Câu hỏi: Trình tự quyết toán và xét duyệt quyết toán hỗ trợ lãi suất hằng năm như thế nào?

Căn cứ Điều 7 Nghị định 36/2022/NĐ-CP quy định về quyết toán và xét duyệt hỗ trợ lãi suất hằng năm như sau:
- Chi nhánh Ngân hàng Chính sách xã hội chịu trách nhiệm thực hiện quyết toán hỗ trợ lãi suất hằng năm và lập hồ sơ quyết toán hỗ trợ lãi suất gửi Ngân hàng Chính sách xã hội (Hội sở chính) trước ngày 10 tháng 02 năm kế tiếp năm quyết toán để xét duyệt quyết toán. Các khoản vay được hỗ trợ lãi suất trong hồ sơ quyết toán phải đảm bảo đúng đối tượng, đáp ứng đầy đủ điều kiện được hỗ trợ lãi suất theo quy định tại Nghị định này.
- Số tiền hỗ trợ lãi suất quyết toán được xác định như sau:
- Số tiền hỗ trợ lãi suất thực tế thanh toán cho một khoản giải ngân được tính theo công thức:
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
Trong đó:
+ L là số tiền hỗ trợ lãi suất thực tế thanh toán cho một khoản giải ngân;
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YxIql6sSaWzB+fOVFIML4qXrLT2I69dlhX48mQUOZRUreo6o/wKXG25/btm7akNp4vjTEHdJn+nIhfZf2aVzzIkJTbgv3IqqvF2nyTad7ikb8maps4l5TXf21z7JTj4Z5FEQq4F+gl5neXxHQPElcfDuGgktMYDsG1nXIqk4ygXt2cfDCxnMrwVlMrIRkmcI4xsfTyltWxVVJ+/OMfX/X7+Z//+cMv/dIvrTuaieVc/SEelQEfTvcM+rnPfX5NGm0mh9Pt2o6vdsW529JpLiqudC1R9VW+//7tNMBHJthil60mmD760V2/+E8fdt1jBtuebgV9jC85GlN5T7PNuGx3L17MhcBln4D1CILMAfv4NP8jSS65871FUVLzDZ343aOHxDaH/EJWfNKFHvxOrpgVPxZIC4EYMg/4QfqiU1BfH1cyzZEF1CORK/5gjsXH7L/nfap8PilHh+XmnINKSsoLHopw8ncf3X7hoM4Y4AROYjiDc/A9y1gvkcihIOTA6cjqk62c3M7vnGmVcyxJr8bgbRJMgBcoXux4uUBfO+Nv/MZvrEdNu1ar3ZTbtbKklIheNEhKfDqys1EyCgw7YIGhrcShE93jp/6eezyvl6BnH5/xbZIFH9kCcxuz+bUEzYdkpD8kB2Z9/YybY7J1jtOHPq57ObNujgFj0lWfZLDFfCBjJGJvu9mkrxiJ9OEz9gtySfkf//Ef6xyYf3Flh5WUdkv+S2YxU/yo02ZcjwTihmxzVvxA+gZ8IsgHdKQfPcwPvuICORGok5ROTvrMhXTymej+XFKuv5g7GjOPsBRyz7jpaIo8/sT2/U8gXT06FDiJUogyjPaM2nPqVGhvdFf9apNkDMOXkfP41/FjXRgWKJNnAj1Lvvvd716S6XPreN84HXessvjgqz+bG9v4CF9Btb0s2o5QjtJAvuDCV8KTEc5+TrcFGGSf38Sqd2+n5CcJzlcmlKyOgXyL9BdMfc/UF6Yv96jNWHPjfvZPN6S9gAZ+gD3/7vWnXzzomM9AXUmhrJ82dkoGz912EnYUN9r50JjkkGFx7QUdv1iYnHQkpZc8/GcujW8seaj5DOSJHTFkcSBv2qg8KT6TmhsJDexkvzgRG8oWGwu/09ycr4uQDjckZX+2JQmnYttr2Q05jiJe9FjNrD6SksL655ySCGGxcDvPd4fqc2xBQh7ihIwVnOoYm9ONMcEcIyHbJfExCd7UWWE5Ci9jc7JrPGZZmxXeM83HP/6J9QhGhkAwuVZqLxwch+hNFkqXynTML/F3f++9m13scS+ArbiuMynxsPL2fCkI1e0xdQ/qUH4N9a3eFQHdK7PBfTyqQ3R2pe8McP0hntrEAd+bP3awG0926pOPIJ4C3bsA38wlpXjTx3xKTIuiJE22cYDftMlcIzp4nqSDBQKv6RPlqPuu+3oyAxvkgaO6+SLHok2OWJELMPlMCueT0h85H9FO2Q65TOlqrMGCgUAKSUQK2DWV9TEZEaczHC3eP5eUK//j1cQo58jqc3AOLXgZucpfJo1TtTWWY0yiZPzXf/3XdTI5xnOflzteEhmPl7Fkl5RTH4QnGZ5rPJN+4hOfXBNGPT3w8lwkMa26xjcW0d81He++m436bDLwcc+nrfb85rjMr2wRlK76CmRBzZ8d+1A+Sy5kC8w65eYp/RrfGG2CrIDVjx9AXePzP7inS/zjq665o3O6mz9t8dn8sy1a8aOD2HI6cYT1ko8vwCLI935MMpNy6pl813Tg5xY299ogH4U5dpb31/qKIXPluN0x3XyaL8lJ3inEI5xPyuVIte6QCy09t7rjlZMjxsl6xAx1jrA+m3AIct+kchjyTLmYt/KbBuWMvaHq58R2jycyaSZImU76qZM0fjXiE4ifCbp3xJGQrnOXNSbCo8AIyuzh6O0XPp9dE5TN2thl93IcdsVTPaKzK56bXWdu7U+66Dv/SsQkArvIRMp00I6/gHKMZYe6iA3TZ8E90IU8c2M1RyV8z64CC1WmT75FyeqYRj92JBcviwl986f+0PjJJz2V81my8KUDGT6leASxU+KPryOwhEQluXFszOaQT8hgU3ZB8lDj6o/2qE6f4r2E9C5AvHl06hhrEZCYdmdjkgGnZNz4TKnDQn4Stx5HF8dw1JNHZgVjwXfl+C8PmMTHjsfYJlhf/TrCPrA4zjPlXpEUrb626ppAxnN4E40/WTm4gPI89p73vOf6b1vVOV7aKe1sVi36xB/wZc9q01KnDZTJtfIJCjulAOFsOlj1ewto5WZv48AuuHRb7tlzRpBtS80qD5FPF/zpLggljzqgC/1NMLnsPqX3hDrj+MqCQn+7juO4qx/kkxXZlfTjtwIYf3zUmWO+8FbbG1H93aN+Pic4gX1Tr+7NHZ3cbz7YFnf9tKPq7JR44i3Y2cFux1dHV0nZyalx8UjerE8m3vw6dSA/XeeY6mDyg8aLeQvITEoLoLmygHixRGaY/Cc2TQLFjgr420gKr4nw1BmjgJFk6y3a+r3pVa9aV3HgOIHs+cvkf/KTn1yTRYBRdOW78G8iwiwDOTlM32mU+hIUChhyBQrnCG6TZSVF9YVkn6KQTHrMwMTXJLjH3zFI8Oqn7oz3kdGCWb/xo//545p6u68El3x8rJ1sfuNPJOjpgR9sss77LuhDV0Hi+CeZHOv/8R//cf0LoL/6q7+6gSxqkrfAir95kyQS0J/0+f2w30a/853vXP9w4V3vetfKs58x0rP5Ttd8RP+ps/b8g9jNt2xXL6Ya02IUrwiMQ9qiUJ/6p1P19a99kr7FLCSHjhZ5C7T4b9HXV5KK+749Nx7hCXs5ZxEKdEdWd6/s77t3pZAClMbUvUC3AnijiR5azvjPsQstwh9zvl6U+fSSlB9cnu/8msaKx7kZTknOzcl4hulMEPSCtHp9HUNLBsEsYASD31YKCHrirY2zHCPIMbnJM1Yf15ylHiknj67d64/2+rqffI9DV2y75lYP2xF2k2UM0sbH9LTgmWR1AruFgO6u6pJJt/RzH7QXBOpdWzDtip6TJag31L7lon/+539eF1Fj8TMGb/cI8OBfR3rjjcHDOIlvHtJPgPb8no7KLTjuoV1ZXXrr7wrqslNZP3PAX81F+s6x6vSPkqd/sQPq1dENP2hMcxNflKzGibGOqRLUGJuExc3GJPYh3sYkO57ofFIeoaMBcxBUDxl2z113L0m4rOwveenhda996PCmN7zx8NpXv+bwogdfuLZ9+5vfOnzxC4tSn/zU4eMf/dg6iY5klLV6xr9rfEHdlL/XyZWBrsYxSDDYIR2/WpmaOGQScvDkk103QxMw4X5SmPyD22i73/okv/70tdhJyJ59gS2Ssec5idUuNsdPXeLNbkc8z6J2YW+gfcKR+Nr4yopuF8aXjBZP+uQfZToJOkGo3TyC5PM2upcv5OjL33BKr3SGU3VBXXzCnl/jTvGY7WHWmVt24Fe98pxzfPMFmtCffnzJD64gzsWjmLeImUOYek+4v3UkLkjJMO9dKWqS+ojuB8bKJs3qTinHSasFcvSRNAIqUBJRmiMuQv1CZWM6ojHelWz8rNICm9M403U/wbeDZEdkRrMeuGe4bMWxaUXtG53vSDe+k5jzWYkcu6QEkji9oWVjgVK/CMwPH+Dn5ZDvg041fkDhWduzmXa88UsOGa54FoR44WO+XY1T7i10v5by6YkcbdC87m29XaRD4/M/vujM71tsRreLeM15VIcm72Jn8q6/unxdUlrYzJN4508ximdoLKTzbSXlRYgJJa0Otm0T4w2nVdhWzpEddSSkzxOOTBLTebtVlqLK08E3wzTG1XhJznArfs9C9BM89BPcM3ifDpK7p+noHxT8aWIlpOTcByO7rMCukmY/yfxo8vOt8Xi64ml39H1PYvrRg0XUrsZP+gD+PZfbNfEFeiibU0S2RPdewdttvwHuLbe30YKzOS1Wno7vG5sv8CM7+kGBr4Sauk1Z2b/HrJ/zxpfije1Ob5JSXCqbm8ZlBznRHSVlg/ZljJtwieloJDn7sbeEECBWDOdqz3uePbyhsupPp+I1DYUpa4/6M76ktAC04gsKi0PPnvTM2XeKvc2TqoPJWln1sek61J/R2YCCrCAx0Wd8t5UYtAsA7aAPH7CbDxyXPNsp88vkYUyLqN2sP53yNpef8OFDb2XNkwVUYsbfvJlHMvAzzo5rl5ScjrD4p3v2IFCXPneC6adZPoV9+0Uyq++UxWeO8L0kTHdQ5gOkHIwnz9x4TpYH/MgH6vQvMfmxxRKmXnigWyZlHfcEU0mMrQyUcRzyTGG1NGGeY7RZWU2kHdNuaSUWNHNFn/z3SPkMiYAuBaTk52R8OMbC4BgliG8l4yLoX2BdNH7Wu8wu1DyqeiHYMic8ftlJNj8Kdle7qGt9JJ/AkjR87C2rhBIQ+ThewDeOnf0iyVWiQknps1J/kCyg1EtUvPmZDnZd4823HVdQFhvZku9g6nAn2I+Z/g6zz2xL5p5HdTaHXnw5zbG9k1x89Muu+HTVx7xY+Oejh5jTJjbbLIzf6z3v72inDBhQRuAjQoIgcTySlFbOni+9+aTgfBs1ny3xM2kdITJ2j1P16jivlzyM5zx8rFyOUZJSmeP2DrkdGGNswXURj1uxvsCs1QY6zyuQk0yUDq7tlPoYY8Iter4d+jM1b0T9XtTKry1+0JxJTG/PJZRvrU436vSX3H58ITEFqfkyb+75mXzzbJyTkYRWRxdx4WjNjulz99l2J9iP2/sF6lO/ZN4M9Xe09Bb5H/7hH1bypUCSWogAryh7TsmhixzgB/Hm6p4vJL5Y3ydlfMNNk/LUwKjAkEQdqUwGUKTnFseinjElhrES047Wy5gmT9ucQJjlU8ipeEhGwYI3XYzlEHLbVfb8bxfphtjuPj5NTpjsNW10vg/UZpLom/9g3vNveuuLl7bKQSL0iGDFR952q3NKadVvzpT5xOnGwmmeLKKOoE43AlIi+mjvLzT8bFGS++RkR3D07Yf4nYZKELzpnO70zE5t6Omi8XuCfOM66yKof/eubLV48ReblefzHzJmP/ezHL8SE+VnvjcH+Ck3t3N8uOVO2aBTRKjJcYUCBWzfVmATbCWVoCZOwlI6QyfF91bYjwNJKRklpmRv8gWEY4RVi4PI3jv2dnFqbDqQtwWDurXpJPYifafksxIs3iYOqWfDPikRm+fkajPxjl0SkT8Em9VZXwR4lUDInPQuoGdDCacNH7ujXcQPCiSn3dhcSmK/krIA8y9kA18XmDMpUTb+TyBfoItws/bamr/8RM/albe5Pf/paW9HMtSxf78g4TuTUr2+eDZ2lbGWfgCkGGaEEYrUSQbPGI42ktMxso+rXgaYTMdaE6d/iOfNQN40hNF23d5KzvEFxq143grpFZ90aEIrH9VaoZyee6im9z75gA/ZIslgbw8iC9LJWCcCfpVU/G4H9L1TgPCLMfoKhOC+50snG/+ersQ0d8ZZ6Bxj/YLHTqJ/f3pFlrHq0gfvvb+Vo6cD40oINP2O8vHst4c+p+ZCnUXGMzX7kXhtsUlG2PNwP/uw3WaFlLU3z+WHBD3FB36gpEwRxAkUKGBaKQSJoOi5TlKafMFiJ1VvpTYeH4opR7eLDEdAdpMzAxD2zrgd7HXCA2X/vkwE2sPwI4vrY+iszH90VWeB8QwiMU2m9mwRKBJhLjba3QsuAeWzhO+FjqMWQPPAJ+kfNl23HUAfc2PHdLJxLDV39PNWEtHLKci8lezGoumf5mLqTtf0vVM0nhzA87y/N2enQxRqvwhskZR2ftRf/fBzctAeUw9EpnkQ05Iyn+vHH+3E0y/xCeeiVcNshOpOESVa5YEyUxE0J0E741tlrcTu1euT0adk7Sn+Eyas9gJgHyygnSzX28FezryPd3Jhm6DTvHVhJppj8MhX/GmHdAz3XLPf4SRPR3JjAB++lywlJRJc6ozRflFQg3mTcE4y3prbaS2i4BhLH6u8gJty80H6qSshXdO9OVFubLJvB7MvnnhH046w56/cOFdIFxsGm7244j/xaYHjs/hExlQG1/ixnx9nLoB2/igp6z8Rn9vaKeuMUiQnuyck6GN1N3nK2qywXg54xvFSwWQz3qcKSuMRv6AuWaCMH4fO/ungXqAqW831xTunai8gOQftoU/UfTLSbcrEX4DO59XsoScoI797xVaySjJEB7zoaBL1o7d6Njg2ejutrI0+2sgURHxJpjH4sF8S2Rl9lrLrSUbjjCej/s1Z9mSzfsbYJcwRGfr3Us7u7U2lzwZeiMQP4ZEPUHKbs5vhVLvxER4Wqvq5Tj8CHfRD6mbwN2c9FjQ/6ksg88hej1QWp3yjvXk13hXhoT6/Tn2Rsdrpkq5kz3wJc15uKyknKBOmYPU5gJLKJtK3SJ9AJKRgsjNaiSUkB+iLz51gGj6pQCA74hCTydh0r//EvK9f45Fyk9cK2KSdn5BtotXFY6Mz2XPs7Asm2uTxXcfXktJRSrI49rsKHLrgSYZ+/VWCt9B2Ny966G98waovufmr9mwg03xZEOhmnuy2kh4PbyZ9p7TQWnDpiYexgFf8slGZ3KlD8qLGdq1/5H4iOZW7xu/8vGz3Ux+gCx+x1ScgxKbpO+MmTZ6TYK93ZfV7PvUP19uO908LGDa5hCPKST5JIDB8aPa9R2JISMloNbcaWZFbZeIXpqHQ/ayD6vCgC370wYtDW51aUXPOnJhTfPVDHFoQNaE5rzFTb7Ar9t+ghCZGYhqy6Wk3wetsEYEZJI6uEq0dQhL2Q3K7YM+VwD47q88hPmH4VumtqTelxqeDeXHlIwSdarLXvHmhg+hqEbBrupIn6bX1I4K+NfMHHtmTnxGkA9Jv+nyWtU0yDvJ5FO/G6gun2sB9C6uy/vSWgPzGZ77B+pTkXn2+jycdwH36pCe4ss88omydsl3TTdu0z5w87aRMuOs0PFg97ZJ+DdLPsTxLIqu8BO2ZaCqXgqegX46YcI8PfgLXig4CUFB39OKkCTIn8JmUkzjRPR7IRCLBTEYTcDPdydp8th1Rrl4VnIL07LmcDEEgyAW94Ke7OuAzz4iS0mnDBNPReIlslXes9OnCDwd8AJeYdj19+Cg9Juitjj122n4GKcnJ8Sb213/919fPJe7Jmt8vyVUH8c5/rt3PMhQ/ezR2BjKy2JsP9aiFRR/9pzyoTMY+8LWZB3Ha5uFPz5B/14kP5ilgIr3xmpjy9Zn96G8TQnMxnf1gtX0tPU0UiCujo4LqGGKi/ArEUUedgBJMnnXslpTjnD0yyvUUkTONB2W88CTHLqyOsQJNwEiigi+KR/cT2tCc/GSj6gsaV3VgR+y4qq9+2pJHj3RR11hBIoEsZpKrX+LgYbHxrNhP2dxPfsZKYH630lvx+1cA1JuDdIdpMz7kCE47n3EC0rHVDumvSfwr5P7yw1tZsvWnp6QU0B5R7Czq+X3KcU9HYGe+SL5r7eojPOqfD9Vpq2/tU95EvPM3xL/4oLMFkO1sEbclpPaZNK7RHvEFYxpHdxuGzQKVlPpqz3Zw/7ST0uDpbE5RZ1VnEMOs9o5gVjjHLUnpCCRxWuXBuNtBRmc4GOue4Qz2xkxSpo9g7eF6Tk4yJ6/aYbYjE9+KXTKWkDcmZc8R/GKs4ELndVfe2rcdzC7VTxAlhhOGZGKX0wX/2SntViY53aIWxH6ZgsyFRYlOm7wtMbM1OyWu3c/3SPL5zAJqEfDXJHZL5N4c0lkS0xMJZkk6FwDy8gWC5KdzaE72BPWt/75t8oTZXvkU1Q4tSvzVo0MxMzFlTP+lh6t6Y/lBu3iRiJ3i5ENJCVMXY592UkIK5HCKWC2dzU2UVXsmpKNrr+enQik1HXsrZEBjBYlAlfASkyPw0t4uiX84JSeeW0JteinnXPxLwHRtTFeIxzbW9WxijSmhe+60kFmp2+GQnVKAk8l3ksFH7d5al5T0oJMJ90bWpPOFFX6+JEL8oA3RzXzph/oxtrmTxJ77yfMMKwmbQ/ItDHTAQyIb4+d3rhYEcif0SwdwpXtzBNOX+nfle0TXAn3Wo/yfP6Ys980VJANKFicC/uNTvtFfW/PtHvDQrq265MQfb3rme77VJg/MDX7ZPQnS+2knJUbtDjGjiOCyS1p1wFHLNx/fgEx0x1b9c77yVK4rxBtNuG8s0IPhklLic2hyOIej9rKUG9916gHKTcAMLrzcz8B2D3PizvramfDTvvF7/HG/1/366i/HQM8zfs7WX2Xg48gqOfwIQEJIDgGUbfRTZq+kZL+ruQGys4euxtALCWgJaK68SbWz2q3tyhLPpyvJR555s9jZPeljPsnB0+Lr6Cep7ZaO4PmKnOIkP6pP90jbqXLQP//WRn9+z67GNr6++zp9gd/Y5WTVY0+7mLYSCNK5sfGCWU8neeDE4ko3tpMj+c0TXeqvrB2/6GknJWaUxpAAq7DJsFI6AlCGkRKyHwqY3FaegrrJm8jISafq8UCAJ4cKHIHUqgScYzei05xYZePjvzpk4RPlJNCvAEhnV/d4oy0xz946Gjv7bSu78vZWmL966+fH3pLS8ZEPjbO4SAzHRklpp5II7CQjH5AjkPiXz5EdoIDSF7I1u+jgZY5klFSSSx+7o8RzsmnOCiwJa3HQx4IhyBz1JCMeeNHfLs8fQI/8AXSYpD6fo/SrL/9tvts+u+ClH/4WXAuLMt1hjq8c34AvPvTPb/k2/umsL975L9rz004P8dabc3X8JyEl/kVJOfG0kzJgLuDskI4yjkEUKyEFlcmVLBSA6agIMnbSrJ+YfRDDBI1AFjgFJli1BEmOKqma6CaTHtPROdkYjm7l04ejC3rBTQb++rifyWo80i4JLFqSsZcqjquS0XOZ47/A4Lf+yQ7/QVu/MrHY0JteEVsQSEw2W5BMPv2yh20FWXaVkI6eZFskBI+EM3dzx22+8HactVP2U0ly2Gbu7fJssmvagdm/R35uHk7BvORXc8ev6tiQXXzKX569XSWnPvhOH+0xZeKDJ5/zXXqZv/jsfV7M6Au168+vzbs6cSIWzZ13ARaAfBomH/S0kzJFKMgZVlkT7EUF5TrqSJA5ucaBiZmBAvGMqmtMqG624cWxViMOIFNgAv1KyotW1akDm0oix0iTjgTxHK+fYNHHTuEFiaBEgrIXIB0NldsV/ROMyOt3CWlBI5MNThX+JMrP5Fz9lU27VkFHTzq70sWVLwUBu135fPpZMNOdL+jcsdPR2SIhASSdIHI1Bl+Ub/CQuOZXkCGyBCEf8QEbLTR4ksNH2lusQnyDe+38QEdJbdeV7Mr5XT8+oK967fopO36bNzzyFQqnZOLJl+xw1d/YGSN8gfhyj3g0roTWV6L3SDUfq4q3rpBdN01KnaIwmVCE8RzvucgkcAzjJIbgMsHu6x8vfCjtitRrj6bsPQXl+uLBWPIsBIhDtAsKu4CkMpEmtzEh3vpzqv69CUVss8MZz/HAgexns8Sz40i4/nV2V8+I6gW+v7LQ7juio6qyFzoPP7x9+qC7hUwS+ksNO6SyOknAj2TSE9I/vbOpRJztwD+Sg77sYZekROq0GVNgFZiNn3LwandR1lciSXR8W5AsNuIjv9MfD9jrjyRuj0EWMgscfnxPPyg56GiHZEsLnwR1apOYdMpfEcxrcpXTx72x1c04jaDx9XOlEz3Zqq5ncYuXnCjx4zFhPDr/L6QfsReK9hMN6jlPYPlQbUK0+5bluOV4M59JoPGTT8pMaCev+owHbRHntYpxiDHQ5wX6gYC3e85fEwG+Ji5+IDAEgiSyk5n0beI/c/j2t/wjUnZmRx7/6Yb7D/c+677D97+3HAe/+vVFpn+/5nPLzik4rOIPHz7/uS8cPvfZz69X7V965MtLoC4LxLe/e7h29cmVh8R761vfcv3vGR1dHSObyEBHtqbr1FswC0q7dCcWq7P5EBR2v4K4t7yC2WLFtx19JRviLwmHyOBbySXRzLmxTggdG/XRVz+yBaZ69/yN7BTqoJhoXvU3b+IIfzuu5GaLpKQnXni0oysbZ0FAdLEI018ypPf0Gajr3nzzCVnihQ387tm53Y09YJyYaax6dcaopzs+fMsWpxWnHAusU09JaQzsdaLnbqf0vEGQJHGvWWLY0iXo1sf997//xBJYJvjzy4roPw/38LJCPL4k4fMOL33py5cgeMkyqf6rSv7b/p69Nj7xRFeudLXymUwvBLyp8w3Hf8NDwtCFEVu7evePPeb3of55he2tKuMYxIESr1/6C0ZtHYdMmkngTP0LuiZJvZVO8Bkj0Dn3iSeuHV7w/AeXZynfCv2Fvj/xefOyk71xkfPqRY7fovrHkvy3I/1HYC1E7MFbQHgx5p95fGDti8/rX/+G5ZnxbYff/M3fPPzWb/3W+oHekdXuaEETVIIL2JidTd6kAmNPtYPdmO1Xl6TAS4CQ4QWSZ9j+9pIMC5xkQfqCcYiP8rPFxJvaFpN0lzD4kMeXfGosfvlaGS/15CEJZgxS1i6wvXXGv79+EeRkmmN68BN+xpCFFxl7guyKZj2wl1ykLn/HI382Fin3KGMBETNAN8/fndyyfSIelW/YKbeffsl+Smyd3AfBxYkcbZW0ojlieJ4wEZzkzZ03c+45NCMYm+GbIktKLnm5yamOcmdHAdgCDo+zekcUKyfe9923/QRLP+3kpCOSWJ3tOwpaadvBp6Pwlrh2FEcgwYH3Aw9YbF62BMdL15cbAo+zEZ7stQBYWU0EGewnE6kzMfo51htnB/P9ET30utcufF6xBh8entv4jl7syXd0nfrOe0nXJynzoZ4swUs2HgU7O9lPNzpZzdmVHdkSf2SMgMcDL34xngz+MPd8wQb2Znt+sFM2T6i5isTZTEqgI1/Qj5/IidSRTdfk6Wtu3aOpPySn++LJDsdvEkobXnZKfnPaiwc/I+OaDxBvfC8X7PByw8Jlni0iFr30mTGHxx5XlsrrtUrbx+5rqzPMuzr3uhUIgpYCtmkvKRhDKaskBRy9erlzHLLyYTxMA482rdDHz9OmojkBH58SBJ4kc0SzGlmlX/nK7T+zDmRYsSSsZ7e///u/P/zN3/zN6gi75x/8wR+sOgogk2c3yTmIHQLDrmrVI0P7s5Yj6n33+mcTt11171iT3XWP+kfd848gffaz7zs8615t2y4YxS/eZDVeHVtnncDyDPuXf/mX67HbGEemP/3TP113FgErqZwA+Ief8KHHlLstQtvLHPyRer7h/04Rys1pOzOIl2JGYMaLv1togj5dkWRsUXSlr/7G4oNvPonopZ6O+Itd8Sexsind9EXpYTx7PH75b6B4zlfv0eGP/uiP1gXNQqVffkhn98rihT88m/c+wWOEhJYL73jHO9aknIucOYPsDnieS0rYjozbkWEZuwzYEgUoZiKsJp65TLwzuImhuACghDKh+ExQZhV6nShxbFxA1kabvH2f73xnSzYyOY8j/KfSH3po+5fU9C+p6GTR8K+6+Q/PSDKB8du//dvrGN/9TFoBCQUSEhwCAi9812P1XfpuCZAtUHBM4EGXJqDE2Ww6I3X33LPULypcu7Yl2R7TH/FQR9/Jx+rMLzMpBdUf//Efr59W+IiebDKP2SYJ42OMqyBWn1zIpnxMPn5kh8r6IveSBK8Csbiob7IRfuauOcxG84RO+VkfOgGedNe3RKwO0pku+LoXR/z2t3/7t+t7BHCk/8M//MPVf3ZjcsA1HYwHSe1k4jnSSz0bBt0t/BZD/wKEnHBSoEvjID+BenTmzYGcpS+qs8EU8ODtzRpyxLMq2bEcxxxdOCRHoZy7BaeAxm/jzT501Gut39rPFK+PJLFzcQAd7AyCi4xpnAmwsnKEFc8q5Z7uArdny8axdzqLnvr3Bhm9+MUvOjz4Qsex5y3HMf8FL3/978UI8msNP3OzI2ykn3uk7YEHvOjwz3jYGQWpFV3wkLsl9vRZwQN0K6mhenYWXOqME8yu8bO4CDqkDSTIPForI/OIHNfscPjmm3RQzzcWOCt/x1z3djLja6te/5KCXuIhG7M5e8mRxHQwFn/zgLe4KsEFOL7qsyUb1NEzf0HxkR3FM5n80iJQDOVPejXOmEhd+otLO7vNwikO7JI93rCDPslFp5DsG5KyAduknh2dgJJ2ql5BC2wOEPT+XRPBy3H6mwTOowyqvr+gwBu/M2IgWauoFduEbZPGaY5bFgEBJhm15yx6IvcFK2e0WnkGUS+ZvT3kwF6bB+W5Q7onI96Ijo8/rp8XCvpuz2j6bn1ayLbkbgKN0ffRR/0QwY8JyBCc2xjQn/7RvG9e8oUAAjLdW3AsWGzqWMkWdY5SyNyxzZg5z9m5+Ts7tnmPTgGP+ED6gvH40WP6B8SCvhD/ZOqHjENTn2ivZ3WT8MxvytVBOqvjD3HMN72gEV+Sy+It2cQdedC84GF8PjZWbBmnj81JQnpOt8C0KN0OziUlnQnLsTkMOJZAuxPhFLEqedgW8FYzyZehjMDHrofHdKI+aDo1ORPqGC3QPMMKrH41RIak9wLHJOckY3K6NiuWF08e2ukoYPGwy7eyzUBtIjfdzxJi3kcmB3E4UgdMQf11SH3r1zh86Xvtye0Ncv3O+Jz3ybxX5lPzQn9JKbgEMn8IBDsJGYJMcDUvoD59lCH+097a6Me/zSPUBsrprjx5VF95+mGW64PiQafmZvaffdB+3CTAJ17ZyZ78p9wOzW98qE1CImV9AE+6AL/2PVVe6CPOnBodgZXpRebU5xRqO5eUoF4iTWAoMXpDJZgZYjWQlI4YDKKQoO8BfVslt19oZNwk9Ujfylvfrb9A87KFseRKJOd1u7Rk5UDHGLIZVODkeJPnWGMn9+bOUdbCIcHxktx92DaG80wGKlAKFvy3P7NybNTP0dOPlpGXNlsb/5nz7YXV5r9l+DLGc5Ff3Gz8k9GEoRlUoC5bEGij07S33ci9hcp8dHRSJkcy6Rsv49XTowAL9MhuFJKXThNTZ3BvLBn5cvKqXX3kftZ3X//JC6mrfzR57ZHt0w/ZJI7samJEMnn0sajjr70x8TFODMqFfoRhozLGeJuAN9FidC8T0j0K6/3S6bp3z0pbUIFmky6IvTzwZokinLO9ZHloNUbwA+EU1s4xygWN61QK3A8Vrt/jIzGtRI4Wro7NEtQCYTHwYsnD+Mte9pI12eKPdxMEkt6nG7+qYYOk1N/LD8/CJqKjd3q54kX/1VFr/TLRR1WprOrYfb2qW7qvvqMLufxg0ZDAs38w5tqT24RJdvKQe8iWMx3OQ1++tZhZYNjmKNVC0+pvxeYzz10CkF4B33mSMSbfQbrok38L/NrMF5vV5fupr354z+CeMsIpO5OJ0hHIgeorJzuZ1buvTh+68JtjqtOEuJJY6i1uNh0nLc/GYqN54AcnLLEopnyBsFsaI57ElW+qfQIRx/yt3XgU8sW08cKk9OwEDKCsZPSf0nYVbCbXamBF8exmhUjpDDZJVpOcZ1zi9FNGZOiPCg5XDiNbgAk8ycl54LPG29/+9vV184MPbn80jVeBQwdENr6c6CUPJ3rTZmHhNJ9xkMWFTR2HA11y1kxKOJqyYm0+Qj3/sT89fO7Y9z+6ZUnKzQ/u88lE8jcdtj4T+csJhc/4mc1gDPkCQnK6zsUH+AiPSABpV9aGyHSffvl2X5+ek2pDUy/jgzaY46B6UDdlGX+qX3z1hcmPfH3p72qO+K24yXfaHWMtYBZw41toJZlHIKc2yWgx1OZk4kQmnuRFSZgf8xmkD0zdV12Xius1lVxTXlLZobwu9r3PToN5K64XPZSXFCYz2o6h2w+RGSUQ1AXC8ScHcQpiXHXKklG9/srGkPk7v/M7K0nOBx44+yGAMZxAhyYtEyW4o4Z/v8arb29xPQ9bXKxwHcU9K592YAGwXq7zdV2duZL+a/UN8FKnMRv/tbjou/7/Wj6Tdb4MjS3YILlQYKW7evcF8r4O3OsP6vjdvT7K+dH9JHXV6wf6grqQPNjXI1A/2/C9Geo/ecDkocye+sRTHZr6i5n6xRtmDLDRhiABbQ4S0umr+LabSkYvFp26+CK5khPwTc7NcOFOqSwJPEe+613vWj/E+6WCHUY9xpSRmHaXVgXstKOMpSADGZa4nKOucm0p7d5YV8cKV7IcK37v935v/ebIET4/tJoFZZQMAWuBseviZYXzX1dq57XIzF2zh30yJ9+F8/F6Mc51H2AeAn3qt9UdGwbOy938cStMfV1vZ0z9933jdRGfff0pPheNhVP9ofqLcEomXCQHbqYbagMQxyUrlLzavYPwQsc7jR6jLOqeHS3oHhE8xjmRiHf8UeV4pstFuGFJ6nOFYLYKOPZRxrOKbZ6C7YqCvHO4fpF7wd9RytVYO6cyMpahkqXEhAxBc+UnT0L2HczVgiBxMrrxdNzf68PhxnkGtjP6rw57KMeDfb3Z9fxqghpPP7Td35ougrZFlZVmv23cmd3RHqf67Cnb0e2OCfv6vR/3tK8P+7p5PylcVH8RLuo76/cU9nWu7AzKk7SLTbHbZxMJKS4dV/vjCzuk50+nuPJDzMUDptyb4dxOKS8ogFTbRbxVeuc737nukhTSJogJ065fCszkmKhOYCtPoyfq50qOhM5A5ZLKTvlrv/Zr6wM1x/iAr48xxsYHKtMTtQC04HjGZJud0xHEm1ovkKyAVj3jJaixnQYu8aOHNgjxJi6LFxAzFm2PPo6tFm/vIzz2iBPJKFbEYGMhHvs4vxUufKYEO5rnLs9gVgerBaXtWBSw+7WDQImZcikoCfQrKfd9JrQj4/TXz70kcrUg2CGtTHY5zvALGTzjvycYZp7TyfOyzy12SLZJzFY9CwD99DMmXS7xowfzi8yv2ECd1JR7nkTyQgw6rnqh47gqLou3xiDlNqvbjZ1zSQnbn0qdKScRvbWcr9jbKefRE6kr4VKkNv1KGm1I/1OKVkcPfVzbrUCdZPQcaPfy/c8Y/EH5FN8QH1d2OYIjY9qNPVP2nFr/W/G9xP+7KI7FJYhtG4H4FyM+m3gsc6+PxVtCWrxtUurESbFS3LtvA7rd2LkhKf3dIAVLHOj5qqRriF+rbM+gZ89c9XEFfTMYqY/CToUblI+Ha3xK/E3W1i8d9oj/lBOvdC35omnDxGVS/mjC8RVZlME7D+8W+p21jcnCLcYs2r5t9ysxu6Z4LEahOIJOWE87KfsrkbNgJeDYeATl9bGTABZToamAuiniVFtUW6RO4kCJA67qXel55cpOwSOMh3h0D8nMTuVsiO9lUv7/g059ToElpLesniH9tZFHHJuTXdF7DO8z/IvxdsxeOOIhPoqb4k3dncTNDVGH4T4g8ZtBW5/atp+fnf0usfH1i/Zt0UyC+tZ2apwd2piZbNMBobLrKcLLNeCBZ3zrB/G/xI8mxEI7muTzErAfCHgRKEElqn4eneyWEtEYdfEoptAs3wlOJOX2286jnCUYt6uEtEMKWMK2B9stKZFfrFxE+KF9fUaUiFvynfXbfmOqfqubxpWIky5CjpmUbGUwvoREk9/NeF/iRwPFoXgQ554jvXF1dEWSVFz45OHHAT7LnUrKGWPQ9U5ww/H1Epe4xP9d3LBTXuISl/i/i8ukvMQlnmG4TMpLXOIZhsukvMQlnmG4TMpLXOIZhsukvMQlnmG4TMpLXOIZhsukvMQlnmG4TMpLXOIZhsukvMQlnlE4HP43fhSr13qRWl4AAAAASUVORK5CYII=
+ Số tiền hỗ trợ lãi suất thực tế thanh toán cho một khoản vay là tổng số tiền hỗ trợ lãi suất thực tế thanh toán cho tất cả các khoản giải ngân được giải ngân trong thời gian thực hiện hỗ trợ lãi suất của khoản vay đó;
+ Tổng số tiền hỗ trợ lãi suất thực tế đề nghị ngân sách nhà nước thanh toán là tổng số tiền hỗ trợ lãi suất thực tế thanh toán cho tất cả các khoản vay đáp ứng đầy đủ điều kiện được ngân sách nhà nước hỗ trợ lãi suất quy định tại Nghị định này.
- Ngân hàng Chính sách xã hội thực hiện xét duyệt quyết toán cho các Chi nhánh Ngân hàng Chính sách xã hội và lập báo cáo tổng hợp quyết toán hỗ trợ lãi suất thực tế trong năm quyết toán theo mẫu tại Phụ lục II ban hành kèm theo Nghị định này gửi Kiểm toán nhà nước để Kiểm toán nhà nước thực hiện kiểm toán theo quy định tại khoản 3 Điều 7 Nghị quyết 43/2022/QH15 và các văn bản pháp luật có liên quan.
- Trước ngày 01 tháng 10 năm kế tiếp năm quyết toán, Ngân hàng Chính sách xã hội lập hồ sơ đề nghị thẩm định quyết toán gửi Bộ Tài chính để thực hiện thẩm định quyết toán. Hồ sơ đề nghị thẩm định quyết toán hỗ trợ lãi suất gửi Bộ Tài chính gồm: Công văn đề nghị thẩm định quyết toán hỗ trợ lãi suất; báo cáo tổng hợp quyết toán hỗ trợ lãi suất (theo số liệu đã được kiểm toán); thông báo kết quả kiểm toán của Kiểm toán nhà nước về hỗ trợ lãi suất trong năm quyết toán tại Ngân hàng Chính sách xã hội (bản sao).

Từ khóa: Nghị định 36/2022/NĐ-CP
Ngày đăng: 30/05/2022