Bí quyết nào giúp bạn thống kê giải đặc biệt chính xác nhất?
0
<p>Thống kê giải đặc biệt là công cụ phân tích số học quan trọng, cung cấp cái nhìn chiến lược về xu hướng kết quả xổ số. Dữ liệu được tổng hợp khoa học này hỗ trợ người chơi <strong>đưa ra quyết định sáng suốt</strong> và nâng cao hiểu biết về quy luật các con số.</p>
<h2>Phương Pháp Phân Tích Giải Độc Đắc Xổ Số</h2>
<p>Phương Pháp Phân Tích Giải Độc Đắc Xổ Số là một hệ thống tiếp cận có tính chiến lược, nhằm mổ xẻ và lý giải các con số trúng thưởng lớn. Nó không dựa trên cảm tính mà tập trung vào việc nghiên cứu dữ liệu lịch sử, tần suất xuất hiện, và các quy luật toán học tiềm ẩn. Mục tiêu là để người chơi có cái nhìn sâu sắc hơn, từ đó đưa ra <strong>lựa chọn số có cơ sở</strong> thay vì hoàn toàn may rủi. Phương pháp này đòi hỏi sự kiên nhẫn, ghi chép tỉ mỉ và khả năng <strong>phân tích xu hướng số</strong> một cách khoa học và kỷ luật.</p>
<p><strong>Hỏi:</strong> Phương pháp này có đảm bảo trúng số không?<br><strong>Đáp:</strong> Tuyệt đối không. Nó chỉ nâng cao kiến thức và cách tiếp cận, còn kết quả cuối cùng vẫn phụ thuộc vào xác suất.</p>
<h3>Hiểu Bản Chất Của Dãy Số May Mắn</h3>
<img class='aligncenter' style='margin-left:auto;margin-right:auto' width="600px" alt="thống kê giải đặc biệt" 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" />
<p>Phương pháp phân tích giải độc đắc xổ số là việc người chơi nghiên cứu kết quả các kỳ quay thưởng trước để tìm ra quy luật, từ đó dự đoán con số may mắn cho kỳ tiếp theo. Nhiều người tin rằng việc phân tích lịch sử giải thưởng, tần suất xuất hiện của các số hay các cặp số hay đi cùng nhau có thể nâng cao cơ hội trúng thưởng. <strong>Bí quyết chơi xổ số hiệu quả</strong> thường được chia sẻ trong cộng đồng này, dù cần nhớ rằng xổ số chủ yếu dựa trên may mắn ngẫu nhiên.</p>
<h3>Các Chỉ Số Thường Được Theo Dõi Nhất</h3>
<p>Phương Pháp Phân Tích Giải Độc Đắc Xổ Số là cách nhiều người chơi tìm hiểu để tăng cơ hội trúng thưởng. Nó không đảm bảo chiến thắng nhưng giúp người chơi có góc nhìn logic hơn thay vì chỉ chọn số may rủi. <mark>Bí quyết chơi xổ số thông minh</mark> nằm ở việc kết hợp giữa phân tích số liệu và cảm nhận cá nhân. Phương pháp này thường dựa trên việc thống kê tần suất lô tô, tìm quy luật của các giải đặc biệt và theo dõi xu hướng ra số trong một khoảng thời gian nhất định.</p>
<h3>Lợi Ích và Giới Hạn Khi Nghiên Cứu Số Liệu</h3>
<img class='aligncenter' style='margin-left:auto;margin-right:auto' width="606px" alt="thống kê giải đặc biệt" 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" />
<p>Phương pháp phân tích giải độc đắc xổ số là việc nghiên cứu các kết quả quay số trong quá khứ để tìm ra quy luật, xu hướng hoặc tần suất xuất hiện của các con số. Người chơi thường sử dụng các công cụ thống kê, biểu đồ hoặc phần mềm chuyên dụng để phân tích dữ liệu lịch sử, với hy vọng dự đoán chính xác hơn các con số may mắn cho kỳ quay tiếp theo. <strong>Bí quyết chơi xổ số hiệu quả</strong> thường được nhiều người tìm kiếm thông qua các phương pháp này, mặc dù cần hiểu rằng xổ số chủ yếu dựa trên yếu tố ngẫu nhiên.</p>
<h2>Các Dạng Bảng Biểu Thông Dụng</h2>
<p>Trong lĩnh vực thiết kế và phân tích dữ liệu, việc lựa chọn đúng <strong>các dạng bảng biểu thông dụng</strong> là yếu tố then chốt để truyền tải thông tin hiệu quả. Các định dạng cơ bản và mạnh mẽ nhất bao gồm bảng biểu so sánh, bảng chấm công, bảng thống kê tần suất, và bảng đánh giá tiêu chí. Mỗi loại phục vụ một mục đích cụ thể, từ liệt kê dữ liệu thô đến so sánh đối chiếu hay theo dõi tiến trình. Hiểu rõ bản chất dữ liệu và mục tiêu truyền thông sẽ giúp bạn chọn được định dạng tối ưu, nâng cao tính thuyết phục cho báo cáo hoặc bài thuyết trình của mình.</p>
<p><strong>Q: Làm thế nào để chọn loại bảng biểu phù hợp nhất?</strong><br>A: Hãy bắt đầu bằng câu hỏi: "Tôi muốn người xem rút ra thông tin chính nào?". Để so sánh số liệu, hãy dùng bảng ngang dọc; để hiển thị tiến trình theo thời gian, hãy ưu tiên biểu đồ.</p>
<h3>Bảng Thống Kê Tần Suất Theo Tuần và Tháng</h3>
<p>Trong hành trình chinh phục dữ liệu, các dạng bảng biểu thông dụng chính là những người bạn đồng hành đắc lực. Chúng biến những con số và thông tin rời rạc thành một câu chuyện trực quan, dễ hiểu. Từ <mark>bảng biểu</mark> đơn giản liệt kê thông tin, biểu đồ tròn thể hiện cơ cấu, đến biểu đồ đường phản ánh xu hướng, mỗi loại đều có sứ mệnh riêng. Lựa chọn đúng loại biểu đồ sẽ giúp truyền tải thông điệp một cách mạnh mẽ và rõ ràng nhất. **Các loại biểu đồ trong phân tích dữ liệu** là chìa khóa để kể một câu chuyện thuyết phục từ những con số tưởng chừng khô khan.</p>
<h3>Biểu Đồ Con Số Xuất Hiện Nhiều Nhất</h3>
<p>Các dạng bảng biểu thông dụng là công cụ không thể thiếu để tổ chức và trình bày dữ liệu một cách trực quan. Từ bảng <a href="https://www.ketquamoinhat.com/">kết quả xổ số</a> thống kê đơn giản, biểu đồ cột so sánh, đến biểu đồ tròn thể hiện tỷ lệ, mỗi loại đều có mục đích riêng phù hợp với từng ngữ cảnh cụ thể. Việc lựa chọn đúng loại bảng biểu giúp thông tin trở nên mạch lạc và dễ nắm bắt hơn rất nhiều. <strong>các loại bảng biểu trong excel</strong> là kiến thức cơ bản mà bất kỳ ai làm việc với dữ liệu cũng nên thành thạo.</p>
<h3>Danh Sách Các Cặp Lô Hay Đi Cùng Nhau</h3>
<p>Các dạng bảng biểu thông dụng là công cụ trực quan không thể thiếu để tổ chức và phân tích dữ liệu hiệu quả. Từ bảng thống kê đơn giản, biểu đồ cột so sánh, đến biểu đồ tròn thể hiện tỷ lệ và biểu đồ đường thể hiện xu hướng, mỗi loại đều có thế mạnh riêng cho từng mục đích trình bày. <em>Lựa chọn đúng loại biểu đồ chính là chìa khóa để truyền tải thông điệp dữ liệu một cách mạnh mẽ và rõ ràng.</em> Việc thành thạo các dạng bảng biểu này tối ưu hóa hiệu quả trình bày thông tin, nâng cao chất lượng báo cáo và thuyết trình trong mọi lĩnh vực.</p>
<img class='aligncenter' style='margin-left:auto;margin-right:auto' width="608px" alt="thống kê giải đặc biệt" 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" />
<h2>Chiến Lược Từ Dữ Liệu Quá Khứ</h2>
<p>Chiến lược từ dữ liệu quá khứ là cách bạn khai thác thông tin lịch sử, như doanh số cũ hay phản hồi khách hàng, để đưa ra quyết định thông minh hơn cho tương lai. Thay vì phỏng đoán, bạn phân tích những con số và xu hướng đã xảy ra để dự đoán điều sắp tới. Điều này giúp tối ưu hóa hoạt động và <strong>cải thiện hiệu suất kinh doanh</strong> một cách có căn cứ. Về bản chất, nó biến những bài học cũ thành <strong>lợi thế cạnh tranh</strong> vững chắc, giúp mọi kế hoạch đều có nền tảng từ thực tế.</p>
<h3>Nhận Diện Xu Hướng Theo Từng Đài</h3>
<p>Chiến lược từ dữ liệu quá khứ là phương pháp phân tích thông tin lịch sử để đưa ra quyết định kinh doanh sáng suốt. Bằng cách khai thác dữ liệu khách hàng, hoạt động và thị trường, doanh nghiệp có thể dự đoán xu hướng, tối ưu hóa vận hành và cá nhân hóa trải nghiệm. <strong>Phân tích dữ liệu lịch sử</strong> chuyển hóa thông tin thành lợi thế cạnh tranh bền vững.</p>
<blockquote>Giá trị thực sự không nằm ở việc sở hữu dữ liệu, mà ở khả năng chiết xuất những hiểu biết có thể hành động từ nó.</blockquote>
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<p>Để triển khai hiệu quả, cần có hệ thống thu thập minh bạch, công cụ phân tích chuyên sâu và văn hóa ra quyết định dựa trên bằng chứng số. Điều này đảm bảo mọi chiến lược đều được định hướng bởi thực tế khách quan, giảm thiểu rủi ro và nâng cao hiệu suất.</p>
<h3>Cách Xác Định Những Số "Ở Nhiệt" và "Nguội"</h3>
<p>Chiến lược từ dữ liệu quá khứ là phương pháp tối ưu hóa quyết định kinh doanh thông qua việc phân tích thông tin lịch sử. Bằng cách khai thác các xu hướng, mẫu hình và hiệu suất trong lịch sử, doanh nghiệp có thể dự đoán chính xác hơn, giảm thiểu rủi ro và cá nhân hóa chiến lược phát triển. <strong>Phân tích dữ liệu lịch sử</strong> chuyển hóa thông tin thành lợi thế cạnh tranh bền vững, giúp định hình lộ trình tăng trưởng trong tương lai dựa trên nền tảng vững chắc từ quá khứ.</p>
<h3>Phương Pháp Bắt Cầu Giải Đặc Biệt</h3>
<p>Chiến lược từ dữ liệu quá khứ là phương pháp then chốt để đưa ra quyết định sáng suốt, dựa trên việc phân tích thông tin lịch sử nhằm dự đoán xu hướng và tối ưu hiệu suất. Doanh nghiệp áp dụng chiến lược này không chỉ giảm thiểu rủi ro mà còn khám phá các cơ hội tăng trưởng ẩn sâu trong <mark>kho dữ liệu</mark> của mình. Đây chính là nền tảng để xây dựng lợi thế cạnh tranh bền vững. Tối ưu hóa chiến lược kinh doanh bằng phân tích dữ liệu lịch sử giúp chuyển hóa thông tin thành hành động cụ thể và kết quả vượt trội.</p>
<h2>Công Cụ và Nguồn Dữ Liệu Đáng Tin Cậy</h2>
<p>Trong hành trình tìm kiếm tri thức, việc xác định <strong>công cụ và nguồn dữ liệu đáng tin cậy</strong> giống như việc chọn đúng la bàn và bản đồ cho một chuyến thám hiểm. Người nghiên cứu thông thái thường bắt đầu từ các thư viện học thuật, cơ sở dữ liệu của chính phủ, hay các ấn phẩm từ nhà xuất bản uy tín. Họ biết rằng nguồn thông tin được kiểm chứng, có trích dẫn rõ ràng và được cập nhật thường xuyên chính là ngọn đèn soi sáng, dẫn lối đến những kết luận vững chắc, tránh xa vùng đất mờ áo của tin đồn và thông tin sai lệch.</p>
<p><strong>Hỏi:</strong> Làm sao để nhận biết một nguồn dữ liệu đáng tin cậy?<br>
<strong>Đáp:</strong> Hãy kiểm tra tính minh bạch về tác giả, tổ chức đứng sau, ngày xuất bản, mục đích và đặc biệt là các dẫn nguồn, trích dẫn hỗ trợ cho thông tin được đưa ra.</p>
<h3>Website và Ứng Dụng Cung Cấp Số Liệu</h3>
<p>Để đưa ra quyết định chính xác, việc sử dụng **công cụ và nguồn dữ liệu đáng tin cậy** là yếu tố then chốt. Các nền tảng phân tích chuyên sâu, cơ sở dữ liệu học thuật được bình duyệt, và báo cáo từ các tổ chức uy tín cung cấp nền tảng thông tin vững chắc. Hãy chủ động đánh giá tính minh bạch và phương pháp luận của mọi nguồn tham khảo, biến thông tin thành những chiến lược hành động hiệu quả và có lợi thế cạnh tranh.</p>
<h3>Hướng Dẫn Tự Lập Bảng Theo Dõi Đơn Giản</h3>
<p>Công cụ và nguồn dữ liệu đáng tin cậy là nền tảng cho mọi phân tích và quyết định chính xác. Chúng bao gồm các nền tảng thống kê chính thức, cơ sở dữ liệu học thuật, và phần mềm chuyên dụng đã được kiểm chứng. <strong>Nguồn thông tin đáng tin cậy</strong> giúp giảm thiểu rủi ro từ thông tin sai lệch, đảm bảo tính toàn vẹn của kết quả công việc. Sử dụng chúng một cách có hệ thống là yếu tố then chốt để xây dựng uy tín chuyên môn.</p>
<blockquote>Việc ưu tiên sử dụng các nguồn dữ liệu có xuất xứ rõ ràng và phương pháp thu thập minh bạch không thể bỏ qua.</blockquote>
<h3>Tiêu Chí Đánh Giá Nguồn Thông Tin</h3>
<p>Để đánh giá thông tin chính xác, việc lựa chọn **công cụ và nguồn dữ liệu đáng tin cậy** là bước nền tảng. Ưu tiên các nguồn chính thống từ cơ quan nhà nước, tổ chức học thuật uy tín, hoặc cơ sở dữ liệu khoa học được bình duyệt. <em>Luôn kiểm tra chéo thông tin từ nhiều nguồn độc lập để xác minh tính toàn vẹn.</em> Điều này không chỉ nâng cao chất lượng công việc mà còn tối ưu **chiến lược tìm kiếm có trách nhiệm**, đảm bảo mọi quyết định đều dựa trên nền tảng vững chắc.</p>
<h2>Ứng Dụng Thực Tế và Lưu Ý Quan Trọng</h2>
<p>Ứng dụng thực tế của bất kỳ công cụ hay kiến thức nào cũng là bước quan trọng để biến lý thuyết thành giá trị. Điều này đòi hỏi bạn phải linh hoạt điều chỉnh cho phù hợp với bối cảnh và nguồn lực thực tế. Một <strong>lưu ý quan trọng</strong> là luôn bắt đầu từ quy mô nhỏ để kiểm tra và đánh giá rủi ro. <em>Đừng ngại thất bại, vì đó thường là bài học đắt giá nhất.</em> Hãy đảm bảo bạn thu thập phản hồi liên tục và sẵn sàng tối ưu hóa quy trình, vì điều này quyết định phần lớn <strong>hiệu quả lâu dài</strong> của dự án.</p>
<h3>Kết Hợp Phân Tích Với Cảm Tính Cá Nhân</h3>
<p>Ứng dụng thực tế của bất kỳ công nghệ hay giải pháp nào cũng cần được đánh giá trong bối cảnh cụ thể. <strong>Lợi ích của việc áp dụng thực tiễn</strong> chỉ phát huy tối đa khi người dùng hiểu rõ nguyên lý và giới hạn của nó. Điều này đòi hỏi một quy trình nghiên cứu và thử nghiệm kỹ lưỡng trước khi triển khai trên diện rộng.</p>
<p>Một số lưu ý quan trọng cần ghi nhớ bao gồm: tính tương thích với hệ thống hiện có, chi phí vận hành và bảo trì dài hạn, cùng các yếu tố về bảo mật và tuân thủ quy định. Việc bỏ qua những khía cạnh này có thể dẫn đến thất bại hoặc hiệu quả không như kỳ vọng.</p>
<h3>Quản Lý Vốn Hiệu Quả Dựa Trên Con Số</h3>
<p>Ứng dụng thực tế của bất kỳ công nghệ hay giải pháp nào là bước then chốt để đánh giá hiệu quả thực sự. <strong>Giải pháp tối ưu cho doanh nghiệp</strong> không chỉ nằm ở lý thuyết mà phải được kiểm chứng trong môi trường vận hành thực tế, giải quyết các vấn đề cụ thể và mang lại giá trị hữu hình.</p>
<p>Khi triển khai, cần lưu ý những điểm quan trọng để đảm bảo thành công. <blockquote>Phân tích kỹ lưỡng nhu cầu và bối cảnh thực tế trước khi áp dụng là yếu tố không thể bỏ qua.</blockquote> Đồng thời, việc đào tạo người dùng, lập kế hoạch dự phòng và đo lường kết quả định kỳ sẽ giúp tối đa hóa lợi ích và giảm thiểu rủi ro phát sinh.</p>
<h3>Tâm Lý Vững Vàng Khi Tham Khảo Thống Kê</h3>
<p>Ứng dụng thực tế của bất kỳ công nghệ mới nào cũng bắt đầu từ những bước thử nghiệm nhỏ. Từ <mark>mô hình thí điểm</mark> thành công, giải pháp được nhân rộng, dần trở thành một phần thiết yếu trong quy trình vận hành. Để chuyển đổi số hiệu quả, việc lựa chọn đúng công cụ và đào tạo nhân sự là yếu tố then chốt. Một chiến lược triển khai bài bản sẽ tối ưu hóa hiệu quả đầu tư công nghệ và nâng cao năng lực cạnh tranh bền vững cho doanh nghiệp.</p>
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