nhiên hiện giờ, giới đầu tư lo ngại rằng ngân hàng trung ương sẽ làm chậm quá trình thắt chặt vì triển vọng lạm phát còn thấp.<br  />
Ngân hàng trung ương Châu Âu ECB đã phát đi thông báo bắt đầu giảm việc mua trái phiếu ồ ạt nhưng lãi suất cơ bản vẫn duy trì ở mức thấp kỷ lục. Đây là bước đi đầu tiên của ECB trong việc chấm dứt chính sách tiền tệ lỏng lẻo.<br  />
Từ tháng 1/2018 ECB sẽ giảm lượng mua trái phiếu chính phủ và các công ty xuống còn 30 tỷ EURO / tháng từ mức 60 tỷ như hiện nay. Đồng thời duy trì lãi suất tái cấp vốn ở mức 0%, lãi suất cho vay ở mức 0,25%, lãi suất tiền gửi duy trì ở mức âm 0,4%.<br  />
Hiện giới đầu tư đặt sự quan tâm hướng về Tổng thống Mỹ Donald Trump sẽ lựa chọn ai thay thế bà Yellen trên cương vị Chủ tịch Cục Dự trữ Liên bang Mỹ Fed khi nhiệm kỳ của bà sẽ kết thúc vào tháng 2/2018.<br  />
Theo cuộc thăm dò ý kiến của Reuters, các chuyên gia kinh tế cho biết Fed sẽ tăng lãi suất vào tháng 12 và hai lần nữa vào năm sau.
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