Nếu nói thật lòng thì Trương Thanh Vân không muốn đến tìm Triệu Văn Phong, bây giờ người ta quyền cao chức trọng, nếu tiếp tục tìm hỗ trợ thì càng ngày càng nợ nhân tình. Hơn nữa trong đời thứ ba của Triệu gia cũng không phải rất hài hòa, Triệu Văn Phong, Triệu Sơn Đông và Triệu Truyền có quan hệ rất căng, mà Trương Thanh Vân lại là em rể của Triệu Truyền, xét theo dãy quan hệ này thì Trương Thanh Vân tìm người ta hỗ trợ cũng rất đáng xấu hổ.Nhưng Trương Thanh Vân quả thật không thể nhìn bộ dạng của Chiêm Hồng Quế, còn nhớ rõ ngày đầu tiên gặp đối phương, ngày đó quần áo chau chuốt, đầu tóc bóng loáng, phong thái lãnh đạo thể hiện rất rõ.Nhưng một lãnh đạo có hình tượng như vậy lại đột nhiên vứt bỏ tất cả, hầu như là cầu xin Trương Thanh Vân viện trợ. Trương Thanh Vân nhìn thấy một người cán bộ lớn tuổi có bộ dạng rơi lệ thảm thương, vì vậy mà không nhịn được phải mềm lòng.Trương Thanh Vân tin bây giờ Chiêm Hồng Quế đã thật sự cùng đường, hắn biết rõ tình hình Thiết Mã, đây là một thành phố không quá lớn ở Tấn Đông, có chút tài nguyên khoáng sản nhưng không tính là giàu có, tài chính lại thường xuyên thiếu hụt. Bây giờ bị Cao Cát Tường gây họa, đột nhiên tổn thất vài tỷ nhưng lại phải loại bỏ những ảnh hưởng xã hội, đúng là làm khó Chiêm Hồng Quế.
Chương này chỉ có thể đọc trên ứng dụng di động
Để có trải nghiệm đọc truyện tốt nhất, vui lòng tải xuống ứng dụng của
chúng tôi để tiếp tục đọc chương này cùng với nhiều tính năng độc quyền khác.
Chương này chỉ có thể đọc trên ứng dụng di động
Để có trải nghiệm đọc truyện tốt nhất, vui lòng tải xuống ứng dụng của
chúng tôi để tiếp tục đọc chương này cùng với nhiều tính năng độc quyền khác.
Tải ứng dụng ngay
Tải xuống trên App Store
Tải xuống cho Android
* Ứng dụng miễn phí, nhiều tính năng hấp dẫn
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