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url: https://www.sciencedirect.com/science/article/pii/S0378429019319148?via%3Dihub
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saved date: Fri Sep 19 2025 18:41:22 GMT-0400 (hora de verano oriental)
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<meta property=og:title content="Nitrogen partitioning and remobilization in relation to leaf senescence, grain yield and protein concentration in Indian wheat cultivars">
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<meta name=dc.identifier content=10.1016/j.fcr.2020.107778>
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<meta name=citation_pii content=S0378429019319148>
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<meta name=citation_id content=107778>
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<meta name=citation_issn content=0378-4290>
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<meta name=citation_volume content=251>
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<meta name=citation_doi content=10.1016/j.fcr.2020.107778>
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<meta name=citation_publisher content=Elsevier>
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<meta name=citation_title content="Nitrogen partitioning and remobilization in relation to leaf senescence, grain yield and protein concentration in Indian wheat cultivars">
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<meta name=citation_journal_title content="Field Crops Research">
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<meta property=og:description content="Nitrogen (N) fertilizer represents a significant cost for the grower and may also have environmental impacts through nitrate leaching and N2O (a green…">
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<meta name=citation_publication_date content=2020/06/15>
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<meta name=citation_online_date content=2020/04/08>
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<title>Nitrogen partitioning and remobilization in relation to leaf senescence, grain yield and protein concentration in Indian wheat cultivars - ScienceDirect</title>
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sq3BCyuhwj3RP3G/t6ntB9s4iZTSaQbRRpTByLhA2uHU4e3PmPrVVjvmH3e5Ns1wxwEKCg+egEhzPN/c2n5RsPRDjjHEUh4L4uMEBKQBAMPnoFvgHOEeOEd5As7J4sE5XTK4EvIxhcpiCIg4ZN34Qb+yehO4V/2mbUoCGhwgJsCnAZb+vwbwqH7Ne/Hgfs5Y8Rh8OGx4rD7dFjwuQEyIAGLCCCEmHBHERIIUxIRHGmIiSYbswj+0NiW4fXgxfF7K37GWKQkhdwHIi+OvLBwR9W7H16vD2mro2fbwyWFX/wv3Azphz10vawVutrBtqwcx47LBLeSKIa3kx1ApyZ1KGmqnFUHTSFF0zyCtvplmMTTvykwupJgpUAKMqPgPIHwJDqx9Wr77a8yglsT+wSHc4MJcoit1O7zEQ1zJv4tQyuWhFMsiWPAjAGFIRDbSS/sBX9uwEN2arVIl0TKUz7hOb+pjjdes1jtSnz+lLM3XRr3nx/vbPivwhrowHD5EOHKjOJpjQAyL12NhHJ6TznVVXtXp+mKdmc6my6kyPcr5WZWv5vVcbT7UYXlL16FZOjisk3GZ7r6esO/3euf5bL0rXeeF3m/MXwVKDRBeEJ27XyC6RxChShGuokOkmjUTrbV0SNe1QTKNFJQaR7kpVJr9FNUWtokdfXSiGNslbn+DffMeIQI9gxCLvpRBmr6CNukH8K79VLHHfk/gdX8g876/UBb9jeqgh+mbQZysp/CcSokrpUWyYjmrAcxBrCGMYZy1s8cUXkjp5G0++k9ekLS5TRInhU4JSBSVpmsZNBfCredRSvKkzWRQOWN52RpFA7wMFM8kGiQZIh4mXTs8hlonuUlg8+62wNoyWNhxLC2X4wxgX4lFEgUa7EL4zKzQJkNZi6sQs1kKFA2Z5ixgrC+cRJ3ykFT7U3QdYw5dah6tZFzSAjkNG/EB5gPHvSbloKg3hDuMYbt0jGKdvj1JbZ4xQLS9JmkYHhn6vpx4gAK8Ot8EDMKG0MOWsSyvIpVVpqI6ZODYApPLBf2koFtxgv26ek3wANxfvkjIaaP8FBRKpZwJQzr1pslnC6LdaMSJR8o7Ax+5bEEECMUT8ywJXR2l+bT8agFtInpZ/xJeE9GiQVdDxGoYf+1+xjAfc6NhaOWk3CnO81KCmDDdYZNkSc/aBI8rAZ+PCvvZGMk6R5okNh8Lvr2M5cNuRUgiV0EulJOobSe4EB1V9ZksKHe8CUA95QqncRvU0lgS0/FZ8w+BX0dIL0KLaaVRWYWcYgA4SDSE47loYr/cg+rK2hQhhxHhIi3I3IlFzBBASkgKXA56N3icF6K3FmQJw255JWu0JgY3yAUVMs1t4tRvBiYvGq2bDZOaaWXgYdgLI5Nl63d/FafdGWedc354Qeci4dI8ucyVkTfUr+2Cc8kK+mxx1V1z3Q0349aV2+7EXTb3AvAIEoXaT9v1zNs6H9kvW75ssntg8+jfGQ5oVy4qPsJ+LLCvzJfzaPN2bTs9Unvsiaflmc5zDV9ovSS8mievOWIFBcuqr3S1RXBqq4gJwcGXjDfUYrdzrbjVam1eJ2213nrnvQ8++lQ+E75Qfb0yUkP+6jqJPlBgxrePhccJeCYuSAg2oAI/1CbYMHwMuE4kAmUpTgGJXiSVIM6FImf3Y/iyXtVfl5t18xix6MnQlAh6cXmC8T4oSaXcpcd+BdYTAE1hYTxEIMR1KOE0JWOe5yZ4aUGUBnKUlv5dimJoFBOkoW4JsDycFZlFEVMlXAQfzA8LKERYYlAbQjKmiNMJukJlmkUz5VPyYwJHrv38hEdlxSDeYFyafanVCPFIapRgdlrozNFYMtlezqmqtxInnGdIYulfe7cwtAyrwotJfDJGkVNhmge6gCHnkRfO+nlIWV+VB1R8a1P0ytA5zk/C5XWrHVesf/t1vaMxrHu8kMQh4xSCRjH4XBC3mAfmZQkKhdkifFGxmETOZ+W5qq5yoSIGpfidp6ZyHqN1MxdYvg1HELnIv9g1hoR0lGz246t3Wa7bMqjCXpmtALxM1p2K26wteJzvKvTj5nxZ1QWoKLMhL8ajAXxIc3fzKE4klSQBOewrCiqU6t/ThYw1PH6Tl6hpTVL5tbBuEt8VJBHlMdChwyI9ID90p/wEt93KdRrvlhgrwRX7hjKPIqN6+C6HflAAEInOYggz+aYHmQxxN4wxwmKUh9kZYOZsZik2GMY1PjfOJ+IvJQCJWET3nO4LJu7+lhcdjR4OVXFJQtK5jCs5WW/qEyQV5QHN7BbQUPsaFjUaGNM37q2JwJShMlAF2gFCJX0bh+NHCH6eyCOxyPJyQ1tvMriAksuEy6YQISyQtUzCIp399ec5irCycKDprOhg3nD5SNZmwc0Bc/KyK6o+r7gfGUGv2F3n8peGaJyXsHQucOXbyXpdn1WSX16SZpRtP79KZ8E8OLNMlv6UQCL5flA/ZNW1RvOwFjgFnkHQZkVpi7T6ph0c0l5kCUVFs2KsD3bB3EIs77L4CQGVoLGQRTiTI8SWA8R1CYpNl7yF4ml3mT3Q3ayKwazhJNJ0s8M54ZxWuenGRWJjIU0oiCSxXXY4ekXHvoT466q9cY34EnRqOiRqI1UUbS9PkH7Eh3XJ6K+IZeBAKxhRQDIyKZuLScBNwE/iLofQxW8qsmlzibhLMwknitlcZnl9Y1Z48PxSuGwke7PA5iSwuAC3lY62jpWSXQhetrwRRy0lfrtFQlk60GJWerBwODqSt1nl5og5RdmrZFwyiOM2Bc+OlQr1c7yI4N12GgMn6eRceRx0P6tqMH/4xf1Jq80ilb9jTnF7eCxTNtfq1D/8BYpbwdgjwgvBHyxK7JCnz3kdhrBkODbyImbHceqc9AMEasOEHze0AQ2BQOnUk8IbX5CN0uNmUJJT0IgvsQZwJpM50NHVUpQ4Y8utYwC+cN6+6EUhI3Y885dldjbsXMF5vIthl3Rdick61MdI8kldG25Ibgyci/0xTT4Fv1xALmgmJBa2FJGIcsQE0iarh9YgnMn9HMBoEhFurMyKhLzM491H+UpZMHtq89NSA1tzxLwpkXApIf6uXgc4BruMJxNGIktEboEIFA8PcgWX4/Ukm6ck1iWs7QrbeliGsoDZ/eSBB/oe2vTIprFale2tXdpbQx90UTV0j7jhwoic3vevXpbH+nRZv2FzYZlFLPKgRJnd3X1lPyJAiRD5FTVMjCEKFSiAQLKbYAayOCJQ2gCxyswh/hBZk4trq8/uJw7N8QhK02Wzoj4GxGBpppuoBIRRQpaR0M4P0i5KN0mQUY2qBjHczI87Lel6z9qMxfY2RsgagFAfm5ia427Ashuw5CKxXILAbUyCFE4qycD/7Q1UaD+YwO//lX106x7JbUmh3WZns27/uVWiWLfZ1p/d9iwrLbS745KApIS0tysSWP499JWOXF+BI5EcmAN84zlNBWAZU0Hb8Ohmv1vC2zDpVVgS4JWe5p7/maDZ/VSFkmmRB1P5u2QHItdRyoLANOzTdZrZV1phtX7+Z/NgkNfY1IJJsBshFAbP7Lqx5UZoFCw284A0+2gF/VHanhzL5J1QsQ4EJpCk0zTMhhheO/3ZI0qGMYQUcNQKZq7b0ue5yUOrMj/k2n1w6F7shaMW4mNBIQhQiYJ9FKHAyUiJxCf6/Yyxug2ydAZ4r1tfxEdfyH2wwmAyoqhmSxlngSbQyS4lUMbAhX0/+/3mviO/OXVkT6GA+bylvSOTfUbh7RW7NvHoxm3jvcTZOILMIwkF5TeOZ59zZ+ZTEYwKU6zf9zpZ1/FMjJCgKVJkhK4YyoV8y/KZuUSr5463z9iDHR9/ONzr3GVxQ6ZyaA6FDpYYPMtdjvKTeb9Xx4HtADmELzaq4o+Dry0+YyN/ufjtFi4PjJFReOeidhgWaHsRMoIXlZhY4uWgKY3/Isrn3SB7nDraz+5tOxcbpl20fLR0esgpYqQU/m+/H6Ugrdi0Lc+gIPX/8zFz27KfSnudDy6dOY6QEWYzKc5NupAbAMAMi01NyiB8In24x3HnEB/aGSDyD08VVbhY792eJlf5SQCVkQfwBfMJhu/HTD3U3hvyYWrsOezu8O4s7/GSBMuAcop9z+pm0bg7+N3zSgAQMgW52LGkQTSJOhvNf8zieXoaxHlhZmnxcHyv+K6Kint4n/8EuBJQ0K9PpUAJ4iFThsZ9NwQPNVs6MaibZZ857F5er723L83jWplnZiWix4glGCnNo/rOWRRQkJ2XWJlVmR2Ovh2jQPtMQds37mX9c4qNLtpvuXmD+0jwPWV+JfiaHQ6vJwqUF74CoWmmDetLwy7ry8AzBT2jWCLYjDc0Eiu4RMRJ2PCzwxZ77Xyw+ZkMpemu6Fd44E7hL8OiWpWTjc8uCYNwCLdjAbUSd1G8Z04xuwZnbiB0y3CuQDS7zgz34as6E4FBdtpPBvLYLSmsZUuZ6LaGA74L6+Au/xgYBQaC/+QeTOWQ6iXIGJCJEdVvCmX+31d3Mna3V1579h12u7CderAncZY/YQBNRuB9gIjECzqkzq1wpccRNqLTXeChRi8vxxnLaL7Q7Bgp+r35t/Sajp/2U0GoLZmYiqnr+bkDTs1I6QbhWwhaiWyzXYFrO9R9Kd3JztGNtgqVKGxMCDjIT92iWrRnBmN1hvMwNPuKovLosO89qQS18z4eazTtkaKQHtJdzlCJ9Jw6EjbUM1hPRWIDt6DEP8OgE87ZlmrZBGZttwPDkWtbdJh2WwGpLH0w3JmM8CUm0WW3SmCcXIN+fDGxbEotKuVtAIQHXm92TI0EGovnSLr4f84LJEitbIIqTCXpig1xjldRv/Kpa5jvzj50y5YY3q3Qo5eSbzwG0ynnJkPx1NOA3kgeSDI9GyTeD7r5rM0FF1OfBKfkEBO8uxOyHhUrHktfGFE20Qmjdg8GcF63d3hnjhp4d5JXk4QzBsoTu4lfyUOgPngqyYhIGaXJ9C3usQz/V6v4ePLBJuWfIJCVbU88ZOLa4/FyjCtT4lUn959WWsbC53fCq3736/M0r82HIXIFtuzYxfvsT+fPzYOcBM8EH5os2LLyQf4YSHVdxN3WNLN2fyGLoAJw9R167eTZXhthvRgVmzZuOwz33TKzvaacc5TmhK3a/y3R6GNocZp6+Y8thuCciZ6Fn27KHdwCoOszDdS3+ULxf254VtwCLpPG/UlCKimwM+VnIpvFcsiyO8p3R2i2Fba8zJlE4rKpgxfP5052Rr+pO9jzlKh1Nb/mwk9CjKOHbi9cJdv0dTq4//qUi4jfnKuWhGbdjp75S8P9N11SwDztDCA2Xnr4nN/vG7870ihp4AJ6/8Ndtl84dPdaCda5WUotbAW1tW3S6tsypB3G3k8skzEmphpcljcJFLLQdlrzPc7ZKaI6r2y7XARl/IG53ZTJvI0dSq8wbTPGDYPvLbjeYdg2aH2EVBYW7YLaZ8z6GJN2Q+gb+n3HqH0YtB+9fl0gV7gqWlWvhbay7zmxzg3RaXgzdNV8s2ZvEVLfbBmrvlNJIPUD0q1DbwNGm4HmRsqswG6brHbAdQCzQ4btsv+TIdAJhSYYdMWhnAg0dy8tKtBSgDaiCpkquVqFBkkrpbYqJbVqjTqtRp3WBpVGNSadejPzrEURWMpZCazlbCRtpe3aLHv79cEx74SUs4xLo1xdh29hnEiVmJcRxxAJP7ILh/2b31Q8UCtSQ6KtgXYERvHqkbRYdPjY/Dj0e7hyRaposRVqvhSuwY+qArwGZ6lKaZkLwGpJJ7NljqQfiOkrwZplRk061JP7Rsa0JIQ9ko3DRJZLnof3GI4JMdESaxFeQqZQv+UhjCXQzkPBiVouGf1CysZcM0dLE9kleySvbH6mFcb84jYGA2UDEm0r+Y7AKF99N9s5VeS4FSj4ABgCMkbLrRjwpXArfnlVQNLgLFUpO7KzpYrslhWSr3Xwo/pLRNqnkAc9bwCefIvKSHkE8OEdQLit2IyWqsaSYjgtcWMnEPpBJvbDFzsmQQrgFAIZgXsAAHGEOSEAAABSw4KIGNDYBh//szPga24geHHO+bpbXa8ueAjuBtmH+FUj9o4eyyYoXwGCmikAgKak884A0TOgDrr6qxmSpW+5r0XV+TXt+TLcOw4w46mrxZ7i/qjL9oq+x2eykf/J17kzoAK3fpQ0PJyMcjc9Td3yFz6IDtzAG6iVsFejODpMQ5KiPE3v6z+fA5/Ghwxy8Dp+8lf+1oCikvsMeZhSDyNTmTBaGJ/qutvalQK19rqidb9wBvSFrr1iWlHGdJ0H8mRgzpxvMzJcVNWVuGXOMTn+lw57GfU6zMwvOTfX5wf5ryZlzWeZRyhV6XR1ATNy1td2etwCrMLFk+/wIKMcHdCH+n82RdCvrocOeq5pncO7Q02FbqcpQ0bBpmXQfpGlOsT8w8RfYE0W3E9luAklRlJOKpv0Q7Sn0cHrGgptyj/5YzW2O2D4hKl16p9UjtUxj61c5CCn3923uccDhwRKE1B8IKIkSZNdFnn46M3PTweNHV0ubjFxxwOnPZbggiQZbnjpk/t+qNqjhsVXdf+O3zRo8V2bdn90mvbPYmw8HodCPg2pNJ/FrZK5hCZkJdTQVpOcjI2ww/qf3JQwUpmO/XCjDK4pK1+aFqx+sMWuadidXfcKdnvPJxfANp847SdO94nD3Tpxj7lzBAJ650cKu5L9euVJa3tyUs/XwZI4vf65/J2B4juLL2QN/XZGr4tZ4qqEvhOpP0Ia7ha3gmhY0miG8WyTEWV7qiQ90aGFWASnd6pe6YdfxW1pbGe6VBIhQVxSJet5TeqweMN1EDk51B5uddoOC31P7sKqyyCVOCiWQcJnTuoOiTat7zIpFTH5KP4S0Amux8ebdNFAJd93TqvCZ7ymNz4HoZTmx90ORG+Ikwk/vw9P6tLKbmX641kNCxvNN16gbHOVsCdILxV6vfRYZ8U7q+GO5OSbOYt0aU204tUKWmr3b8JqUcOBGFNu5EEapJxvfnli2HDWrsrwqH6xCRzvVLp5Uu22p6ynCioprUEuRwqeWVSjVudU43yR5Owr5ZE18gfyZjIfg63zuW2Snl3V9gr9H1LeoaoO1U5M7fg0FdC9pd97XHoZpi7+3RPUVzz6H0x9fLsP0wD1Bhn0kEG/Mu93xBgK9Mb4bYGnoNwV7GHkGmWbyjQTaC7QG59JfabmxasLOVmc4QTcKX1Zecq5q7ry0mqdJh1AB9Rp1mnTMemYdSw6Vh2eIlDwamIrhw+JsxPXSS9GXZ+Nw00Z1iiqRxM+YxNQst7akxoAByFQGByBwmCpKrVGq9MbjCazxWqzO5wut9cPwhdeeuWb73746Zff/vhb/ZuBrli/zTfQunirxB0NU8U9uKJsewPBLbxg88Ofq4noI/ph3iW9+6iG7FRv/SH+fdV/k1UdeGfBPPCW3+2hXq4ajaJvV28NiFcQFJlHWWQbnHFTUpKNE20ZjbW5zaM21RDnZ2q96RZBqwmKK5lduiYnY5mwmKups5tH0mueuUkB1ffyNMGvjxzchjB1E9PYrsANNf2Q8iUS7qeNtAeHI2eGJmy0q9gdL37oJHFNJEmRJgMDS5ZcUrxVSpSpUE1qt0AjEW4VEQmZC1du3Hnw5MWbD19+6ea1u+2Ou+576pnnXoiXMEy8Nkm3LHnul3IdUq9H2rVKv14ZV+xlFK/ktTfeeue9Dz767Iuvvvnup19+++Ovf7LlyJUnX4FCRYofXALBA/fvm7LjHhNUg1cdXfUqDbg4r7+YidgkUplcoVSpNVqdvgyO+xCjyVwWk1ZsZffYMYYntwvtxhOvxQdfP38xmjZj1pz5tGDZoiXLaYXZ6r1rnjrrqXdaAxpTEwYAah62eNFqqm2GCRbW3ZAJ2EEIG2oJs8BBBLmiwjSid4EixK2gryuJEZIxqZCGTMJcW7LLctee/PWnMFS8ulQuL1WjRp0GTVq06STc9aQPj4C4IV1u5B8CsBJq0MSAISPGTJgyS+a3zIIlq7Dew4Zkey/ZjdtfmsMNczw1J4rz6bmMoSu4phDNPVc8juRJeDlvvvz4CxCYgm5ZsBChwoSLEClKtJiIzcYxHHcinbxJcU6V0zfujMXFKC7JZVdctZZCkVgiTRkrVyhT5b7WgOVQfIP95vqT84mgmv2uh5l46/c8znIDZnB5RLZRdGPGg+rHLFRUUhBHBgAcQAwAtte8JkGDuOpCZZWqQkWh0LUCtbrUOoMJzkl1vrhObdsb+r2U99nE/uHDrXjjUkTuEsjlRgI+ZpSea8ROVj6+qrOmtkHZYnEeXoBclSraS73RXmHoGc23N3qNEIsJqPyYq5rVPJXP7tz8iO1C3RPSrKy2o8qgKRmwclie77Y109ygMGZE0oRpQKjFefbIVtxSEKIDhzPqzcisPWHxWOP7uuAiEXG1KyUHObkBk9CPfNeYkXYc/NTIdtQL0Hr7WlkvOL8cOz4P4uBhFqrIbMzi7dkxb7tDSWGoBzKqvetBElSga2NGTGZmUAJ6hiOsmDP8GaHb8A/r5A6VsVvLK/GOFXQe71aQVzvmumAj04a13ZuiXy91mONVrGtPDUCsoUYaa6HlfV1uV5JAqe3f3rR2oMHczsbBPlfp2TGOuNp6udr4c4ek6r1b6JnZz2pgdNuXsLq6KF3gOtLNJIvD4HRs5+0gaP1NwULEdJCYAXENRK6fqML/C+5CXyva0WdXrZ2Glg5AzxDGO/GIQrSYdO4s511wMV26scuuuFrnkfbWi71ufkD45W05R0MFK5U4eYSOamQ1xNQhaIAEtT/auK8dis8V92mmfKff4G0IfmxtF8QUy54KrMrnWmXXjigoa+0SdXExgMdpPc4GryPos4nWshYqDGs9dviXCiAD+bVNoSX2SFwpoiUirhAAoZvyEvQ0z7KrBeLWz1rKyeyZTVX5oA4xtx+8leAtP7MWPrnMGr18ELV9USWpwEttK/jOSFY3duZwi3IvSJKqJVtj2r0pNjALZ6PEyi/dZwHwlt68RALLvC7SkK1gU+u1Kldwvjwkp4BkZiMD95/dwQI4M6dwQ0beBbenRKmsD65aDbK0B2GxmaeuseBjZLTRE/SIui6yGhQ3NjHsRowaM27CpCnTbEbF+uFuBkrXL98ASyJv8CdaS2uEEVa4uZmDPtWQkBEDBJQiixinhFG7QuT0xxlg2AqlIwuNfhkRtLgvg+azynMQSpMYD95bFPl6TOuWfe032F9CGlBUch98gHh1SVUbkVcvrQHUswvcsyem1YuzwFhzZPiElU6h9MveI2C4fMJgar3R6Ibm+aywppLUcyot65iLjYLJTP0Iq3fx/tHYiKsgp3LI40S9ShFhXkurEUavTZChmjW/wUqVZlq8JGS74KmnJ5TOlxFFg/VxoOazBpypyhE5Zxgw3DZaPB3PZHF+cGmLLvoZcTnaBsoWrgirZycslZERqimKHAjRK0lQt1J2KmMd+qjEttLWsLFRsWblqwK5GAkxaeTLQHmlK+lWZ5i0TaqHTPDcVojOahTxnzxT+M4Ng7qXuQEg0dYAuLieEztGR77DZRsi2ocAitF4hrDcciHfy2JuXHqu3h7PrY2prxP5dkCVK4+tXU4DyvZubzhNCh/pENVQBS+pg7qOMtWaoRaKcWkDhoJPRxfJYZNcicSA9fPdRq6bi1/rlQZRevcJ3wnXkrMLpKWj3rGOTFZoo2sT40ReeuX2E53do/xBoPBBXecujVfFZeWG+1JMy7NYDMRGRCd+0ChWlsVMs6G114IQstTtiwF1V4Mf8EcSkQFfCn+kzj+AIztqPbznGi5Dlptd+P1nNMBFXPtSn/GyqZmriAGOfSMjd+yVxdXwW/a7kQWtpJNfvutXsXmS9Yc/nx8OuJ3wl1IRfmO4l7pDJVGaNJiYRazlmmOQ9CpJyDnNGzNcW1zZlSpZAKuhNZQbLQHuQf0f5WqvCoqJrAGnJ0CCixl9oo1T1eoOfLTOuuodayJXnNWQaMy5vj90L4a0HqToI2OqGB9NiZj08lpZegy1VyecSUV2niBVhRpQ+jNAr5rHVRYSxeHZnkip+eYlA0g0lAs0YWiGZep8JUgU2R1b0Je778W1wxfjyNtb/lKmpEcH68pJsy7sToZzHEIUyKfRceCIY3Dt1q2LWl3YD/KJhHfYd9xjFI72j1+z+plL3N2zGS7dhSOnbyRPe9rOpJBqmfK7RnkOxDtR7Z0VGlwlJ30H2LqjJ3yKTKZqr0eGOIZZn4v4xQVgaFp4IEOgtfQC4muuacUcmqbdiQVChTZ+aQpVdmjqBHoQhytCl24vTCHpNyOSz58KNHO1xsTWY+WhH+2jwL5mxALgVwY8+V3tJ6UN/CZFv7NX7pAvd88cQNueOn5PJ7m1MeaGyUUPBRmWVkXCtMPyBcqi/GxJungGXjlwJ/hSFcLm7JKG3oeVAnTte7fiB1/axuUn4cJMy8fCjSuzIATG2kqL2yZ0md5Ux9CqpzyeEEaIgqn2LC1oAdWnwrhqMkCrhqtEPKy6RbVw0EA2tV6PhYaQX0+aDpyod43B79Ys1wSatBquqtwVUEdqNNIzyttrmTQ7KHYv9Kfa/5vPPG/Hk4O5csEgWNdu/fqV5NVgdKy/nUMc3UeMbSz7eC4JUsEggOg0wzhBJd0C6t6Ph6hzXgqQy+XibfSXzquLop0vvZDOqTcBZxlLg7nFwFOorXwDlnA6P8ZLQAqQiYtgR3pYs2uFTr6xf7Q2c2GTsoGZvSbz+xdYc8mv/igmfFNZ4rTkEDuutpaeqjWP4W+or7sEnyRfPmAQFk9RpERq2BNXztvVJLZu8+n+AnwO95QSO+UBD2jJI+7mNVEQDKOtUzzZDcB1tc7iZzXwA67NnGC8dpzldpg/BTJAK046h7kUyGq0Gh2mRA1MYPhIjDeUIEVX97fK2F4zxRxqZN04Bpv3NZffxevGmG6pKy9uE++eiPDjpdyqTl6jQWoDxIn2KlrQRHt5LR1cQLE+s51HS/+tNLKYN0il4fSe2umHyQt6oVVeo8dUXhl0ZXeikKMj6x3BF72+uyh5zXl2Wm3wClSgqi1VcyJI8TSi3ehPkzbs545R4iOn4o7UnkpuGpqNDFfljNkSVKI47xXiV5sJO0/0EDi4qndwFnjGQRPqCA7XI4rQhLd4agSCzbSrMUjSyZ56PB8aQKWEet56wslsQyH0hw7OCt+kCH/QJpS3BUigZngFQ4FzqGanfXappUL6mBwEqQ/Xqiy94K+hCIGVjOaQbXleq0YGE3Vt1ujLYSramREIRY6gtVLVm9BrbS7AhMgoNOGG3biqjaIIsg0Prh+TEzSNb8cy2sDZ+qUw6xpoG5x6noNXkVc1nYfqhY5UYPLGUdfmG7YvfGFd1gO26bn87Td/RWCvYwaBno2TEQP7nswjtxUsabWdsWnXQbD/9g9bevo25R/2FVC80mo13ZBfFLBqAEt/8FOdOO4UAvJD403GrOMZPqm3JUT+vMgjE+13oOnAYp5sy0M+/nWYP3WcZwfgcxrdpaiTe9SxqiiOr4vK4Aaad0faKjdPUohIcevr5jsJsR0R0tyBTPfI0HhouD6YurY70bI1TjxpK4l6Ukp/QldioM+mkkrePGUMi/STCmEWS9rvrfTA0NURjrNh4XEADyUKkMv4ShK8YETb8kgDRp8OPX6Zj788bTAyW1mUn4G4mNIwGBbXakQDKyeTCyUZqzndmLZ1Zs7VNiq1grFxQaMI+W0MO5acyjUHjLJDtzWC/pxXMEpV+4MdVWitJk9yGlLgAedoClPl3TBbSrp2hrtAQL79b6SpKy1Av9cwRcHHJZy7zc631WI0cPn0XnKOSfCnbAdWJD+D9NruCv2F/fWm6IJ3rqOBrfGYCjtbvfuZBCv1zhZz6aOL6HUvYaRqPjIcSTpwY6c/a+au7CFY5cqQgI9scWeTbkfs7U4Vh45GJLaw0TqEAftOGQOltTFJmiQPJa24mFf+SgLJbK0VtBwxbOjav6Fw3+YYAQCTNBoH1PY6AtSl5D2bQgxiQcPQ8a3pT8qN/To7Sbr1pKN6h4L43udvOnBLNJluPc4TgzzFCdCGCq5mVLW978G+tcyLja5NLcnWdXIug3inpaGpu8eoU2YCltwWk9Y030qetBMt4l+j6IxxeFxRdJlFpdfUJNtiT3vRDCa+cu/86cwGoyH3fd8dDqFJNE2SujCAIusPzd7/ao3UaNLGdaW0TSiNz1JruMk93prhAuW/BttDywiNMCV+yoMkSprPgr5DcMq4Ou9jqFL0GSp85lDJzC3c6Zopo0JCXTVOXM2nFi6NX3+zYOo0omBajhNwdXAaPdAy3IHiYP84Q/j3Y81t0dalH/jHjx3tFL34jEmwRCgJz3nFhihxZOU8yaX3utEwazVpuc6XmwKBb08MXLwUSPqoSjdRL458g7Ih+eO/1AhtvpVjRP2StOkfj7Fp26l/YHLybMpIBb9es+5yfZ353ZHKYB3+K3g+xnOp92y0gIjV4wPelJZJ82JKI8q91gau3s/FMPp76N5fBsOlfl4lKRinHHKj6E7ilbQq8W/EVKjqVIO9kuuQWM7edF3nTmxSoX9Oa+lc5vJF8eNoaZh8FmUQw36V2KEjfu8sE3zNVu20jfANlv11Iq6qsX1tEpSzfsB5JONM+0gKf3ug+OxNHnYh9CNttCnsUFrFx3FtDSux9nJE0VVmOPbklGl0dtSmlDteiobTdBPGcuZkZzK2NCd/FYxb5QZw5XhIZhRrvrfVmzF9ecL2vLyU41pNuLTqfWNoPsVnp+CtiBjY9VII+PXz2KKM5XT7cz1aGN/VFqkv1ZRBjbcmCAbNvXbZ+Eb1l8cg0NoAzAHnpGRqpbRps2c3uKJ2XChx4HWqwK41scOAqCCYcDeIkUB8P6XSwLsIOlZtH3zSrcj1FpP20rD/M40Uw1dLbm0gsjRS/Yd48TMDpDMd7xLZn655C5QA072eW5IoU0t6I3DVtXMEecr15s9oQpxzq3ydn06dbJc+9lTCqV37mhel5ifRsUyB+v7c3pFCi5pZiDoBFV4qBgHkNWyBURzVimLG4+agtSKq13bzMEKM5wA910jzfaSkNZU9nbzq6tbOwzzO0yydL0C5HKzrAk54jCSHryt2CUIekSQpPmkBGSFZ3fDwyENQQMAPQQmSMk4quKiCm6qIRPFQHQkKL3F80CeCJhTAaKbes6QBSjt4MLojg9MbFQt9mWNlGNgY/sbOCHY4GMsZC5P4QjCngDH3Zi1AECQLheNkWdk7iBSDi9XO4mari3jY6Spe19zA52bB7xZBtwm5Q8RdYu4Rdx/ag5bz0CNSHpPxpLGeekbOc/JeEBRPXQJFiZQlUZVMXQoDqTSlMZJOWwZdmf+kvPQRvyyfiPnsOyE//GDjp19E/JZPTIFiaCVKySnTQEpjaRlNWmC1sdO+GLOcTj3fttcYeeMUMRN/JWjSNEUzFihbtMjWklWq1uwotOu9IocBOgSRo1NwJSjHIo/GsSpJ3djkUz92BYwoVSFtQiiibkilaBin0tSMSxnqxq0sDeNRjlbxjpdAfONDjn/8hBOYANEEJwilSDxSEgaJRJBMFKtykQ4FJnFkQ0NNopAMhaSgJY1CMiiFQSUsasmikRyGUdBKAeNo6KQU9BSP7xVId3pQ4UYkHGkUolFnBpX5zCSynpVktvOxyg/SuR/C5LFysvmu6rAOWj2FYgBV7Kvsm7ImSp1cO5XOrptaFzeTRrd3j1b394hOj/eUnrHDaDYuwcTe4RRjcVhOwc7E5IHp1xzjd6rncyAa1UDHULCxEPw0PCxkFhoedYaF6DbfQlDBoILBwLHAYmWPjdUVSm1yzB2LQD8IBhXMMpDFVjA7mARvfqkxV9CKaDD+4FiwYmNFjwKpBAUCBQZRya9SlgCoAJCAHLkwdLC8cAr4gaSCKgYCBVHJScfjjuf1x+GuewHLOrBXgTf0Rj+Zt5JBLh/ViQxCVSxCyW4EhVApW0hGMhtDITwKCskWki0ECS0PIJ8Pnp2FNdmtpxASZQvJSObiTaF8iBLaYlKjwZxY0QcJLU8+/GHvWZ8kaelOzUZqeUPPyUODh/uqVlRiaxtxKDblZTO1KaWdDQUSF2oVGtmYVDUWNs5+aOdF3cxr6p1tTYkMa0piVVO4SU317GmuWH0YVmOaZ3G4cKRiHjx68OhSzaWaJ1fKrpSLR13aKocjUZ88vZsUyXd1MtNG4f+gMv8AhfeZ5z3czPSfV/rEIaZi4xWRVtKEG5j/eQrCZn79+afQaND7/4VLQs3OJyqjrIUwtID5tfOTjV5845HSMHLwi8mqaCONLKusA4ZP7tUPPhktE6eAuJyqDsrYiuwhK38+GURATsfMJSghr6aLNrHmi3EEFN6xCCnoWbiFJBXU9TCmNsuP88ec5AObiJKBlUdYSlEDpm9ma3eveLU+0eLNSw0eo/VX+PWKTMR4SsN1dLArFHTof4BhVyuE+o/p3loptkH9FX7/NaBwc9I+qRW5YtRYV8oqHXq3w+ffy6kgChHno07XCQpn43FeLdyePaMmU48r8ctr3ar0JolXb0pZQ5s/K9mt97kqLlSez2f6uZEyeTZXE0AUJlUm1dRmG0mAzMHNhvuDWc4hICQiRTobTcWyYpKrosSyIDnPJDfJTLIasizLpP5BfZhJ3YO6pCeNDxqTz0VUZxnFpOZBTehJ84PmlH/4CjU+W1d27a0+btfuubyet/U1v6MPFD9w+aDjIg1+OP4xdfnqx3c+ufrJt5/+BZUnKcR2fzUa/W+z85kqVqBCk5PTEmXrtB6nms1o5Wvbwr1b/po3vs3gVk4WDJAFpMJOyzpqwcXvoajbNgvSMigG81EfhQh+DOugBbjw3b6o2/YBpL1R66McwhHcqPXeAlz0bk7WbQsDaW/U9inDsAeb1LrajOuagmAayliPdast5LEFvdDGu8I9p4HaMYxrjvqFvIs1ONd4d21J+j9eKK481o/OuxaL/yaa7ytcpYfVLhmkpdRF9oH710pzfYULPVM7KAaEVTWhaWD+ITQeK5xkg3aQGQhDyomdQP15dE/C5o8jW42NvPL74SzHQ4eWIEi/SwZEgEgDddyasqbL7twEpuNH/hCX/BJMG3px/BZ9GlyTKD5+m3c1FnVidJPbgiOxqsjoyrctLsLG9xTP3MQ+v/wnVfxszVZVwcGFFLXbdrL3LQRbyJWNrK/18/GwRDHP7l4zpBYz20UGDBcDiKge78RW9VLjvwzys23IorEfIP/hG1kSLBVjwSoICRaLNmdlc7lIUtzpO3rHyVXPJeFJG1QyxOCIZUhUrkRI1M8lNh+HLyAQSWQKlUZnstiFnKJiLo/1J+pAkVgiff//KlcoS1RqjVYH6A1Gk9litTucLpAmeLw+fyAYKi0rD1dEKqui1TWx2omT4nX1kxumNDY1t7S2tTM6Oru6e3r7+gemTouTNMuLsqobmJ6Z/V8slStVXBNMKOFEEk0sajRQfIyaALXdgGp1G6b2bttmjttK7kw7bY9GiOBxRff7Bp6OPPsjaXtMVu7JAQfU3ddT2pnpDMaYykrTpFnSXelx3JPPK23c+FTCKE7SLC9K3TAt23E9P0DJnmnNWur9a8+wHC+IkqykW3t8QI5I9B9Cw5CGDDHnr5KdKb9sNRv45+gMIJQwwmsMiPvoeoPRxNTJ2cXVMzUTAyNzWWqz+WObVYbBam65/6ZVlcqtCaJQW6/cwca+hbBjm6q959Zn9BZKEZwC2JTnxxdShiZLmSYcMiMWgXEc4WHI2+AnwTEOxlljR8QSOyqu2NGxxo6JLXZs3NCYanFEeqMYrITCk3T6vJNBqm9nsDq1K0m29vtJ5l7u1V7vzd7u3d7vwz7ekEUybkDduAKIBI5NxwDZ4+UrAMINKtIm6+L858KIvDNlXRblfn1ofIRRaxS2aBSn/aC1/mknsMIKK6ywwgorrLDyNQDF0gqDhULg+OP2xQpXtOKVrHRlK1/FKld1c5gTg48nAKdv9hwLgR2dB8DI5w5rDm0Tlte8ELjhnfQPuJwmvwXsCRDq/bdhfc4NcA9P/ccInAKAHi8MoB5OwAAHlMGQq4O773suYYCFJjQE9O8mLwEuuuq972lNf1e3fExozfSra+TJ8eKJ2cfrDvgej8bn4wl4Cr4IL8Xruqm7e37vPQkFFMJ4AgiZ0BHQhHwCk2DclTt2X//HB7OEGgApIqVWpkqvYTvsTxetIyx+B4mmX239r/yHq++ft3nS38+a2TCbHaF/856bcvdZf6tfpCdKq4CLcDPX151v/v9HVs1/f80f/UtF+Oz6J6/TD+m6IfXv47nT6kZ36hrzIhjODvjwNRTRPnJj/yLh3V+sB5IhYgnAAYBjAU6V7o2fZa8QsAEZAbARgE2oHACbUUVRzViU2ihfN6jGBvx7CdL3Ke9/JtXETSVuy+nXbPZrrPpqjC1tOeecufcirfi3nUBepdrysiLEl8d+3FrGAemTplt4gj1LPs+EnUyc255srKiq422zuD3e8xTWvrZ1bKNwBb784EG4+MT0lDS0vBxc3GTSirLyagp9l4qxvqGRrQbKt+itl1776I0PsnyV67d/slUrV6nKD90G9eo3ZmD2Rmx5bsMr//kGs596R9IrWO8p+kzFN6q+U/KFup80/KIvj5Y/9OTAy6ftL6JCBAXIipEUoSpFUcJcHVM1DFQwU8tYGQsNLDWy0sRGC2vNbLWy08ZeO0ddHHTq4KyHl2Gu+nga4mdcgElBpgWaEmxGmHmh5oSYFW1FlGWRlpy1o9V/U6xrt60FXRuGLnv6HOl3rXHsD8a+oDT1iY9R4RbEWN2xJtVYa03Vu+hAp13d9g2UYI2SSzpM2GQiRd5WAdny5V2aMsoqUgrA7qimsNp2dd1A/L2+E74T9/+ebhVgILB1ayqHiEBrhD4yCna+NlZgxh2E0tGP1GxLGOiqCLqi30L6Rt8fEIZtlhhIitpAQ1Yj0oF3VLQEiBw4VeavpHrbstjEYmv3wJbkoyV/hO6JvICTKvHmgDEYuoDsugu959dDm7HC4CkaWXWuYkmaQhkTSixxdK5oJJHxKtqXE5olp1w+gtWfZuXriA0RKY/2yiB36KZoMONe7dCuvKP3LIfiUMc02yyZJxJih0ki0PqciBFRLjfSKLaO+CxUV8yCFaBAXA1rWb8LpXS09RGEi9yqUcdyRSTjALLWWMsx+kDEjb3o4AAMC5eouE0vG9aBZJVjQEZT7RhYnZuCV5Qf7JsrzvWL0shMJ3UiRlZgl2jkEfjDFZHzPhijKo6Ise17kT4KobGQIZ89a0I9UIbmu+VRV44AhmesDksupTPSa6jvaJ0N/+1hhcCRO5PkMA3tO0htMsYGGkPr0SjbxMFPuhr3AcHwiWKmrwHsOAC8GoB+lFDvF4BW/wCZt4GoFdDgN0ABwyEM3ciWX+WPr0loWz1qXA5OvSvvoD4HQdDjOcThYQ1BS3N3TbZNedBcftub1c7FzGbezuGi5efYQUOkiNOKt5tiJD+UBo5qF/6wWOSaUfbPq1UxKVWb3BFzOUdHIr7mSOJ1E4tIw5hjl0QdeiyPkfL23ATsJq81tHTZglIY7gElVK4JDSrXdUA6zxhJsVVbe4p5+GqEB0Eh4c3OFT2pNVBcBdVqA2YCkDsR8+jBdN7rjSptA9r/Lml45FvnnR8SG5gA4ftKa1t582If600Fzo4Jaj3uoGYAUOTH3vvSOZs+GXpbZplZw9WZwwgswQBbPWUFAMsh75aV1n6pcvjUfLFhfzzaG4yPc+jZOI5P48jGp587K69bpcD0/FZw7gWdWqkKau++ZUKEOw8ajDbXhCvr9RN0mWsP6+iNS242jtfJ+y4PDsTtX75deV41PrS6RmE+DhbxVeWgBsugJoAyA8V1z4QwMAaAq5BLuwe+pNv5pJRzlwugZuIaMB7Kzt7A1sI0pRhbGy20U45UPh0NnAHYfnF6bJHsJQWtPH16k5SSSRbbthNycNAtKQXQg+2cZ95ZUFNmaMbKJ2neUMNCFi5cJ50z39hW8BpFme0RDg8nZ6hNBZwLDhDkqjxkghVJSrSFUycNAhy9vApQYEUyNWhZJyUpI20qndA3z0CEQPOKVNPC/SzQOK8Qnx/KkeGZaCYksLuj6oh6LnUwMOpDSMUUzIIYGjz0UJG2FVgsTqhUTNIQK0LCO7xCmj3BRySfAReyoWogGcy5a9JDasane0bq4hBwu+/Z7Lz4b9LuNElqZRo3aGfoOomYZI1YSN4F9OZmgsS2Nan5Vbabp2Jfu1aUO7zozjLgABCII0YX2kyoelGaWZCY6LFvbD8RtJLS2HlxOsMQRKaOBzQoEmTBA/ZQL4NAqUghqAk8Y6SUkaixYFwA89D20I5UftVFm1Hbb2XJri5Dx5+EDDgE4rKLGcE8Qdo32Hw7b5JBP3f69ZkgjYEEPROikFTAucfCEGxpX4lyxUIrwjTyqoohrmDmJWS8c8/DBgiYNdZNcE25KhqNQrxcilDNRxGQsQqkN+Wod2kTVSnSpH2mRaSLgIWMZKIHFcWcJDFpawkSJBYgycEsktHaodu2INiU/m3inilC/dHx1O4sSNytoVRuTgokp9XuJULnLL7M4TScB5rAw/6Z5syTjZem+vzvaBajLXKE1ks0mcQ8emlS1+ghCVtlvOEmMuLnujqiF8uOWtjB6Q6mQbqZM2IWbW1XqIklcXa5dbjPLg2YFKaELs30ZZLBQqOslBaEUjo89EPt6oGrMmkVpGBN9i6kD+q2Bt7ijAcQWv0ncg/1Q6XriT/ylepWL6zMnLli2ClEFD61MRGaXHvB7D2WZAQ0byqIUKziYkKU0CDCL5FPlbGemyRzLqECHd77jva+GZMFApVeDsJT1gNXpdIqpiAWwmUQeLqNCkmR7qxazoJINFWDrKWe1ooEQeXXPx8IkW7XFfWQLmuyFpZGKlT5pkK6kKyPSoExBD9r80aKOuQhJUEEs0nW3g74AXVTHSQaNzo6FM7Xtg2TEjh9WBP5mF8HtrMltHI35XFr6eomtK6rfOGdEi6jmGRP2b3B+ytkS+zaWHZWpYi2PHe0UmEprw/6FoKrosU/k457LBCwESziruAa3d5uvxFt0a9BLD+Sb6qIUWkFDFw0Oyo1J1gsZ0VTBPU6sWMNX9OngGMpMEQGLiauzLFW5SmeJqf4QR/Qq3G/ykhRH8g9X4ujV2j2quWDZao8KmlNqyMyyBmvXFkf0qJE39OoV8tsjEivJCWjD7tbRz8yxMI1K0gp5VpzU5qksb+ow21mfYnl3lO4Q6nZKncj4OIP2VFkg93UvWsuCVCIuvQiEtQhUl0m0UN1EXQmGbXKb//TKiwauEYEDyvfPbVPPgbXaReAlIE0i1UiLGKqW5gAIutd4h9YBgh/gs7hYcGpCC1Tnm4m1I5oXxJpCl+MAbKqmwbzBX7cwiA6D/U02YHe/em6ZbzICauzZdyqvbhj8l3zZPzNG1XJIs2V3Kb3uqyJs9LklQi3KlT9OzI0I7Tch7lz2y4Ee2W7j2TmqHHe7hGLTexe9st3HJOSrWfngXieZw5oFQCHglDHqTDoyLGipsBh96gNOwJnowEnl0qtSVXy/yVi8Yn+1MLsbX2dsdCKxxp7awHx+wIY3ShS39+QumQ9G5vSyB0/1tJ9jPaFelusVf/hRaUnU8umXhLr11E+TCnS4ITKJPqcSP3RrraIRVXJTZJLkOrSzbCfyA3LUqgLYdWXh7kcwGa0FW0lP71z5a0ik7mrkpCA+xpac+PGO8rinJLjjFJPqv4A/BAYuo6DYMYHSh+Xhgfj/GDk04qIUBzpJ9AdcIXKkZwyxFQo9NcFe1dUs7mJbiwJtIUQSqufJEYNbBDY4hJVaKRizKYWrqgPSHpzrvYkA/wo68+Y5jrHHbur5G+XwJ6kTVziJjqHXVBhgPTv1Q4XeOZ7m+y0PMALeSENkqFyBWPwmofyGPh4saLxWLrB6nltxw1H4IbKpjIarUPS3JjH0yknVpeKMYwgbgu9wnzzZR0UJxGnyonSgKDhI9PvdtgfEjwendVVGf4dWvYji7DYIV7jjGEUg+v62LDC4WseJAEpLzzTPlK+jsufQubcvtbBzKIgcWSLAWMRWlmQVSTnszhEh30mEhlWO/0kxP6d2fPR+++pUeEzjekfyIzcbCp4S3LibUEdort7kuXfry5PGx6AqY94UiUnlqrWHynjkHK4hojXftE8IcjfDUH0w1jaYJOWpYMSHzHHsenCPYzo65VMZumCt9diRnPnzqkto2KiiWbBivRz6W0xKdZKsu0Pzl3a+5FSGeCwdZv3geXUHUV8K+yXUIUKEhpfHqzBfOg969BPPjjOk/tsViobKwUctrZvQXjRwq8wmpIhqdK5D5812UjJ+XQ5tgmaTK2BYs710UmYiS4ExjWw9ji0A0MqGkDA7WZYObmFvZGb4tO5pKCukTVB+ggxydpwrxDZuCs1c+kqkHbqYmA0hl3eGXuy8G1uVU9fC1jabl6cG+apwnrf6m9Vc1esHbEKTertNln+4ykI5JTBDTmbLpMeNlfPeEFDnxsjEmaFT6cc5wc5BhnqP2/mhdwj+tfxczFZggn1NNEReizsJDviCpeBZ779Jwjf6h+H7BaZSg/w4Wa4OOYdC9hPk6oTVrKSJREq4IJWKcmavKdFqT7ZVzBfy9mUu2Ly5NH2m0iYWMuuRDGiTEqrV0O5NX9huDGCGuOQxtkgn8LK6ojfEt7Rmh+pUxCEGMdChTJGWj4tXATfmMqAXvG9CtdiEzuMUoha2HFLVXIluZtF2w/dQry3pjZ4C7LZR5KO8cvesqk4NnguSpZqlF8Vm4IGCG6dACTq7dvFfDllWO/g1JWTfJf+eFJ6ix5qCHO2YINg9Rh5/tNswkYCvipT9oqE397YRlHukwrTr5QVW2ULI13CxF16yu9qSY2vX6daM+xE05jNexg+9yJ7qkPT2eljO8Ec/LcWqZagGljMyQdXARdCJ3yNokGE3LbeY0wpcBTstM9t/9dQPHBSWAocAtuQfVDw2qu9r0LY7iqPB0kEkNELG/KCen6klrNU9lFMCu8g0NSJNQ0id2xy/AhFbUo0xwcpYlLyUqsSKuBYrjqZGa0zNyYIz+ke1ks16eG33TyKKvtzKRSLKmvzYjbBG20trZD9Lr7Q8lDBQnymDRZ+gwjgJEAccwgkFKDBRV/HxubN3czo3XIXLXKR17Gueecg526NBUtXEmOW8w6lhhBsFdEVUpIDgyJ07Trpn5mXyGc8OzyNbOHBiY5vi4ufnCn/CVnCW7swa0fhDp+xzmJ7AUY6zFEkVYjg6mZOOBEM3EIRT1kPlG5IaUm758zLNYnUIdcTO9KN7feQ0r3AaISZm7NHYYMs6trrgXnY9qsnmrJQR73lIa0ag95n+LUwJEcHNxU+6odiNlyk1M0OxY96kAV+gp5cvflU1QoFpeZCykewayesXJDDhnJHBlhwHQlOpHiULbRDd/GcM7KbrtZrOy+xaPcsXHyUByv+JS9xlMmO5LblovaUrFhRKv+z+DZo82sGBViADVgXN4O3EL5hFXbKWrs1C963TfsKSJ6JnwZ1djR3WnuYpXc/4A8NM9XYGDuhttVxzMuj3jhddnbvTcfFIr90WpCvIO/of7Bj2th9M5YI1ApXQeI4WLg2p+/HQUSvsiqTsYiTzBYSZIeqhwPhsLylgbOdtQsHCeztcFQ1L/rANpAKv3+g1uNCrKwMXf5ugagGq+VdNykPX8HoYBvvlQ6kIAaU9or1Zi9cQ0F81F5XzPw1omloWPFrQjw2DdgkULmGMxWNZmeGzaPInnqcG/kEuck3yhYJHealfpBpSRrMufnc+XbHmEgdnTTf7zgWOxIleaO0TzFG1Lg4KZFK5axo89owRc+obUjL58Vb1q3rptFRaqmvIln7ztFxhMqrYvpE3gJm/gdmU9t8FYR53HKm4gP4pYZ7JnCahZqfejX8bbRFuwkoorazJ29HsB2Ze9tgvINeaCTd0oW5z+ZcXYQeM67elX+O0uKmTTIy2iRYmjFTwAUQkkdhXGyxOSctziZWD+iODrIdtFg1gZeEXLYMMf2o7YISJ/RyfbpFuGig6XssfibP7FBNQnLjb+vfy3oz7KGF4TzKG8zTHnE0uEDDOThqHkbOiBoEBqViy8EgcV0IR6vFTKNg51Rd32MHiyDbtRfb1pK2bw3KTkauuiqsb4LHJgd7SoI9PSf+aGZbzdeP84EHRONMtaQ+dk+vN/fyDBn1kKk703cH3bgeKKwk9Ilv34AU18+Evh51mz/UOdwzlRFWHSwZv/7sqmqcPBDal/qUxXsQYOfgq3GrVATPpBNJcK9t8x4iHtIzfSaf+Wz8cHV3L+//38kx9Hr3cP+gyL3/vaXoD3N2TL005iGsf2FZ7x54SNqM6KaHy86QzoXruHqxKNQUMimPBcr1OpHS2cSRGMXu7oq6m9eVCpdIWT8YwD7l7YSEBxatmjPRNbwiFCnzkOAmmBNGMU4GpAPeeHVDpVtPNSO7tNNW9sUnVjfYlI9rGgo2b522tLPBvXGdu+4McgsAAsqdMTcISMh1PkoBHmFu8hTH5wU69Aike0QAF9yCLEmcN9E1vCpY0xAkwU3by7Lp1kaddMDX/CnQX4RvWwTSPiDjzldnsalnAzZiuscZ8xCzZ132QXIqY2/qXONUvznH9dycx7j8Hgy5DeEGu+T/D47r2WtRQ/z0SoAupMzPUuWci9D+Serkke+VVJ7JY5DzWoihLgJAgAHOT7cel1kt7qk5ODny0NEf0244l3nOmBhz4e6X/C/Cbok5Y8qvJnfdfqb6zvoQCo1MPv9AHypW0eXctDAUcHbp1dMDMYc3BKf3T4o0+tQ1BtE0X7TyHgg/6chFseFJ8XBZbHpTs2B73kPP9lyG2W00KnVikw4/rqClT+dK47rpZa6kBS5qFu1KsirAl/fUcNzlsLpVjQ0D8u+OzTd3mOxhXfb85LJp75Or+PeeW3LArVDzL2mt2O9ZS211oQpGBFoIMzhJJtFBdt7uSuogk8N0TCoNu1x4mMFE0gkuFVLhBYNMgopJzo6BgNMGnFuPOw0CcubEPNwZVMTAfK1LCwnwl3n4SzPb+uqnTKoPl5IYsOfjcldw6mrvlJ1xFwvfNZhxNhuIeYsucz9Ddyz4M+ECNovOTTxnW5theXl8ygOqLXrRp40pfOnruBTFW2J9L4+9rHgh2MYJTH13+l34tWQzE//b6+HmQA/2E2x0QhPujRtxffYbMQj4uHQEluFnyKwqH9Gv6S93pMSXADJRzcv9/rU0dKRObQ3DJq9qupkOf/MukiEkG4OKRCXBBB8UsJeQrUaCqzviu1Tm6/vC17gx5nwEAh6hb6aCRv3w9Xfj6ys+inVNnc+0CyLGSaWzybsg5StH1mAmHx/nohsR+fBLxezoxPTW5V3wWZJ+D4G5W9MHIeh3bGW3QBIkIWAE7UQEC8ogwDlod7YPrEC6AsYqJp+VnvUQPHQv75GeldfJMxo8DPg3Vla3oTGjEYBcLKzSN+bckXlM6Y5mCfaBeNtttx73BuQzIEVN53JybnFwc/bZnI/A7xHU/9jYnz6XOe710H/VGgrdnf/cI/kP5ejJIw7Wz/ssAKg2qu5SiU2wqiE+ehVge2WqEEqk0twLqm5RNdc3cWUgfsI5DYFFx12o4rX/CMxooOGuYZIvDMsn/HaolF6vkwz4751jBJSPT3B1h+2blvujFGOyGQSModnx1QGcOmrpKOybt2wmfVHMk1ZtmxSvKK2d3tQsiWV2etYeo5vcRqNCKzZrCxKwX/wevyUVp5ro3URxfFkg6z+FujGKnmfcsUMJLnNVeiM74mVXZC9un9lRHWYuKL51sx1pcTqtU+Z1tzBD0A8wnZ5kM4TsVmGIz5g9D6fgUDluKmdz7+acI6dTgasg4DTyyHAvSkVHyHhGkr8onqW0r4u2hxCfsfYenI6b2IB0BATjuyT2zN4K6WCtUaW7H5Tu1OY9KhcDmnDKP0EhG2uiObSrcj/FZaL1run1uBl3NSHfohlbOgBPTmiPlYz92bZ2G8lVOq2p3YnXkAZIubmBKCTbi9U7O2vnlJmUjmvlpcISuysa8YqmxfUGqZFDQe6TIbvb45IjBJBVl1kuiF/CqZ2N/pTzO4edIpw20ahXmyVc3dzg+hTweKGAYCCO9s8OsCR7Ll/UVok4aHmB0OSDmAiCES/Yj9gxQ4qx2pikmg6wL94dL+4DGeh+QDz6gtmFNvUX1nrIU1QOb1g6t9aoKjimCUrPKvIeBScEFaDa5vqJZi+Hlf+RpjMdRSvi/4yLjPck/89fxLYZmQ7FDNQVLpzrU+PkA90pPg5H+EsxkkoTWQmJQYJOyfYAa4kwa+lxa75AOmKVjqSEDuXAuhE5A+hZLt0iul8v+fwpcxLa1C8YtoqPp5qLjsPS/knxp5ZF/rZAScg6dw4X83Uzl4dwS7Xf6ov4KIMRSOYyN+TmqmIJA1Dmp1oAmNUshe5eA/q3VMjlfSf7NcTnCn8pJjKJqfUhygwR4daCxCl5upIN0MP0WBI6ytVrBSWmlF/L0r/Xr80/ePyli4JpkyxGf6DRY/86WN0Spl3MVxkwsWLxTTfk8rslnmCFbDYPRL0S98aq+aecr785cUcWX8wtMsiodfp2E82lW4O6gpsCEaGX07tz/KutBFAw7MKrZafHTyRX2bQmTGn3t8Nw8m9OFhspgDvSsHS7mk9ItSJ6GpfKZRBYM4HzJy4n/0Px9mhzWgFJHbcENUYaGb5UrkiFLSML9pAQ518cocwqkkcAlwqgUojb+9C5yQh4ZF3FHC+RXLiHR+vHfOGa78auKIGtmDN/FvZpXiWbIR+7+CyfzKRy/hswEpV4qz5BmBx5ZQs+WOpKQiP27PNVLKfnE6Rdpp7ICTivZhkdOaG2D6rJSvYPmT2i3fFjSt+IjTZOKpw8sMt/7Odd2qk13te8KT1b/Qe/Lds/wYvvHakIM3y6E9kOC7K87Kl4ItPVt9BBh6lJ5RV0df9RBCSaH3wWt1fhQv/EyVBNZwK2zlaj4qKh+10tffHdSj5A/lJpimisEp5pkXHTOFCXdiqPAuCz+1f7mQq+iSFOCTC5MpVc5JxnW5rgYiRS3zJJDzOSepXZBSQt9Us+DgXxtJCUkTVhWDseXU6SGqwQXTHktwLw+NNWYdOOMyuARGM0pAW+D0AnVi5vbplpL7TIL2uEJt2cAxPfL3Q54yGbsGeS3oAMUtN8+/36y8G9RRq6CziUtFIslGO1dpfjqPcleQ8lTz7okI2YsdfR8LSDNE5JkD9U6ECfpOxlVc4oCLC6tQqcUtZQ395m5j6jAKSWRGtlmRuH5s1yAaUFzC/Nv6yNdjEWv6Q+d0RLRM0ldqejU3cdVVusGVyGmMWt1JdppJe1yOvA903JvS/Oeyi+sAMR8ph6Yo3o+7nL9Ogb9hZv1fVg3iOmdnlU0DkqyucxMdNsJWFshaNIvOhNoYH0dD8gfULByNhRmLizr2JHb/VWtVMJeGEmDaKUHNoC3RGbDd319xIHigQaEybOFS8q/Py5D6n3XhK81sIwcblKI7q2SEy3CYoVZnQ9VwLjT6ux6Pi6YtBpFw5fbZFydXMDG1LAYxw+0UB83r8qwBJPJoR2Owq5Hm+jx6KLoeUFIrMfbKLOvlviDVTI5zeZbMTVmP9ZsT8khPZayfl/Ozdso9uC05rkRkoBQF5MQmHLThJaDGrwTlkee1iNNnsuSJlHVIHU6nem56u38lvk6UMmr1bOkBCe3MDmzl7/8g2n8JkA5f5szbYETNFKAmbN2edPidTE7GePcZQbtFzV+9lgVxi5dhikdVQ7IKX66x5DSmdTOPfF6FuSJzpMKxrWejlkLFzL1drMYW10hZvJwcbmwva7umUcxRiMrB+njUrpJ+yF+8Xu36sU5YMdobbu1iX5fot7utMipX6b9sOHOadiuOL75bZ/h+N2VDUKNBuclx1kAmdJ3kqrcPel41WWh9eZe+Njk5qEU1mFPIkVbDe0thVgfw03wyNKDUZ6sL0/X2Wpz6Z74tJjt69guyc51iV/0DMylrlyn9gaufkZOCzYCh185+YwOotTuxp1dSzH8pYjV9hcabrN+NH0av1Qjn4g59A8aZm8n82YWjsQjVdziVLjtGRrWSFT3DzelTiNW1QJRjzRJt48Wu0YW+MYuilmGuQn36EZHcO4lJaZscyFOa9YUpSfgctPtUjPVVRgKNc3dJja7wDaRswu27vJ/pVXcxrMQb309r7bjbb0swKmduqoNHEdB7hzg5/QTU8TjHjoHcCsruqFrsgDMfFJibBC7rEsZF+HJ1K7v1KQHRWyiaJjpHzcnWqa8c9R1ZxRV17jDXGjz7ibf43hlbfmDKdrizUUtrFCZxCsc7rFEs56RiUiZGoq8X+8V8BRUQop6GI7YgfaAlHVtXbUO0r6e4wesjHzLL9uYAyv1jRV2O1es9yhRzAV0Vjt0Ec8drWpakvnh8/nLBscHILGlANFylHqwH3o4pP9p7JXYgacylHCwJewtUcajqJ2QbrbGr3avn6Nn+bOSO8AptorJ9ZFP9pJh2SS9sln838BUE7cFngG+rpTOepE38lA3/k8AoR+9GWnY1xRvXPcxBcTb5ZhZrsVS2lFusFuCrkuceIZ/qJQzpEhhtPR1+9WP3tx9Flk3Z28FtpqlYs507nlEA5nELAtWlOVJTaqHSj9ulSLHLVlh67IIKBb5ajkNJptKIya9bI9gTqhLayBQK6NpnYazLoqCS+mdjwc7IIBY0DHtUmY1TJD9A0btGF0bjBo0PnjgWA+DPGxY84oXqItVrJNcnbuJyjIRWl33KxJPnaeTI6W95QhqkMrrVnedm+jvwMwk0dnH5olV5s2dFwL1F/SoS45j72rj9A/FYpyDqBcwhqNzaDPzdaqsEryfnrerCH+wW8J+iqdRa/OhWr/EFOrKJjWOfxLr0kIzGbhZodg8/qpc6dmTBx14N7E4fxlXOkDEECh2mkCSFlNKFJa4bTll2fcOwjVTTUty7As941J0x8rykrI6bxUW/B4+fkixhncojX9Re22c76vR9WFD6DeNMC0ueYrdWjUibsAWTQ26fCyw2XXXix45qs/uepk2c23836BfHp+Kd4z+fG2x6FH+aiLDsggpWN8f5NZ3gHtnwZdtmBpCTsRWwYOYe46MXfT4/R2l8QUtfAitz8ezJDZjXpHfVmQYMy4AVX/JxB/XcwqKsx9hCQObtawcdKO6UxZVNxVHcL/JRJfp1xcmNFywt0SCI8GBx5BF5/tP5e9UtpQkCQtNdcWadku0IyPgZptGEiNtFXBYFHqqa9ga0xhKMBlyYbqRJ4T8xUcIMB6cLlrHVMObKTkfaNCyWScl+V1os7kuZd3srzc1mKw38ny/oW70MJSSGkeK4qFSOp54XHtO4crLMNc/G9i9C3xmksO4fA3izlwmNoCdO84khFGfvIedW46Y+jPAfqFOgX6hgO+MSy8gEx1E5gkF2HPhEJjYbXKKEVme0bl10E6kv4al7b2X8T9HfIKp3qg3WAyqfS+lYDXGjk8UWa1wb9yS8T4gsjg8xwyZkxRtv35ZAtFLwjo5cqBoh9Jta1dcbu6q0fnoewkMOSrQ5HbUmYv8BfWxqiVVa1BTsOoA2wXB0MGnb8uEMTCIKWOviW4/ma2Sc7KvYJ1qc2aEycmdldmRVQJGhRgpqam/5j/owP74/Sa6VkzlYZsGH0zalAwKpweVpEygPW68DsG0ko9RYg/X65B8nuBhHKnNb8cNdNnwrBlKjYDktQ9DKMcVM60/mLk1FOLj5YivGBtSu51cv6aGg8SIhEvBelr0u9OyIVbHrHCPqHM5nVbpAvn/fbrc5sBXgpbrCjX8lJYUnlYnV15ygERT4yXwZalV1tyi20CsgBkyP1kG/5Vfx4wjZsV+IG1EY1s/KY2/6lm/BahfCJC1hHXaaRBQVGV2vRwsHod4JGxDTxqQGjEoBxSFZ/Bcs2I3+Yt6CcwT0Az5cS7TF3xK6DrX+Dly7ubHibjAAvuJ1Oy2sRy6gwqqVATtkhi9j/i7nw7WuyLMGR4DWStOF+o1Kul3NcygscBiSq01FN0kZrWCJD1BpdOLtcGvk8T6Hgc575DN4NmXlGbt9uL2GlE7ExsmZDcM17RtXIq/2SFtUTLXF6Bcoxz0951Hyo+GkupcTkrOupqdDEMX8gSMEsPbu9ryA/V56/owwXVTJ3WWWpV8arDQrmvtK7GquebuQKdW8PHMnHa3O0uMkU9UubSLJiFsgyUsvTz/lPMoHqu5PhkWPZlW5kRe7dYzyksMgVoYmuZXS3Wu0z4mMzIL+Kby2lSb5Vdb6du4wpUQhbNyjfoNMVi2u5eQCXlMLiMou0sElNY7Vms9e/e2BnPC8Uwg+357l/1OkfI6mDkMXFa1HY3iVNZEq/YGqCvKT/eXGSZjtdQeUhUJr7MUB3sqLb6ozM6m1QHnP/5md6JLJMt0PX2qP7o6f3MQM+7vnq2wbxXFRFypol0Znay1ssKOUstOrm2z2DW6qM+CGhgRv5U17RwJaDKgukIMr1ZKhF4BZEUlSWhVaajh3mYJmiSBiDYrAFjicpWps7+WG1UFBrSZr1dumK8hDfP2+eDbbbANuO6cBNIqMOzhrjW4vkV/XUxvTYLpnOXKF0qnbpF0Zdgp8On3mbvb01sKnNRFSb1seXN7axdqeprjJOMB+MtcIK7rNxTwo1GRKqqWHeTo1xmLxHpXEr1TTkaQCzRF+NDsZ5Sw3JBw7TfimxhrmllaslMivMhwi1Bsf5er3zJ13F4AlMpWeAKW+Qql9OQf1Rl5Amk5ghJFKp2ljgLDguLrLxC6rpZAoOumE/8em+tTsGlKIsKNTwO2axgoeNxlc7JzZRDtQAwBz/VynRJ7SVinUtJRfXJ+20OMJ5vrazXuWBa3Zzer0K1kNp+jTtXwJizfABZxRJMIjME+pwom19LXnOY0VXq0OpsYY+S0VlqX27DpZ4c40jtv7VBGidau4dTm6O6dPnEfKOcZyDimsi8xvKbOq1eLJBWtnR6P+1mwAKXvSVmVTVUheTThvHkp0CjykgloxuIRSfKvxaU6PgcGuSWC+EgtlYNbQmKCyZIO6VpVeq0quvVn01AHlwdrPo0zX3TazKX0H8b8UhPSQwbqUx7//PuNYQ6X5JVLMMHN3Su7yN8NX8nTmNTZWiucBRapUTrdRv0Vo9NH7dR9tNoXhp0HbKQgE/+jk2KCia13gDs+uolE7bxabhp1iwb4fs8PM+rVksNYrY5Sqw9QuEH5GatSVAMwJeQKfvz8lbPKelH0y++/MaMKcIUYfEz0PDqyzvzNfba3rxIzrqZNNj/vqCVdSfiscA4FAp6u5zGoZLJ9TgVAR5Yq9MNlHB5VSOGBGZaKWd6YI3gyIGllzl+rEj38SPk8aNHDMnTQz2K7Vp6T7oPOmVzVDPuthlK+YWZNeMgwh0Rl6a70qutsDWuMORTIY/HL8ZacUY1osTndZhVy+gjUNuyvlXwtdJbl3SXoRCOPWexxnjFh+GQ/mBB+Me2SyQfceoXwKLLHgRmoSeS4Jgk7acmD74Og1QxxrbeVNUM1h69Y1sfSMUBV/s0kGqmTP79iWzln3ib6rgdCVthA8MfGlNerzCm7MtwpxXgEyAP/3JzFRpqW4N9qf2oaKl5O6tPcKoOaI56k6Ya0mqfqiFfsyhOB3tZr1NisKiU8JKCayrIWJvpzZnU0i2NpT2OSaJFlhyP3AzJ2WcAHSEbIIOGXu+guKNdNzlVmfYTyP5T0njme8rrQX6b4j/NLw3cHEgOHmbdmLItzo3NZJZ2hYu2RvGnsYAx4ciJcZfr+3W7SKqSETIb0mMIqlTcr/yiGnUCUqXzW3J/WDgbTieA1KjTHTsfquH63LRwXkaEQPkCD2/rg/XdIz2ZljVxpoaP6tuRTecSUgUT/HmUy/LIV9470l+XMmEy3n8EtuTvw/1x//FvDROXlS8IvY/MlLj6nX8sHuIvq4UcNyAujzlPEk/FRQdkxFTDfAyVIW6Qv4xmtqdVqTyWvB/6Yqi8N/nlmZ2VlkMY8zcnd+dSLuERYm3wLYsIH19IpdZryX17hPMWHVlUV3ahrv9Izrp9hxfFvZFOiU5ElTz1IWe6YsSEM8lrlVC38ii8HLfzdtzbczu64GD40Imp1fP3lu563HodAhzt+HLP59ULD4YPxvaHdt1uvfHxDQ9ki3DrjY9uVM/bG9oFmf3TP9bz95XuhHhjBf+Z0oshcw7N6VyIFOyL4RXctyYvHWXWCnfp4G0uXHGaIE/D6dWQcpVbx9kAAT4nEUGpE2B7HUhbh3+9/PtPW3gWDIxRc39KNWGfhEFaAoxU1FNjMdL1GL1QlPspbDs0keUO1zdMDg5tcUzpOlZZfaijperQgWhTk4lSstmbKZt+o7n5xvQZTTfuNi+cfr4ydrhrVs9gb636nMcZjIWdJWKAr9qA/bFZz9NKcWG+bSYkYtWI9AEn+wNWTwSiHpfBrZGKXWWhQn8XypkXAqk12Yt0od2fYtBvp2rRzPfPLLJJscl3RQQNYltD5dwBE72U17Xqtl7NJI5Q2XZGDVloc6bFIpPCips7yyxIsUqfarU6zP550vwn7e2NNWZ5S6PelAw31NWCnAgbO/lSWjzVQ60xFMty33t+oRNSkRZJuroB+Ds35c12lJYd2QiwJDObb9xomT4d5ZYbmrR4rhm1PihvrjpsEIhy9DBNoh5Un/P7q6OHWndKFE2tChsrAL8LM4wYciiuSNRlcjhM1kcmgOyb2NwU47tuyOJxuVZbOJPlcU3kjJNVyWTJuzg+H0cs9nMsZF6O38+A75ruF7f1uhn38Hnj741Ev+Av+fzCPlxauHjSdPgKWJYGSko1GXpjyRn9E1YFzU1RLyKuF6kyoIE9c/dk/1zhzxtV5o162V6s16NWez0qOlULkBkqj6dERXlJJr+k0mASyjc0+NPjKSsSTCoGvKlaOGwSivqlTjKl0NacQN8ywfMdbzhhoJpajkOtZ4n9x0mYYw3HD0wnGk7+hj6BmgGpsGlEmoCdfTsXIGnDXpferZWI/eVlHFVMZN1BqEg1a+BbXaUiowmhpxag3/byMUUWahcZCAGc6ujkSyKNqljj6VWm0n1C0TwV3qBgEXbSCh10TD3ErZFxJIAO56KiZW7AIAek/GKN2ZTrUr3OhUUUaUh5HpKKMz+ZQsS87W3D4iZ8BrB93gphsfT/gZkI15ENeN8zEJZ7kYB14klDBOTdRclfyk34XQdkD8ySSYp3d4DqVVERziWISrGxhX0NDBfsBVx/xAAnADEPyvI8+q4u+U30N5At4DLrqw2er8DaJEM02Fm/pgKcYYoyWt5sKkDuk8muQD2Gb83clExLRD4F1pizzlytD5lLg66kS0Rcb6QqSZP7o/1/TDGHg57ETENE3FDIK2Sq0s0Ztrb+rgwrPgakfoXA0mUEqEhdjKJv/ETI7PgKp5eX2CGzJSqy3KUNkezqrLCj1KHoBes9V+cORYcmDQ26G7vI/mbMOUzFVfIU94J3dWuia6Bz3fhRZIHPqyF58G8QPvnuxX0g3T7UBYMje+ekvaiLhoLCpGF5CMNpr/afOnDn3JFFh5cMHnipeXpegmTHz5k+hkge6+UgSauZf4ujUJokNpxyqmb1/nuuw3oiUZBu0N97J0X3t23KI4krlqJb7O+9B9K9t06+ics1Gdfi14FdM+6bzt6H0P4ULu/ZCYbcSTr6NtXAbsxqBAGDW87/NgzSDmcUc57qoI2pM3IvDafEFGEOID42uPjdKbo9sOV7DASyfz4J+1HOGiOeirGHIWf4in5BzTUddMrN0aASDmc3FDa8lc41V9oQQztmfFjjkAkXX1Y56pE5FKYR+7MCDHMwZl21VWj2a5wQEbg4VqaQS8MamkVkjmqFRZZCplsg49aWK+WScm2GqUYnuC5wGB6hlS0HOES7mGslWUxSMnlevprcrzFKyCLAKxPLdBySTVJszUnf1AwrKEw1mrhpEatHwZwBVUNuZBcoz54EidiuKZrsO2W1Q5MqKxt86mqtqNtmlre/KU0Aba62i5qMFc7li9x+Zxeg7nf73Mtt7IWpQEIp1Np8oTnvrLx95v9mZtzH9YUOuBxIBu4bf3cKsAkMmbP5v226zTonBSD1CK/y8kE6+KoBd6p+tpufSHb5LuOzj3wqWR5Uqf2h+khf62ALdkickCdENqX642S1iWQp9zR3q8BezWciA1unHU7fQtiNXDWCOjdScP2kWj/0dDI6xPzq9cAnZItPpT0we2dk/8UGYyyc4jlktixi4LaR1n/EifpEIqPLZy3hVPmEIpPTY2Pe19T2axBP0quMrsfGIWgjF8oqDMVzSPn/YqyFJY29IzXkZ3pFQoPDVFjlqTE4y9aQ2JKwsbiWiP0X/TJesbrEMWaJuOOVB5UTlOl1279s+GLbl5Ddjefg8McOPHzBM/A9sFtwuO7G7ydS4hd/5CAfI3OeIHOe5UBO7hau2TELkjSVfHn78oSf5n/eMwxUkX0z130O0dwfaCHu2Tx1qzNVfHyghb9309QtVanP/snCE4n0L8slGYmuR6+UqsQCuFYM/uRtP4/XQKVN5vH6qZQv0OjLSORlNPoLJHTnZY8ICSm8PX4bH/yCTJyeNDHCLOAMXEznpF28MNYFvHol6DZf1MknWzfifPA1tzbW5trrdWdDnolp676chcMf/YFz6WHYQZm8D7uf5CCfIXP+YOfu4xzIxp/nHwZcCd8udD0KHkjYPP2Pow2CzQLyqdjjFPHujXrH6fIt5ZmQvo0bAXM+DJePQd4+AKFGaewOhTgJGwnKlBoXnwm1idMuj/bxeJNHNKOPRvnSgDoP4Ru2ebhIMPgLih/Ogq+nicfrL7EEgQN/qdO2ZuMm4dI4vwPoqwBkUzGFjkkAN403O0H+Of0sJ4dcMcflp96+BeTbKtmdKUl7Nk3d4oLw9w80827qKiG/T6UlMr6wicHYLrfuJp6b4xWCLz9jwT4qtT9aSXiZXIbbz7dGOvofav2xF8ekCHzZO2FoFtPlEkL+f9c/6hFOrTUACQMlwrDcY/5h6+/2xHA8yQ4S/smBupYc5D6ZPJGQMJ5oYBBb8F26JjShLbEADhkBGx41fE6i3FcGJXyDXqfEGZ7rLNsV0BKTEmu2lRYlZUoHlGyE1pcuKMIEYbBF1sOGw8mOAC2QXZ/FxGk1IMce2o7zRkLqmp8v8IQO6yhdk31AY50D9t7G2Q2Cw+EfHSAOHpGxaRhKy9BKVPqEBulk+JCkTCMfH9RpWCM+8gNBWRNyWyhdE5u1scLAMTfYyBC0jWXjPwnhewWbUKYpgIIzdBAFN/rFAvq9yffWDI/+rQgSqCdDcopyjAy80jXR8BvLDZySBitAYICnDt80oh7n0ycYtmOScB7jn1bC7fxrJ+EMFW3veY5kN4FKbRVIwskQxijbApq+aqfl8S1Hn2yaMQnP1wDlH0hvwCaAfw/9DdR/Q3unnSF4F2cVDyB/B2k0uB80B8L/oXwP+VtIT8D+Cu578D8Oeq3mNcqPbElPP1YGmD8JODtwFZqfyXyTLnwQxqrNS+aVsSnz0tikeXasbZ4fa/pdr9rTxurGax0Urwsfr2sZxLRopu/HuqsKR8CUQ8rjJf87lr4728+zbr1Jq/LvFxiycgbNMy1thMdA+RnSt2Cfgf/1V7E86Dx+/G+/4klo32tFI2xiXd7VzbLOJK+vJJ3ogXxxQzrbVatjXLWps65uff770gDlT0gvwf4H/m+IL0sd6l+hvdaQBfV8SHqw7uDtWgfhMKQTYD8J/oLWW7iwBvK1Ne76+jhUjhP2KAvpBMpN55t7HUH3INlCs41qI+rdxL+vTApmxKeVsmd4vnIKFEfP86PyLhMfLsJu+rsk+Ay/NAjlYFk4H9zbRItCPNAkQ0QzphyXzFOdlQ5D21hnS8icCx1ftC3cWkSlxD7nPHEvog9NkiQ0aVFnpNwrvXvF7PVB6AyfkBXj5ytm2CZMhmeJFWshgX5HwWcoRj6qRVH+lO4dAyXSOfJ4E4nnmoQTZKzR8NZ4v+3V01Hz1wI9z94jFDUZ3iJFcPrzGIqyvbzsePe8fVTXtCJG0TESs7mtlErqk1b6fb086khHPU3EnWsSJsh20cBQHUbNIsp66t31HizCUSIOJWKTdqed7LUxhRZbaDGN/lqsaGRUMSTjwYPxrWvYhE+tK6kNFrWporbYzTZqB6hdTnXArQ7F1dGWOkapk//qFK3O9ovn20WNSXfr4fSBHfY4IJCQUaMRre5F2f8nA/Y4IJCQUaMRbcCNt/jl3nFvB0LsHfP/J1fgmFxtLcqJ74+ZPm347zGd4we1Jdr9ZLMT7T61BxA2lZBtLTSm1cWe4Z65ACQa1uIizHnrZn4HUv4+QtP3gPz6i4OkfvnnePm/f2rq/fFxmyVf+tLLjPH91DgR+NlosMqFJr+LgilSKG26H1NoIPZ/5qZ9nzd6pfG4z9fXm6T4sRVSbNGgVycxfvuPNVn3vwPwv/u73s9XP3z/tJ1buwDkvvubns+m0j99xv+L438NUPcP/fnmjyu+0ocvq9W6hL7H/P//Say3zJ9B+xsBHvyFJnYM1yiKCqVcU4f9m7MNU3wtJgSRS8cj7/3/9FCPnvYjChqgMKFnARv/6CiAPsxq6OsnT/8+Zffnw5csF+BN6U6338s5PCZMId/fs7WkJYQ62f4nh3d56+OJDjxZOvHhaPWDNE5+GYJLm/p74AlP/HLOqOqIQYewQdWiLhz/RJHv/3jVI9zGRxRDyUPkcwZixV19UoEJBbIhgfpuAo2vbCkthjCz++vhVVIb4emvA/GjryKjRU1Po77uUSbe79GA4hgDVoqQ/7+Ps8xpJ7dHALAUebZ/giho9Hp0/GydhMEMAdyZDwcCuMN6rAEb+GhgIsGnYm/MuB5o+3GFHsDru0z16GuvYkl6neI6yuEumtqHiyc92YcsV7fflVQmSu8+vtGvXvPSJzl633XzOuiA8rA7oROpo9eoQG/EQx7QM49Ij6Bzf2FPuvccR8qlft+6k5QAft0fMoCaZXG1BI1r5v04kXCZn+kcQs+Wh3L7oz4HxLfDAIu6QGQrYkWH5LtStc6HLxZP7eirVEZJr4XrorxxpsKb7hBxbbM1R43Fwz03zKXADy5g344N2nUiR98DDc/ME58OLu0LqjpwqxQN11shSakpLoiCRnr/rAOi+uFAj+gDdruVAXHn/97EIftCORA3/C8k6Mwq+KWZ1L+PI+jWndtxD9QD/qE1F9CNaNH32gdl3SRgZzb9GFmubUqut8HUDsMSugH6uGY6px66tH/25hxdWCud0Z3xU0G3ie7lJquADcv398yWQ2bEltWsf7biZDgHn8M5lmd0O9D4ZlO3uml09Y/3l3XV15TawqB3VQsbp7GwtK+GfJtMKi3MUnw2al41jtLlj52dOO0D4T68iROS3ld4M4krm3TT5sZZ3SX1yDRb4e+v8h991xuDUuot3rHB/G+jc/udVvHBbKD1dlTODfhmRihBP56J0fHtHM7YCcK/kQD7tjH041l4lD6gXxtDP575o+CN9zWG3kypooZnrpPChbSSIU98ohOrpbLGFjL1udle4BK5Vt/Hw9bOwp9vx7MhTHmqOLoWP0cIqrxTGP01qkQnuiO+fmwUFTj0BYbuyna/dqXCXoHGEAJhVHGbGawEcZAJV5E3g1C4KLBw301VXFpxVNSnVhhJiyCFvFhQdi4whJuhxEkxcpZWnFDQuPSUxWvfwyiehpf7ccehxYe5vdvpIJ549ZrjWjDsCah5htjghGxzMidqzfEFIKIKHmi/mOTRCxWBIsvvUO8tV9qsVuy8xj5xyOoS2KsbvHhDHfAVeSWFZ2xnv5hxaeo4b+wqB9VE5o/xgrgzSvLkb25mcYTqWbf9oW6hVJVzEuEy8zCP5Iq9JIiDZF7JzKHZzJ5dT3g/jwnxM/jlnX6OtoV+kZZ24B3XVaNR0s/uW2uAxrsR7hXdU2GG5ZdcEZWbluapAPyZrsoxpUBGb02dENgOr8uP76NxN047TPDP8qqBAxP2cJKuVY1wGE94rAQnVpsxytxwopGiAOthsBaBc+oJa/yfVe4H/5/bnwmO/7WNpgdEaUMhnQxSspJ5ykKLGo1hALFf0B+6Zl+UQcO1tqO0UylH4ucsctv9nUb5MQ6/UUZ/JgxdsgSC2IOhftyAPh7a4hd67BPI1FmrfTIJYYfJhlZC+9AQYxSQKXPtXTb47r0c2AVxPJeowT1Lu4ta/AptVtyTaJRjsPXnT0yV0uSelPSCokNRKloPvGWDaaFdTkwSsDfsGxbgow2zI7rURdbjJYZ4OOapdlS94RKT51UrnAZ2Ckv+omJiR6er6klLpqdhFGS/kCpS2/muPkbjLaikUdBBtAuYHGMeSu3sOl6Vei52gumQuqXlBCqVNNsQnrV6JvsZl2sBUEmkn9R5ixUVjaWiPsslvaRGUkDtSAPhR5Dz3CJTFxku9LH49otr7JNgEn92/yEZW8a5EKm7aVzVDXgHTUOSebYF6VnwNWDjUhDw+HiCyZiUyJQlmd2aaQNvea0wD8sluF841SH6ehhGAd8FoZkLqQBJ4TMlNdiOmklCM9z6L7WlWr85fd++hklG+56qi5tOTdgqANlDYNbrsMNtfOUYHeqpgs9Eg+RSRkpJmVs4FYuQRaAEjKJEpC9g1PFTZgmZCCn5azOEvvvuKDhbT3P6vA81x9lc64ZuOE4KgMm44BBYH6yGEaHRtKbLEqhCtKoyOWbPLFQMbufLmRiF607q7E1px1f9KWBy3fGEknAZsnQHAh5Y9imFFAWybCjnbKpUeQkJYD1p+uVMvY6baW66DB/AkVvZqQlc/1t8Iol45JZNxUKfJ0pOpgKzY5o8bQqFchAeRiXVnDKfOl4ZSnQ6aVroPTnaM9MIBIxUdNm3vBYGbSh8QNg4e2URv0BznNDCcoN+C33qtQ/63+xZ5tM3aKkjqQuHnfRpZeSiqBTQrYm+vs0IiX+CKr03GdQj38ZpbrQTnWnBW8qtTeRvKPQ8fkkiuyzhdRRuhKhzvXL0yEpGrT8MCTORA0SH8DiSrV/SaUmdPLLO8RReYz2QRTRUnUQC7UcH1cm0bl68hJGvZ2rElABq1fAbfOlJlmXSXGOd+0IeZIq+mq/nSMvcY7HZn3e/eUTk2J0coUnNDVqKdWTbc+NTtgyC4tluAIMx5ZQ1RtFwJ6gyWKOUV4VbIu+Br/Cnyk1yVICCLeISmFllEXmMl2GJ2qhspw3uaDo8IYGpV2/nxa4vMqKwdQURRj23ggOflxtmAG8zBoqKFb+eHMCy8pHKQOBLBdrPXOmsDEJSUfKq10srBuDwFD2LAUiv9ZqaGCcESqrI3C1R2Myi+yBSXWsjwoTAt5FUoUqVyGDBVWNWFMuRGIWxVDhyhrh4mkUnMOct7gQk9XVV2qNWNXoQXTrAc4VC9lpSS2kYHMYqDfLVEvizX1eUHN2e1/GIknpJX+lM5wzjBT4+ZI5KuiJ2odW5r9LGgiQfg2zO9sqGS83dI3yP6ky2yR+eXtEcSLzmsSUUM3dszsFFbxQ9F8XiENocUX5JCZPqdCurZ7+iS3+wsFYR/Isezkevzh8Gjw86lC3ZjZR5cIv3DTnrUalST5W8zCGGQWKdbo7WmCPqGTUBEyeYjNZg0igLkSgyqp6vK5oN8x7ji52znXPfT4tT4VaLxBPE26rjkF5KudX+1cFQV70O2j2mJpLrcXnORzZP5gSvJwv11w9SvxC9O9PB1bJjPajmwvH+SC9XH/YXBgzrOO7Va6qij/IZatp2t92ZbOeMdAwdnyE/6gMnPe39INhCjbgicaLebF+3YAfIj7Bv/BC0ck6/9XYr1Y6YVXVHr9Wd992CkStNzbPFGxX5A9dfaH/XJebG+/LTL25YBa+PRVAxxxw3jbx+3ygTGxzZTzywBe9LLsDQ3yravb19WiMszW4g+pXvfscYwQ+Yrwzh/nNGG/a/lulLo8V/CivDk09cobbMVcPKBfkj6tfdl4hvTiwfYkyTi/TkFy+NLwRzs05saAWn0dtMImm0mKbq0LFe6kID7lcS0fF4NpVFTb5xw08ez5jst8xbob5h3nFrPstMB7/3Lg7PWlP3kltoft9bl9iq4oK6ZTZHkLwoCb3SD0vwJBCGi1i7u9fId5tXaC3E4oOEkcKGehsP+IBI0kGc5lcdVFy2gGgeOimBBlLyNGaOb0CXd9C7NQo/S5VafcOqZwOnrYYeWVulYHsIlhc7h2qpJg5Uw8KxHCeQHQlDMZR/cUkdgMSmXwgvC9Kurw2vVxG5UjJ4PqAB0QTF2qp7kfbQPQsFbGdCyUDYvdkBbglpn1mMySVT8wx8fjt0YQBg6GsTEHYcillJKb0r3wT+FWiDJyWfxVJihiMNbncPrAcKLGqtIqP2MdIhGUxPxfpCoTuZVFSzjT7SC36DxMAhX091ayRapJx0suHMpnM2FhRpPSBgMcQw6FQYkdwswcy8o1lHsk7iPFk8iZBxejWSesUmI7HP3H0ciaulUTm8TlTv5aK0CoZbJryaeT5O8oxCrtftxTiGbFxQsxBFLzLaH0kWFmVUg0C8P1tfmT2rEsAl9LwxfNsu7GQOEW4dszHcMudu5ksMTnzC+FX+gHhdioCLKjeS1Pp0p0TrQZRosDAzpeit/JPqZ+p221gGw3ZXtgTnYniPzV2paepVfIlfAqoVTjWvGP6fiHmC43H1ZAlVVIfS2czJZNwiayuKDaAjhM6PbEPTz03GSmu3iMuV30m54t0uggIg4nHEWFAgDvq99p9cP1sJRQtTcSdcXlxAI1sEUhh2O8fCVpv0Uu0oo0bTDsZiSXWsUR2BZ3kw3um2Ux9PNzKW0IHNUl4iKKEYzTHaaM67oJZJdFh2Trrhly4EZmZzNw1a2bCEH+2MDwULW+7h9WAfa+TSqSyNYJt+OZKPcgnP5pt11neOr0Rr1PaJ2bieJSCIRuArptNArSr5HPrN3Xq+7jcd3q7PfQmzIGNyRq5ndFP3FNgKXNNQOjjVWOyAkAxQJsfJumsfaPd47e7yQKwfBRc/o1WpDX/IR/Z+tmy8IGcHX2ZFqDkH8AjSl0DQqfeDwpoMHOQWBIUbE0/RsLyIivu/rfH2FUiUw/4+NN4tHQKAbitjX6Nkz2gAVS04LvlJI1TvtpJHoi7aVAn+WYUT7fFgSWXS4seuta45oO6C6jgr2pE3tUiLv34epwp5h2t0Ma7lWSY1GorRVKiI2olPs6qRHCQtbiDWMIGIUTomplo+x6ChbQ6kmYo580lOKuS4pOW/MNnKc987Y+/9+ECjPRHg9ErAF5HfGUjxqYbKmi8F5T/iXiVrVWRzT4OvYEP7eo3E705R9BvRmfLYSNb57nhai4jQRxyQmt6SSw0OjAFsUXDjJMhJFSwDcHkoAmMJVNIMEMYQ4I4tKZ+A1uZn812STaQzvEqru+xZE9J8f/Q6g1+8YKomurVsXwYhb//uUO56kYp0A47hBJy3k81cZLdbTtcEQOl5692fyODpT/GEepdU5fYzkVzNodpswpu+4FvioF9YLBUYD19cxMVlN8wezof892FeH0gbZ+u0Ky9nbbG53g3b1Rmf7Gg7mF09RF0exhFQ1xnRfXR00mtOheL/hSLtZl/rjRDFedYo3t+X6Cj6aI90Olx2mi9j0cMffTh1yH5VpX+vInqz1fszmvUe8Ri9PXrD8Qd8+cmP0RIfPfwabR/PZFP851TSeyV726jwmSdP++jZSpCJmqgOazK50h9KaB0iBXQPgyUMSNkGEjoPcR1ls/qFLYVJWN62ZzaW06kPxK5Ve2V3MrG8XJWLnXP+TlKJQyzItiYgrM3faC7xwjxtv79b97n/Tj+gFz/bA/nx4f18Nm/+jv8Z4hjs9dk78siw0l6qscM8cEKmkEpxfHUNnC3IaOl96FTtj5utYB1YCWsSERa75Fyf67wXt2OYg7aYmvbMprcsu7db9/55cTredWlxppiSEbsHYr2ReCC7J7a2no3IljN1lnukZ6r7vyBb2gjrFZzrZF3byOKqgbtVUzSW2JXb1Yw/EPrvl47BESoOrwuKG9m4tRRInQp5cmFnCDX1q6XybHmY5SRGrwRWE5/XLJXrcMEhx/4rcrtJu8VUo8wfpijoHhzY+qZRpJ7nRz18CogFeCADK3pcHJZyggr+C/Nnd1jLJRSCW7NrdKX6FGKqFKidpRNW5WR9GzVirct2YBaKbINi0OTMGxAKVxrt/BroPirYudgZVYlzIQ5xKSZ+frtCGtnLGQ3aYlSTdasBs4vHiP6ndKuAas8iXAWqW1x3I1oM62U/1P9zQDZLMVn3g5OinEPSijhhgVvauAtiyNyg/tuQfH7XJQ/kec6ea+ZHsyL6s3978oPuX1v7J09W9s9jsw9k1796wuRzwMu5ZqSfOzmNvEtJTm6W+hVRfsxsyanbMXVTgR2N2VP9R7+Ye+cJvifwM7Fg2kTnpxoNOF36QafmGi7ti9V7qYJGtqYqG6wdKAtH7TyIMz/4vTMlGnv4V8GPOVIFCHrvfBWQVdhWv2bE5owKffqOozNux5rgh6HxQwDR//77/e+5kPx/Lo/7EoAPn0djOsTP9vI50qdvTvx/Tr8qG3YJ3KFDglfr0u7u4ZPn3XJ+mx33krdqeE/rcgcpoEwNdRdQm0OprYqIT3PZHm+KlzPssAD1EaGwtJMsshqIGFH8uGshHp127ZzGY/3QyWzI206e9VIIamCMyNXCB49HwEp+VqRR2YUIFoUE9nmO/MtsHgH4edMVgwpQid0HOzsP8cAtspxFfYygwllDUYpveTnZftCbAFs/CcRXYcB3DvCf5zEpBI+g/7Dawq+IekeT1o8vVb2r6QBiCDraJLB5kZrohKT3ow43Lrq0Rm2A6m1hFQ3XKyKdoDpO+laJsEL6fTvGcm6iL5D8TDBGKCxcC2mwkh+2NS7ZyqKQwD7HgiFox3LzEBARpSIcokcK6u8lygQiMyt8eXqERc6Y+LjotBBP3JG7K0PfQ/hG11d7Uw4kMKx/eXnzowt1gYyvBOKvMOA/B74fNMh9ovIsrtnVPLS6KdQ9YI3IOFxM+vFZI2d6FpVPz4CH56Zq65ffAI0aqI/L68uKPKkfJGIGrQPU6Krrt8HxNPaK+PTG03HUKmBd9R8/f9m0JsKg53Q3g9TAvd0C/WrBbTj5MSJXC/t6k2AlL28xNahxRbAopJ0a5MhQ2vMIwM+bLhGIKNnOwzU7L+KBOxr1ScAOPtkVNPwigfiWl0wDkpcE4qkw4DkHeM8zrxYc511nMe4cm5lw6FekQkWEKhOTklfh9yOeKFwPCfeLYO/uaIsQOh/QZ1F5Sakt/XAjVKfEsDl49CZ2PUBsPNSvgsQQr73FsA/Ys/TvDYrTyMEHJ8ITRvv5CPsAkwkerQTVVAgdjlvjsGoPmbzId5kQBdtH1AwVkuQpJ0xXUBjRGqOpv7VPKdxTqLaGxs0ht/pfP7gyj2t201q7k7ngEj6Q4MkceqVjvgdi7oyawywnald4Fn5sf5nehgF2A/wtgfdImsTFP1hBqLE/JDEwrED3vP3xNTvfo3SczSYwYr3U87tZ/uzUIVoka4FqDjRzxKOJZ+TB1B6WPbkYRD0gHQk573Py4Vo5XPSrvPn7b/T7a0+K5jPuDZD7ErsiWoWMRzsH07mLwhIMc6MBmgeJVzpNujOHk4FO+hZC0CVEPNc5qp09FIZEmJs3iUvHQuowts3lYJi9EY79Qb1lqJSppwRVGFf13HpP0AFaSvRSoBgd7umD3xmyC0csEdJ9jTgLTtvBueVcHcI5hKsPZpJEwz5SxCxCP/1ojtCjy3LmqnB2tQ/CST9Y1iEySgOJTW6QgSQTWLo8DNLfH+o5Dl/cTdYEPcptVIJU+73JnklvFE2MxJOK9g2NNm66zdK3WS6JKMCMIm/9kqO6eVSq2ucjysD0Sosbzd0aL5uqwypzPoTX77zfX65032RPq/xo3pEfPahQBwE7jh82RvxyVK9cBSuwSMgLAGWMOqC5AOwWI0nBkqAeEYtHhq6WJLWZRNLkBXbrkwiBDU5iEQ1MWYy0PItjXFBLgn5VWTxq9NaSpEdFFp85vbUE1FgDeay1xfgP2QJmK8iN4yOZz/Wd8wzJHPSg0Owz0HT7AsaTNVo4ibPNijZOs/0S+gtUx/P5khEteGE84AX+k9uFmVmKabc2v7f6J73wGBpZmyDhCDOIUIcIoqb8DWMGt60hMS1DZ8wYhCzK8PHiE3KIC+NHpbCpRXsT6tGFot0s6lMQoQsAVS6S0TLIiQrZtpAZp0xsZYeK/BeRyVrkROypx1no6oqsLJn0ZOHmHNhyZQnWHIaIQeSwPIFOWWxooHHzik/pyGHkA21xa2ZiadewPp3S5gwMYb3iUl2IGpPTKM6HJgzjYa2NFMJiHT26JK0Z4mOaxRguNtKZD7kxnRr3QOjStJN0EJkBHFBB58bIItZNtVy/XbDfG8pL76/SwPsNeVCI/38cjDNpu06nHQfgaESOPAWKlChToUqNOo2Vo9fx7UaXHhx9eAREJGSUoDwVjCcE+RFcHgv99DxW/jPW70tRwFdxKGJxEKV5UmNcPBO3cvzppt4vmhPSotWez/FUt8mcKWERtIfVIVxXspPzInm//LbCqG6Fsmn7kKqsu+0MPSL0YqqypaYqyo8ls9GYMGXGnAVLVqzZsGXHngNHTpy5cOXGnQdPXrz58E0lMrVoMaLSTOuYWG8ycRRgbcD0viAf/a8ZrW07BrM9vUNH/+nV+9WNPd05ENtfbfSYswQHSAmXh6ZLbRbju/RMYg16VrZYG9WRBW0HRaabCrLahuwL1VVG9ZqN7qKLKOvWLrHUMkt0SAjSjHpqRhh0AHrod6TJdDZfGEtzZdmO6/lBGMVJmuUFgAgTykoupNJV3bQd/7pBysaEQq8eWZLzvJIxNgsstIhg/WRlLWd5AgQJESZClBgUcejxxZ8AENsPZkUYOV8ZlpfsLJ9CiinZ4w6klWpuXxBMJ90cZvrhFaN7690IEc1JtJFBdbREdZq06cBNhLdSU/5fM2u27Dnw4aE2Sd/AuQTGO1Xu4SJJEW0OuXLnyZsvf4GChSqtrPLCeP31j9EqilRZFSRp5ghAZbBo1dUUq7aJTSpeXfVNrkG1Gtly5MrzxVelyrAQ2Zoaa6pZFiwOjnTXIw89dou/eTdVLq7W2mqvo063sXGY5J2vu55668PND9adJO0ZGVKSJErwSaAPDMXL3JUGpEvzUequYedxBZ4aZuyJMf0mDBkxYNCo8V3vRje71e3udLd73e9BD3vU4570tGc970XxJZRYUsml9L9LQ+I6RhWxODY4II/rKDG64bHOdIMlj3+jpCeExSfp2n+jSUgsUk1uRKC/wr+dLZMokx+hINGOreiQCzFNYpWlga9KNKxKYFPSwXBp1Pli1jcwbbZxCWzT3WzXMOPOsNurbEeqShH2dodDj02Go9AMm6JXbY6pJnaOtz73WCGrJmOXKmKcS943mW3r6ypKcvNLhR64dFt3l9Oc98fU4rMC+uimQo+m+K4zn2Ivv5/fzTNuS9mzSAMsPXDYq+aZX4YXnHB71e3rj//X2KvVbvapzOqzZeuTKpxqdnhizkw0WP1U9tuEJb/C9P9Y/Dv7ty0dyZQMDCwwwO4/B6i10rM0Y7/PUKGgYNjMeTeTXOczEhKaEjvu/86/6P9r1KpTXbmbatqsYcREASxuT9ocn6tD4TIEZ9xlYc2Dsytco/qwf7ZbOAQ6QfxaMemKiMjIUoi+76de349G0zS911kQ45iPxacECj61+rZnfAVrG/TbcNWXevhTrbL/lScGx9SHJRe0FMoYOVIoVWoN1rIcLxCd3mDMiXEM9rFo1n2ALnAfZicee5GxSH8kwZyezwxIbX66eID9Y7gnYCd5ZvQU8YhDoRZr3tK+7RmGkXMH07IHVcQplDTukWjWhx1STp+m7tvwTFT18ZR1q7DO9HDL99Eu9tFppSE6qHEXjGlD2WCPBCw7YKI1JpASyjdOFqYQISv9LbWspapC6gxJu1JThzQlGHK8tFAx2JKirThw+KkyTG+0BiIXNpTQb5tiuvFxyWPJgr293L9aJrXc8qAOsOLtr6GOlfp45/kKltnzqwrLw3vGn0XItaG1TpzotupckGOm++Ux0PWhbrDHVXYqBlfixFDFKXjeae2C1NdKpwX7gGi5SS/Cy2pMUKIkwTDu9QbHQK/6XRgpwTkw6nE6uW9G4rEXmKKcYoh1ENyLjz+h4E7gDC2GdsOoTu5cvpVOlDP9UAVPqYE279Vk0xxRhm3qIsqL+UY10WJ099iu6x3PKB6EUSbRBJPRqp0uKmaea15NVh09q4mZUImB5e/RHinap33aI0WK9mmfrqaNxjMBEJAEXAIgcE5QEgABl8BPZQD4DACESQIuAQB2TlASAAEXb18+Xs85hEwxcVkSAqHkbB9xXD+f6yNXL0s4pkEglHTqcLg9H/ubHdpPFMUwu9D2H7jwK+CUVFF9CtB/mepx/FnOH+24u+XLVVojxsUoJ5SiCGYxjRWoaGrBbR3dr/rEXXn4ljWT7j1PuzL6ZrA1WuBnkc9tjo2gQIHFsEnPzJU6y+m2xvxWsEUWTGbnkeXayAaTLFhg4r0ukZzB3yjkLVs7Gto6AmwpGE/haKVA2yvRw1sv65V8VOvE2/5GLTkX2TcSS/zgQN2imZAOfMS9LUN80Vy+QtzbQr4N2/Zj3ExzWeTjHgzIed8em8jj+uk78ISm+saN3GnscNubHlxsr1vIAXvn44cz6OKbftyW46kFkxiC6eGc2PZfQBBp3KGcGW2IpsdXKSBZryUWg3Miw0tPVQQz/LFqEnf9EgRBDyBqWKQCBEGPAAi4hNkO89FNLTzkv+f3baVpsaP/LSDuuu3k7qxYRuYqIziy9tZRV3lOnKruM/OrfGHTJHJYZ1uqBgO9JgVLe/gs2pPuHBhh1tDhwM8flVmx3MDM0CRPlNnneWFLMDt0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Introduction"><span class=anchor-text-container><span class=anchor-text>1. Introduction</span></span></a><li class=toc-list-entry-outline-padding><a class="anchor u-truncate-anchor-text anchor-primary" href=#sec0010 data-aa-button="sd:product:journal:article:type=anchor:name=outlinelink" title="2. Materials and methods"><span class=anchor-text-container><span class=anchor-text>2. Materials and methods</span></span></a><li class=toc-list-entry-outline-padding><a class="anchor u-truncate-anchor-text anchor-primary" href=#sec0060 data-aa-button="sd:product:journal:article:type=anchor:name=outlinelink" title="3. Results"><span class=anchor-text-container><span class=anchor-text>3. Results</span></span></a><li class=toc-list-entry-outline-padding><a class="anchor u-truncate-anchor-text anchor-primary" href=#sec0090 data-aa-button="sd:product:journal:article:type=anchor:name=outlinelink" title="4. Discussion"><span class=anchor-text-container><span class=anchor-text>4. Discussion</span></span></a><li class=toc-list-entry-outline-padding><a class="anchor u-truncate-anchor-text anchor-primary" href=#sec00005 data-aa-button="sd:product:journal:article:type=anchor:name=outlinelink" title="CRediT authorship contribution statement"><span class=anchor-text-container><span class=anchor-text>CRediT authorship contribution statement</span></span></a><li class=toc-list-entry-outline-padding><a class="anchor u-truncate-anchor-text anchor-primary" href=#coi0010 data-aa-button="sd:product:journal:article:type=anchor:name=outlinelink" title="Declaration of Competing Interest"><span class=anchor-text-container><span class=anchor-text>Declaration of Competing Interest</span></span></a><li class=toc-list-entry-outline-padding><a class="anchor u-truncate-anchor-text anchor-primary" href=#ack0005 data-aa-button="sd:product:journal:article:type=anchor:name=outlinelink" title=Acknowledgements><span class=anchor-text-container><span class=anchor-text>Acknowledgements</span></span></a><li class=toc-list-entry-outline-padding><a class="anchor u-truncate-anchor-text anchor-primary" href=#sec0130 data-aa-button="sd:product:journal:article:type=anchor:name=outlinelink" title="Appendix A. Supplementary data"><span class=anchor-text-container><span class=anchor-text>Appendix A. Supplementary data</span></span></a><li class=toc-list-entry-outline-padding><a class="anchor u-truncate-anchor-text anchor-primary" href=#bibl0005 data-aa-button="sd:product:journal:article:type=anchor:name=outlinelink" title=References><span class=anchor-text-container><span class=anchor-text>References</span></span></a></ol><button class="button-link u-margin-xs-top u-margin-s-bottom button-link-primary button-link-icon-right" type=button aria-expanded=false data-aa-button="sd:product:journal:article:type=menu:name=show-full-outline"><span class=button-link-text-container><span class=button-link-text>Show full outline</span></span><svg focusable=false viewBox="0 0 92 128" height=20 class="icon icon-navigate-down"><path d="M1 51l7-7 38 38 38-38 7 7-45 45z"></path></svg></button><div class=PageDivider></div></div><div class=CitedBy id=toc-cited-by><h2 class=u-h4><a class="anchor anchor-primary" href=#section-cited-by><span class=anchor-text-container><span class=anchor-text>Cited by (89)</span></span></a></h2><div class=PageDivider></div></div><div class=Figures id=toc-figures><h2 class=u-h4>Figures (7)</h2><ol class=u-margin-s-bottom><li><a class="anchor u-display-block anchor-primary anchor-icon-only anchor-with-icon" href=#fig0005 data-aa-button="sd:product:journal:article:type=anchor:name=figure"><img alt="Fig. 1. N partitioning index (NPI) at anthesis (GS65) for (a) flag-leaf lamina, (b)…" class=u-display-block height=164px src="data:image/gif;base64,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" width=194px></a><li><a class="anchor u-display-block anchor-primary anchor-icon-only anchor-with-icon" href=#fig0010 data-aa-button="sd:product:journal:article:type=anchor:name=figure"><img alt="Fig. 2. Linear relationship between a) post-anthesis flag-leaf photosynthesis rate…" class=u-display-block height=102px src="data:image/gif;base64,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" width=219px></a><li><a class="anchor u-display-block anchor-primary anchor-icon-only anchor-with-icon" href=#fig0015 data-aa-button="sd:product:journal:article:type=anchor:name=figure"><img alt="Fig. 3. Relationship between grain yield (GY, 100 % DM) and aboveground DM (AGDM) and…" class=u-display-block height=93px src="data:image/gif;base64,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" width=219px></a><li><a class="anchor u-display-block anchor-primary anchor-icon-only anchor-with-icon" href=#fig0020 data-aa-button="sd:product:journal:article:type=anchor:name=figure"><img alt="Fig. 4. Bi-plots for grain yield (GY), above-ground dry matter (AGDM) at harvest,…" class=u-display-block height=96px 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" width=219px></a><li><a class="anchor u-display-block anchor-primary anchor-icon-only anchor-with-icon" href=#fig0025 data-aa-button="sd:product:journal:article:type=anchor:name=figure"><img alt="Fig. 5. Association between onset of flag-leaf senescence (thermal time post anthesis…" class=u-display-block height=102px src="data:image/gif;base64,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" width=219px></a><li><a class="anchor u-display-block anchor-primary anchor-icon-only anchor-with-icon" href=#fig0030 data-aa-button="sd:product:journal:article:type=anchor:name=figure"><img alt="Fig. 6. Linear regression of grain yield (100 % DM) on a) mean NDVI during early grain…" class=u-display-block height=82px src=data:image/gif;base64,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 width=219px></a></ol><button class="button-link u-margin-xs-top u-margin-s-bottom button-link-primary button-link-icon-right" type=button data-aa-button="sd:product:journal:article:type=menu:name=show-figures"><span class=button-link-text-container><span class=button-link-text>Show 1 more figure</span></span><svg focusable=false viewBox="0 0 92 128" height=20 class="icon icon-navigate-down"><path d="M1 51l7-7 38 38 38-38 7 7-45 45z"></path></svg></button><div class=PageDivider></div></div><div class=Tables id=toc-tables><h2 class=u-h4>Tables (2)</h2><ol class=u-padding-s-bottom><li class=toc-list-entry-outline-padding><a class="anchor u-truncate-anchor-text anchor-primary anchor-icon-left anchor-with-icon" href=#tbl0005 data-aa-button="sd:product:journal:article:type=anchor:name=table" title="Flag-leaf N (FL NA), stem and remaining leaf N (StL NA) and ear N (Ear NA) accumulation; flag-leaf N partitioning index (FL NPI), stem and remaining leaf N partitioning index (StL NPI) and ear N parti..."><svg focusable=false viewBox="0 0 98 128" height=20 class="icon icon-table"><path d="M54 68h32v32H54V68zm-42 0h32v32H12V68zm0-42h32v32H12V26zm42 0h32v32H54V26zM2 110h94V16H2v94z"></path></svg><span class=anchor-text-container><span class=anchor-text>Table 1</span></span></a><li class=toc-list-entry-outline-padding><a class="anchor u-truncate-anchor-text anchor-primary anchor-icon-left anchor-with-icon" href=#tbl0010 data-aa-button="sd:product:journal:article:type=anchor:name=table" title="Genetic ranges in N-remobilization efficiency for the flag-leaf lamina, stem and remaining leaf lamina and whole crop in 30 wheat cultivars under HN and LN conditions. Values represent means across ye..."><svg focusable=false viewBox="0 0 98 128" height=20 class="icon icon-table"><path d="M54 68h32v32H54V68zm-42 0h32v32H12V68zm0-42h32v32H12V26zm42 0h32v32H54V26zM2 110h94V16H2v94z"></path></svg><span class=anchor-text-container><span class=anchor-text>Table 2</span></span></a></ol><div class=PageDivider></div></div><div class=Extras id=toc-extras><h2 class=u-h4>Extras (1)</h2><ol class=u-padding-s-bottom><li class=toc-list-entry-outline-padding><a class="anchor u-truncate-anchor-text anchor-primary anchor-icon-left anchor-with-icon" href=#upi0005 data-aa-button="sd:product:journal:article:type=anchor:region=outline:name=sdf" title=Document><svg focusable=false viewBox="0 0 92 128" height=20 class="icon icon-text-document"><path d="M1 10v108h57.22L91 85.09V10H1m80 70.96L54.07 108H11V20h70v60.96zM43 100h10V80h20V70H43v30M25 32h42v10H25V32zm0 18h42v10H25V50z"></path></svg><span class=anchor-text-container><span class=anchor-text>Document</span></span></a></ol><div class=PageDivider></div></div></div></div><article class="col-lg-12 col-md-16 pad-left pad-right u-padding-s-top" lang=en><div class=Publication id=publication><div class="publication-brand u-display-block-from-sm"><a class="anchor u-display-flex anchor-primary" href=https://www.sciencedirect.com/journal/field-crops-research title="Go to Field Crops Research on ScienceDirect"><span class=anchor-text-container><span class=anchor-text><img class=publication-brand-image src=data:image/svg+xml;base64,<svg xmlns="http://www.w3.org/2000/svg" height="64" viewBox="0 0 58 64" width="58">
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 alt=Elsevier></span></span></a></div><div class="publication-volume u-text-center"><h2 class="publication-title u-h3" id=publication-title><a class="anchor anchor-secondary publication-title-link" href=https://www.sciencedirect.com/journal/field-crops-research title="Go to Field Crops Research on ScienceDirect"><span class=anchor-text-container><span class=anchor-text>Field Crops Research</span></span></a></h2><div class=text-xs><a class="anchor anchor-primary" href=https://www.sciencedirect.com/journal/field-crops-research/vol/251/suppl/C title="Go to table of contents for this volume/issue"><span class=anchor-text-container><span class=anchor-text>Volume 251</span></span></a>, 15 June 2020, 107778</div></div><div class="publication-cover u-display-block-from-sm"><a class="anchor u-display-flex anchor-primary" href=https://www.sciencedirect.com/journal/field-crops-research/vol/251/suppl/C><span class=anchor-text-container><span class=anchor-text><img class=publication-cover-image 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" alt="Field Crops Research"></span></span></a></div></div><h1 id=screen-reader-main-title class="Head u-font-serif u-h2 u-margin-s-ver"><span class=title-text>Nitrogen partitioning and remobilization in relation to leaf senescence, grain yield and protein concentration in Indian wheat cultivars</span></h1><div class=Banner id=banner><div class="wrapper truncated"><div aria-live=polite></div><div class=AuthorGroups><div class=author-group id=author-group><span class=sr-only>Author links open overlay panel</span><button class="button-link button-link-secondary button-link-underline" type=button data-sd-ui-side-panel-opener=true data-xocs-content-type=author data-xocs-content-id=aut0005><span class=button-link-text-container><span class=button-link-text><span class=react-xocs-alternative-link><span class=given-name>A.S.</span> <span class="text surname">Nehe</span> </span><span class=author-ref id=baff0005><sup>a</sup></span></span></span></button>, <button class="button-link 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class="icon icon-arrow-up-right-tiny arrow-external-link"><path d="M1.12949 2.1072V1H7V6.85795H5.89111V2.90281L0.784057 8L0 7.21635L5.11902 2.1072H1.12949Z"></path></svg></span></a></div><div class=AccessLabel><span class=access-indicator></span>Open access</div></div><section class=ReferencedArticles></section><section class=ReferencedArticles></section><div class=PageDivider></div><div class="Abstracts u-font-serif" id=abstracts><div class="abstract author-highlights" id=abs0005><h2 class="section-title u-h4 u-margin-l-top u-margin-xs-bottom">Highlights</h2><div id=abst0005><div class=u-margin-s-bottom id=spar0055><ul class=list><li class=react-xocs-list-item><span class=list-label>•</span><span class=list-content><div class=u-margin-s-bottom id=par0005>Genetic differences in 30 wheat cultivars in flag-leaf <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/photosystem title="Learn more about photosynthesis from ScienceDirect's AI-generated Topic Pages" class=topic-link>photosynthesis</a> rate were correlated with differences in grain yield under high N conditions.</div></span><li class=react-xocs-list-item><span class=list-label>•</span><span class=list-content><div class=u-margin-s-bottom id=par0010>Post-anthesis flag-leaf photosynthesis rate was positively associated with pre-anthesis N uptake under high N conditions.</div></span><li class=react-xocs-list-item><span class=list-label>•</span><span class=list-content><div class=u-margin-s-bottom id=par0015>Genetic differences in <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/normalized-difference-vegetation-index title="Learn more about Normalized Difference Vegetation Index from ScienceDirect's AI-generated Topic Pages" class=topic-link>Normalized Difference Vegetation Index</a> during late grain filling were associated with differences in grain yield under high N and low N conditions.</div></span><li class=react-xocs-list-item><span class=list-label>•</span><span class=list-content><div class=u-margin-s-bottom id=par0020>Cultivar grain protein deviation was associated with post-anthesis N uptake under N limitation.</div></span></ul></div></div></div><div class="abstract author" id=abs0010><h2 class="section-title u-h4 u-margin-l-top u-margin-xs-bottom">Abstract</h2><div id=abst0010><div class=u-margin-s-bottom id=spar0060>Nitrogen (N) fertilizer represents a significant cost for the grower and may also have environmental impacts through nitrate leaching and N<sub>2</sub><span>O (a greenhouse gas) emissions associated with denitrification. The objectives of this study were to quantify the genetic variability in N partitioning and N remobilization in Indian spring wheat cultivars and identify traits for improved grain yield and grain protein content for application in breeding N-efficient cultivars. Twenty-eight bread wheat cultivars and two durum wheat cultivars were tested in field experiments in two years in Maharashtra, India. Growth analysis was conducted at <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/anthesis title="Learn more about anthesis from ScienceDirect's AI-generated Topic Pages" class=topic-link>anthesis</a> and harvest to assess above-ground dry matter (DM) and dry matter and N partitioning. Flag-leaf photosynthesis rate (A</span><em><sub>max</sub></em>), flag-leaf senescence rate and canopy normalized difference vegetation index (NDVI) were also assessed. Significant N × genotype level interaction was observed for grain yield and N-use efficiency. There was a positive linear association between post-anthesis flag-leaf A<em><sub>max</sub></em> and grain yield amongst the 30 genotypes under high N (HN) conditions. Flag-leaf A<em><sub>max</sub></em> was positively associated with N uptake at anthesis (AGN<sub>A</sub>). Under both HN and low N (LN) conditions, higher N uptake at anthesis was associated with delayed onset of flag-leaf senescence and higher grain yield. Under N limitation, there was a genetic negative correlation between grain yield and grain protein concentration. Deviation from this negative relationship (grain protein deviation or GPD) was related to genotypic differences in post-anthesis N uptake. It is concluded that N uptake at anthesis was an important determinant of flag-leaf photosynthesis rate and grain yield under high N conditions; while post-anthesis N uptake was an important determinant of GPD of wheat grown under low to moderate N conditions in India.</div></div></div></div><ul id=issue-navigation class="issue-navigation u-margin-s-bottom u-bg-grey1"><li class="previous move-left u-padding-s-ver u-padding-s-left"><a class="button-alternative button-alternative-tertiary u-display-flex button-alternative-icon-left" href=https://www.sciencedirect.com/science/article/pii/S0378429019306215><svg focusable=false viewBox="0 0 54 128" height=20 class="icon icon-navigate-left"><path d="M1 61l45-45 7 7-38 38 38 38-7 7z"></path></svg><span class=button-alternative-text-container><span class=button-alternative-text>Previous <span class=extra-detail-1>article</span><span class=extra-detail-2> in issue</span></span></span></a><li class="next move-right u-padding-s-ver u-padding-s-right"><button class="button-alternative button-alternative-tertiary u-display-flex button-alternative-icon-right" disabled type=button><span class=button-alternative-text-container><span class=button-alternative-text>Next <span class=extra-detail-1>article</span><span class=extra-detail-2> in issue</span></span></span><svg focusable=false viewBox="0 0 54 128" height=20 class="icon icon-navigate-right"><path d="M1 99l38-38L1 23l7-7 45 45-45 45z"></path></svg></button></ul><div class="Keywords u-font-serif"><div class=keywords-section id=kwd0005><h2 class="section-title u-h4 u-margin-l-top u-margin-xs-bottom">Keywords</h2><div class=keyword id=kw0005><span>N remobilization</span></div><div class=keyword id=kw0010><span>Leaf photosynthesis</span></div><div class=keyword id=kw0015><span>Leaf senescence</span></div><div class=keyword id=kw0020><span>Grain protein deviation</span></div><div class=keyword id=kw0025><span>Wheat</span></div></div></div><div class="Body u-font-serif" id=body><div><section id=sec0005><h2 id=sect0020 class="u-h4 u-margin-l-top u-margin-xs-bottom">1. Introduction</h2><div class=u-margin-s-bottom id=par0025>Nitrogen (N) fertilizer represents a significant cost for the grower and may also have environmental impacts through nitrate leaching and N<sub>2</sub>O (a greenhouse gas) emissions associated with denitrification by soil bacteria. Breeding of N-efficient cultivars is one approach to reduce N fertilizer inputs while maintaining acceptable yields and grain protein content (<a class="anchor anchor-primary" href=#bib0065 name=bbib0065 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0065><span class=anchor-text-container><span class=anchor-text>Foulkes et al., 2009</span></span></a>). N-use efficiency (NUE) can be defined as the grain dry matter (DM) yield (kg DM ha<sup>−1</sup>) divided by the supply of available N from the soil and fertilizer (kg N ha<sup>−1</sup>; <a class="anchor anchor-primary" href=#bib0150 name=bbib0150 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0150><span class=anchor-text-container><span class=anchor-text>Moll et al., 1982</span></span></a><span>). N-use efficiency can be further sub-divided into N-uptake efficiency (above-ground N uptake/N supply from soil N and fertilizer N; NUpE) and N-utilization efficiency (grain DM yield/above-ground N uptake; NUtE). The relative contributions of NUpE and NUtE to <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/genetic-divergence title="Learn more about genetic variation from ScienceDirect's AI-generated Topic Pages" class=topic-link>genetic variation</a> in NUE in wheat vary according to N fertilizer management and environment as reported in previous field studies (Ortiz-Monasterio et al., 1997 ; </span><a class="anchor anchor-primary" href=#bib0060 name=bbib0060 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0060><span class=anchor-text-container><span class=anchor-text>Foulkes et al., 2007</span></span></a>; Brancourt-Hulmel et al., 2003; Muurinen et al., 2006; <a class="anchor anchor-primary" href=#bib0020 name=bbib0020 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0020><span class=anchor-text-container><span class=anchor-text>Barraclough et al., 2010</span></span></a>; <a class="anchor anchor-primary" href=#bib0120 name=bbib0120 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0120><span class=anchor-text-container><span class=anchor-text>Le Gouis et al., 2010</span></span></a>; <a class="anchor anchor-primary" href=#bib0070 name=bbib0070 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0070><span class=anchor-text-container><span class=anchor-text>Gaju et al., 2011</span></span></a>; Sadras and Lawson, 2013). These studies overall indicated that at low N supply the genetic variation in NUE was more usually associated with NUpE, whereas at high N supply it was more usually associated with NUtE. We previously showed genetic variation in NUE for 30 Indian wheat cultivars under high N and low N conditions was associated with variation in both NUpE and NUtE (<a class="anchor anchor-primary" href=#bib0165 name=bbib0165 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0165><span class=anchor-text-container><span class=anchor-text>Nehe et al., 2018</span></span></a>). Therefore, understanding the physiological basis of variation in NUpE and NUtE may offer avenues to increase NUE in wheat grown in India and elsewhere in the world.</div><div class=u-margin-s-bottom id=par0030>Physiological traits affecting genetic variation in NUpE mainly relate to the ability to maintain root activity during the grain-filling period and/or regulation of N uptake by plant N status (<a class="anchor anchor-primary" href=#bib0065 name=bbib0065 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0065><span class=anchor-text-container><span class=anchor-text>Foulkes et al., 2009</span></span></a>; <a class="anchor anchor-primary" href=#bib0090 name=bbib0090 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0090><span class=anchor-text-container><span class=anchor-text>Hawkesford, 2014</span></span></a><span>). Physiological traits reported to affect genetic variation in NUtE in wheat include flag-leaf <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/photosystem title="Learn more about photosynthesis from ScienceDirect's AI-generated Topic Pages" class=topic-link>photosynthesis</a> rate (</span><a class="anchor anchor-primary" href=#bib0080 name=bbib0080 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0080><span class=anchor-text-container><span class=anchor-text>Gaju et al., 2016</span></span></a><span>), N partitioning at <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/anthesis title="Learn more about anthesis from ScienceDirect's AI-generated Topic Pages" class=topic-link>anthesis</a> (</span><a class="anchor anchor-primary" href=#bib0175 name=bbib0175 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0175><span class=anchor-text-container><span class=anchor-text>Pask et al., 2012</span></span></a>; <a class="anchor anchor-primary" href=#bib0075 name=bbib0075 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0075><span class=anchor-text-container><span class=anchor-text>Gaju et al., 2014</span></span></a>) and post-anthesis N remobilization and leaf and canopy senescence kinetics (<a class="anchor anchor-primary" href=#bib0035 name=bbib0035 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0035><span class=anchor-text-container><span class=anchor-text>Bogard et al., 2010</span></span></a>; <a class="anchor anchor-primary" href=#bib0070 name=bbib0070 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0070><span class=anchor-text-container><span class=anchor-text>Gaju et al., 2011</span></span></a>, <a class="anchor anchor-primary" href=#bib0075 name=bbib0075 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0075><span class=anchor-text-container><span class=anchor-text>2014</span></span></a>). Genetic variation in flag-leaf photosynthesis rate was associated with grain yield in eight spring wheat cultivars in Mexico (<a class="anchor anchor-primary" href=#bib0055 name=bbib0055 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0055><span class=anchor-text-container><span class=anchor-text>Fischer et al., 1998</span></span></a><span>), in 18 <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/common-wheat title="Learn more about winter wheat from ScienceDirect's AI-generated Topic Pages" class=topic-link>winter wheat</a> cultivars in China (</span><a class="anchor anchor-primary" href=#bib0105 name=bbib0105 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0105><span class=anchor-text-container><span class=anchor-text>Jiang et al., 2003</span></span></a>) and in 18 facultative wheat cultivars in China (<a class="anchor anchor-primary" href=#bib0215 name=bbib0215 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0215><span class=anchor-text-container><span class=anchor-text>Zheng et al., 2011a</span></span></a>, <a class="anchor anchor-primary" href=#bib0220 name=bbib0220 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0220><span class=anchor-text-container><span class=anchor-text>2011b</span></span></a>). <a class="anchor anchor-primary" href=#bib0080 name=bbib0080 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0080><span class=anchor-text-container><span class=anchor-text>Gaju et al. (2016)</span></span></a> showed that pre-anthesis flag-leaf photosynthesis rate was positively associated with grain yield amongst 15 wheat genotypes (modern UK cultivars, synthetic-derivatives and landraces) grown in the UK. In addition, genetic variation in flag-leaf photosynthetic rate has been associated with flag-leaf N content (<a class="anchor anchor-primary" href=#bib0010 name=bbib0010 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0010><span class=anchor-text-container><span class=anchor-text>Austin et al., 1982</span></span></a>) and relative chlorophyll content in wheat (<a class="anchor anchor-primary" href=#bib0075 name=bbib0075 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0075><span class=anchor-text-container><span class=anchor-text>Gaju et al., 2014</span></span></a>) and leaf Rubisco content in rice (<a class="anchor anchor-primary" href=#bib0095 name=bbib0095 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0095><span class=anchor-text-container><span class=anchor-text>Hubbart et al., 2007</span></span></a>).</div><div class=u-margin-s-bottom id=par0035>In wheat, 35–42 % of the above-ground N accumulated at anthesis is in leaf lamina, 14–20 % in the leaf sheath, 20–31 % in the stem and 16–23 % in the ear under optimal N application (<a class="anchor anchor-primary" href=#bib0175 name=bbib0175 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0175><span class=anchor-text-container><span class=anchor-text>Pask et al., 2012</span></span></a>; <a class="anchor anchor-primary" href=#bib0025 name=bbib0025 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0025><span class=anchor-text-container><span class=anchor-text>Barraclough et al., 2014</span></span></a>; <a class="anchor anchor-primary" href=#bib0075 name=bbib0075 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0075><span class=anchor-text-container><span class=anchor-text>Gaju et al., 2014</span></span></a><span>). It has been suggested that a higher capacity for storing accumulated N in the stem internodes before anthesis could enable the translocation of a larger amount of N to grains without reducing plant <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/photosynthetic-capacity title="Learn more about photosynthetic capacity from ScienceDirect's AI-generated Topic Pages" class=topic-link>photosynthetic capacity</a> (</span><a class="anchor anchor-primary" href=#bib0030 name=bbib0030 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0030><span class=anchor-text-container><span class=anchor-text>Bertheloot et al., 2008</span></span></a>; <a class="anchor anchor-primary" href=#bib0065 name=bbib0065 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0065><span class=anchor-text-container><span class=anchor-text>Foulkes et al., 2009</span></span></a>). Ears also have a capacity to store N in the pre-anthesis period in the glumes (<a class="anchor anchor-primary" href=#bib0125 name=bbib0125 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0125><span class=anchor-text-container><span class=anchor-text>Lopes et al., 2006</span></span></a>). Again, this could be a mechanism of buffering leaf lamina senescence through the remobilization of N from the glumes in the post-anthesis period (<a class="anchor anchor-primary" href=#bib0125 name=bbib0125 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0125><span class=anchor-text-container><span class=anchor-text>Lopes et al., 2006</span></span></a>).</div><div class=u-margin-s-bottom id=par0040>Wheat crops remobilize N to grain during grain filling affecting final grain yield and grain N concentration (<a class="anchor anchor-primary" href=#bib0020 name=bbib0020 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0020><span class=anchor-text-container><span class=anchor-text>Barraclough et al., 2010</span></span></a>; <a class="anchor anchor-primary" href=#bib0070 name=bbib0070 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0070><span class=anchor-text-container><span class=anchor-text>Gaju et al., 2011</span></span></a>, <a class="anchor anchor-primary" href=#bib0075 name=bbib0075 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0075><span class=anchor-text-container><span class=anchor-text>2014</span></span></a>). Fifty to 95 % of grain N at harvest comes from the remobilization of N stored before anthesis (<a class="anchor anchor-primary" href=#bib0115 name=bbib0115 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0115><span class=anchor-text-container><span class=anchor-text>Kichey et al., 2007</span></span></a>). N-remobilization efficiency (NRE) can be defined as the proportion of N in the crop or crop component at anthesis which is not present in the crop or crop component at harvest. In wheat various investigations have found that the leaves have a higher NRE (0.73-0.76) than the stems (0.43-0.73) and the chaff (0.56-0.73) (Zhen-Yuan et al., 1996; <a class="anchor anchor-primary" href=#bib0015 name=bbib0015 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0015><span class=anchor-text-container><span class=anchor-text>Barbottin et al., 2005</span></span></a>; <a class="anchor anchor-primary" href=#bib0175 name=bbib0175 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0175><span class=anchor-text-container><span class=anchor-text>Pask et al., 2012</span></span></a>; <a class="anchor anchor-primary" href=#bib0075 name=bbib0075 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0075><span class=anchor-text-container><span class=anchor-text>Gaju et al., 2014</span></span></a>); and higher N remobilization has been observed under low N supply compared to high N supply (<a class="anchor anchor-primary" href=#bib0015 name=bbib0015 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0015><span class=anchor-text-container><span class=anchor-text>Barbottin et al., 2005</span></span></a>; <a class="anchor anchor-primary" href=#bib0175 name=bbib0175 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0175><span class=anchor-text-container><span class=anchor-text>Pask et al., 2012</span></span></a>; <a class="anchor anchor-primary" href=#bib0075 name=bbib0075 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0075><span class=anchor-text-container><span class=anchor-text>Gaju et al., 2014</span></span></a>).</div><div class=u-margin-s-bottom id=par0045>Previous studies reported that genetic control of N remobilization is linked to the regulation of leaf senescence (<a class="anchor anchor-primary" href=#bib0145 name=bbib0145 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0145><span class=anchor-text-container><span class=anchor-text>Masclaux et al., 2001</span></span></a>; <a class="anchor anchor-primary" href=#bib0195 name=bbib0195 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0195><span class=anchor-text-container><span class=anchor-text>Uauy et al., 2006a</span></span></a>, <a class="anchor anchor-primary" href=#bib0200 name=bbib0200 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0200><span class=anchor-text-container><span class=anchor-text>2006b</span></span></a>). In wheat, delayed onset of flag-leaf senescence (stay green) was associated with lower N remobilization under low N conditions in winter wheat grown in the UK and France (Derkx et al., 2012; <a class="anchor anchor-primary" href=#bib0075 name=bbib0075 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0075><span class=anchor-text-container><span class=anchor-text>Gaju et al., 2014</span></span></a>). In sorghum, the stay-green trait has been related to the N supply-demand balance during grain filling (<a class="anchor anchor-primary" href=#bib0205 name=bbib0205 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0205><span class=anchor-text-container><span class=anchor-text>Van Oosterom et al., 2010</span></span></a><span>). Developing cultivars that stay-green and photosynthesize for a longer time by modifying NRE could be advantageous to produce a higher yield. However, longer photosynthesis for same amount N available could eventually reduce the grain N concentration affecting grain N protein. In addition, a deeper <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/root-system title="Learn more about root system from ScienceDirect's AI-generated Topic Pages" class=topic-link>root system</a> can potentially increase the stay-green effect by taking up more post-anthesis N (</span><a class="anchor anchor-primary" href=#bib0065 name=bbib0065 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0065><span class=anchor-text-container><span class=anchor-text>Foulkes et al., 2009</span></span></a>).</div><div class=u-margin-s-bottom id=par0050>Grain yield (GY) and grain N concentration (GNC) are two major targets in wheat breeding programmes, but have been difficult to improve simultaneously due to the negative genetic relationship between GNC and GY (<a class="anchor anchor-primary" href=#bib0185 name=bbib0185 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0185><span class=anchor-text-container><span class=anchor-text>Slafer et al., 1990</span></span></a>; <a class="anchor anchor-primary" href=#bib0035 name=bbib0035 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0035><span class=anchor-text-container><span class=anchor-text>Bogard et al., 2010</span></span></a>). The physiological basis of this negative correlation may relate to competition between carbon and N for energy (<a class="anchor anchor-primary" href=#bib0160 name=bbib0160 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0160><span class=anchor-text-container><span class=anchor-text>Munier‐Jolain and Salon, 2005</span></span></a>) and a N dilution effect by carbon-based compounds (<a class="anchor anchor-primary" href=#bib0005 name=bbib0005 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0005><span class=anchor-text-container><span class=anchor-text>Acreche and Slafer, 2009</span></span></a>). <a class="anchor anchor-primary" href=#bib0155 name=bbib0155 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0155><span class=anchor-text-container><span class=anchor-text>Monaghan et al. (2001)</span></span></a> suggested that deviation from the regression line between GY and grain protein concentration (grain protein deviation; GPD) could be used to identify genotypes having higher grain protein concentration than would be expected from their GY. Previous studies in wheat suggest GPD was related to post-anthesis N uptake (<a class="anchor anchor-primary" href=#bib0035 name=bbib0035 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0035><span class=anchor-text-container><span class=anchor-text>Bogard et al., 2010</span></span></a>) and crop N remobilization (<a class="anchor anchor-primary" href=#bib0185 name=bbib0185 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0185><span class=anchor-text-container><span class=anchor-text>Slafer et al., 1990</span></span></a>; <a class="anchor anchor-primary" href=#bib0195 name=bbib0195 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0195><span class=anchor-text-container><span class=anchor-text>Uauy et al., 2006a</span></span></a>, <a class="anchor anchor-primary" href=#bib0200 name=bbib0200 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0200><span class=anchor-text-container><span class=anchor-text>2006b</span></span></a>).</div><div class=u-margin-s-bottom id=par0055>In India wheat provides 50 % of the calories consumed, contributing substantially to national food security (<a class="anchor anchor-primary" href=#bib0100 name=bbib0100 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0100><span class=anchor-text-container><span class=anchor-text>ICAR- IIWBR, 2019</span></span></a>). Global wheat production in 2018 was 735 M t and in India was 99 M t (<a class="anchor anchor-primary" href=#bib0050 name=bbib0050 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0050><span class=anchor-text-container><span class=anchor-text>FAO, 2020</span></span></a>). India has the second highest global wheat production after China (<a class="anchor anchor-primary" href=#bib0050 name=bbib0050 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0050><span class=anchor-text-container><span class=anchor-text>FAO, 2020</span></span></a>). Previously we reported on associations between grain yield, NUpE, NUtE and whole-crop NRE for 30 Indian cultivars in the Peninsular zone of India. In the present paper for the same set of cultivars we report on genetic variation in N partitioning for plant components, flag-leaf photosynthesis rate, post-anthesis N remobilization for plant components and flag-leaf and canopy senescence parameters and associations with grain yield and grain protein deviation. The specific objective was to identify the main processes that determine NUE, grain yield and grain protein deviation under optimal and N-limiting conditions in Indian wheat cultivars. Two field experiments were carried out examining 30 Indian cultivars grown under high and low N conditions at Agharkar Research Institute, Pune, India in two seasons.</div></section><section id=sec0010><h2 id=sect0025 class="u-h4 u-margin-l-top u-margin-xs-bottom">2. Materials and methods</h2><section id=sec0015><h3 id=sect0030 class="u-h4 u-margin-m-top u-margin-xs-bottom">2.1. Experimental design and plot management</h3><div class=u-margin-s-bottom id=par0060>Two field experiments were conducted at the Agharkar Research Institute farm, near Pune, India (16° 30′ N, 74° 40′ E, altitude: 557.5 m) in 2013-14 and 2015-16. The full experimental details were described by <a class="anchor anchor-primary" href=#bib0165 name=bbib0165 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0165><span class=anchor-text-container><span class=anchor-text>Nehe et al. (2018)</span></span></a><span>. In summary, the site has a temperate climate with mean annual rainfall of 457 mm and mean annual minimum temperature of 9 °C and maximum temperature of 36 °C. <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/soil-minerals title="Learn more about Soil mineral from ScienceDirect's AI-generated Topic Pages" class=topic-link>Soil mineral</a> analysis before planting showed N, P, K was 197, 25, 578 in 2013-14 and 142, 156, 230 kg ha</span><sup>−1</sup><span> in 2015–16, respectively. The soil type was a black cotton soil or <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/vertisol title="Learn more about Vertisol from ScienceDirect's AI-generated Topic Pages" class=topic-link>Vertisol</a>.</span></div><div class=u-margin-s-bottom id=par0065><span>The experiments used a split-plot design with two replications in 2013-14 and three replications in 2015-16; the main plot treatment was two levels of N <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/fertilizer-application title="Learn more about fertilizer application from ScienceDirect's AI-generated Topic Pages" class=topic-link>fertilizer application</a> and the sub-plot treatment was 30 elite Indian wheat cultivars. The sub-plot size was 2.5 × 1.0 m in 2013-14 and 4.5 × 1.5 m in 2015-16. Two levels of N fertilizer treatment, optimum or high N (HN) and low N (LN), were applied. The high N fertilizer amount was 120 kg N ha</span><sup>−1</sup> in both years: 60 kg N ha<sup>−1</sup> was applied at sowing and 60 kg N ha<sup>−1</sup> at onset of stem extension (GS30, <a class="anchor anchor-primary" href=#bib0210 name=bbib0210 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0210><span class=anchor-text-container><span class=anchor-text>Zadoks et al., 1974</span></span></a>). In the low N treatment, 0 kg N ha<sup>−1</sup> was applied in 2013-14 and 40 kg N ha<sup>−1</sup><span><span> in 2015-16 at sowing. All N fertilizer was applied as granules of urea (34.5 % N) and each split was applied on the same calendar date for the 30 cultivars. All other crop inputs, including pesticide, herbicide and <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/fungicide title="Learn more about fungicide from ScienceDirect's AI-generated Topic Pages" class=topic-link>fungicide</a> inputs, and potassium, phosphate and </span><a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/sulfur-fertilizers title="Learn more about sulphur fertilizers from ScienceDirect's AI-generated Topic Pages" class=topic-link>sulphur fertilizers</a><span>, were applied at levels to prevent non-N nutrients or pests, weeds and diseases from limiting yield. The <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/sowing-date title="Learn more about sowing date from ScienceDirect's AI-generated Topic Pages" class=topic-link>sowing date</a> was 26 November in 2013 and 2 November in 2015. The seed rate was 240 seeds m</span></span><sup>−2</sup> in both experiments.</div><div class=u-margin-s-bottom id=par0070><span>Thirty elite Indian spring wheat cultivars were selected to be representative of the most widely grown cultivars in the main wheat breeding zones in India in recent years. All the cultivars were semi-dwarfs except two tall cultivars, Kharchia-65 and BH-1146. There were two <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/durum-wheat title="Learn more about durum wheat from ScienceDirect's AI-generated Topic Pages" class=topic-link>durum wheat</a> (</span><span><em><a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/triticum-turgidum title="Learn more about Triticum turgidum from ScienceDirect's AI-generated Topic Pages" class=topic-link>Triticum turgidum</a></em></span><span> subsp. durum) cultivars (PDW- 314 and HI- 8498); the remaining 28 cultivars were <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/triticum-aestivum title="Learn more about bread wheat from ScienceDirect's AI-generated Topic Pages" class=topic-link>bread wheat</a> (</span><em>Triticum aestivum</em><span> L.) cultivars. Information about the pedigree, year of release and breeding zone origin of the cultivars is given in Supplementary Table 1. In each year, the crop was irrigated using a gravity-based <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/flood-irrigation title="Learn more about flood irrigation from ScienceDirect's AI-generated Topic Pages" class=topic-link>flood irrigation</a> system at 15 day intervals or when irrigation was needed to avoid water stress.</span></div></section><section id=sec0020><h3 id=sect0035 class="u-h4 u-margin-m-top u-margin-xs-bottom">2.2. Crop measurements</h3><section id=sec0025><h4 id=sect0040 class="u-margin-m-top u-margin-xs-bottom">2.2.1. Developmental stages and plant height</h4><div class=u-margin-s-bottom id=par0075>Regular monitoring of crop growth stages was done following the decimal code of Zadoks (<a class="anchor anchor-primary" href=#bib0210 name=bbib0210 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0210><span class=anchor-text-container><span class=anchor-text>Zadoks et al., 1974</span></span></a><span><span>). In both years, date of <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/anthesis title="Learn more about anthesis from ScienceDirect's AI-generated Topic Pages" class=topic-link>anthesis</a> (GS65, AD) and physiological maturity (GS89, 50 % of </span><a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/peduncle title="Learn more about peduncle from ScienceDirect's AI-generated Topic Pages" class=topic-link>peduncle</a> yellow) was recorded in each sub-plot. Plant height was measured between GS71 and GS89 from the ground level to the tip of ear using a ruler for five randomly selected fertile shoots (those with an ear) per sub-plot in 2014 and three fertile shoots per sub-plot in 2016.</span></div></section><section id=sec0030><h4 id=sect0045 class="u-margin-m-top u-margin-xs-bottom">2.2.2. Dry matter and plant N% analysis</h4><div class=u-margin-s-bottom id=par0080>For dry matter and N analysis, in 2014 five fertile shoots at anthesis and 10 fertile shoots at physiological maturity were randomly selected per sub-plot and cut at ground level. In 2016, samples at anthesis were taken by cutting shoots at ground level in four 25 cm row-lengths giving a sampled area of 0.25 m<sup>2</sup> per sub-plot. The fresh weight was recorded and a sub-sample of 10 shoots was taken and the fresh weight recorded. At physiological maturity, 12 fertile shoots were randomly selected per sub-plot and cut at ground level.</div><div class=u-margin-s-bottom id=par0085>Shoots were separated into three components: (i) ear, (ii) flag-leaf lamina and (iii) stem, leaf sheath and remaining leaf lamina. Dry weight of each component was recorded after drying for 48 h at 70 °C. Dried ears at harvest were threshed by hand and grain dry weight measured and chaff dry weight was calculated by difference. The number of fertile and infertile shoots was counted in a 1 m row length at physiological maturity in 2014 and at anthesis and at physiological maturity in 2016.</div><div class=u-margin-s-bottom id=par0090><span>After the samples for DM and N partitioning had been taken at physiological maturity, the remainder of each sub-plot was bulk harvested by hand. The ends of the plots (to 0.25 m) were removed as discard and the rest of the plot was harvested as a bulk by cutting at ground level. The grain was threshed using a threshing machine and weighed and a sample of approximately 50 g grain taken for <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/moisture title="Learn more about moisture content from ScienceDirect's AI-generated Topic Pages" class=topic-link>moisture content</a> analysis. Harvest index (grain DM / above-ground DM) was calculated based on the measurements on the 10- or 12-shoot samples at physiological maturity. Grain number (GN) from the 10- or 12-shoot samples was counted manually and the thousand grain weight calculated (TGW). From these measurements, above-ground DM per m</span><sup>2</sup>, grains per ear and ears per m<sup>2</sup> were calculated.</div><div class=u-margin-s-bottom id=par0095>In both years, N concentration of plant components was analyzed by the Dumas method (<a class="anchor anchor-primary" href=#bib0045 name=bbib0045 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0045><span class=anchor-text-container><span class=anchor-text>Dumas, 1831</span></span></a>). N% determination was carried out for: i) flag-leaf lamina, ii) remaining leaf lamina and stem and leaf sheath and iii) ears at anthesis (GS65); and for i) flag-leaf lamina ii) remaining leaf lamina and stem and leaf sheath and chaff and iii) grain at harvest. The dried samples were firstly milled into fine powder (particle size <200 μm) using a mixer-grinder mill with mechanical modification for small quantity samples. Milled samples were then re-dried at 80 °C for 48 h and weighed to 0.00001 g precision, encapsulated in tin capsules and analyzed for N%. Nitrogen Nutrition Index (NNI) was estimated according to the ratio of the actual above-ground crop N% at anthesis and the critical N% (N%ct), where N%ct was estimated according to the ‘critical dilution curve’ described by <a class="anchor anchor-primary" href=#bib0110 name=bbib0110 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0110><span class=anchor-text-container><span class=anchor-text>Justes et al. (1994)</span></span></a>.</div><div class=u-margin-s-bottom id=par0100>N partitioning index (NPI) at anthesis was calculated as the proportion of above-ground N at anthesis in the crop component at anthesis. Post-anthesis N-remobilization efficiency (NRE) was calculated as the proportion of N in the crop component at anthesis which is not present in the crop component at harvest:<span class=display><span class=formula id=eq0005><span class=label>(1)</span><span>NRE = (N<sub>A</sub> – N<sub>H</sub>)/N<sub>A</sub></span></span></span>where NRE is the N-remobilization efficiency of the crop component, N<sub>A</sub> is the amount of N in the crop component at anthesis and N<sub>H</sub> is the amount of N in the crop component at harvest.</div><div class=u-margin-s-bottom id=par0105>Post-anthesis N uptake (PANU) was calculated as the difference between above-ground N at harvest (AGN<sub>H</sub>) and at anthesis (AGN<sub>A</sub>). In 2014, AGN<sub>A</sub> was calculated by multiplying the above-ground N per fertile shoot at GS65 by the ears m<sup>−2</sup> measured at harvest, assuming ears m<sup>−2</sup>measured at harvest was representative of values at anthesis. (In 2016, when we carried out a direct count of ears per m<sup>2</sup> in a 1 m row length at anthesis and harvest, there was a strong correlation between measurements at anthesis and harvest amongst the 30 cultivars under HN (r = 0.74, <em>P</em> < 0.001) and LN (r = 0.63, <em>P</em> < 0.001) conditions (data not shown). In 2016, AGN<sub>A</sub> was calculated by scaling up the above-ground N in the 5-shoot sample based on the FW ratio of the 5-shoot sample and the 0.25 m<sup>2</sup> sample at anthesis. The N harvest index (NHI) was calculated as the proportion of above-ground N in the grain at harvest. Grain protein concentration (GPC) was calculated as the grain N concentration multiplied by 5.7. The grain yield – grain protein linear relationship and its residual deviation (grain protein deviation, GPD) were calculated for each replicate in each environment. Genotypic GPD values were then obtained for each N treatment and season combination by averaging GPD values.</div></section><section id=sec0035><h4 id=sect0050 class="u-margin-m-top u-margin-xs-bottom">2.2.3. Flag-leaf photosynthesis rate and stomatal conductance</h4><div class=u-margin-s-bottom id=par0110><span>Post-anthesis flag-leaf <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/photosystem title="Learn more about photosynthesis from ScienceDirect's AI-generated Topic Pages" class=topic-link>photosynthesis</a> measurements were taken on two dates (7 and 23 January) in 2016 under HN conditions. Light-saturated photosynthetic rate (A</span><em><sub>max</sub></em><span>) and <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/stomatal-conductance title="Learn more about stomatal conductance from ScienceDirect's AI-generated Topic Pages" class=topic-link>stomatal conductance</a> (g</span><sub>s</sub>) of the flag-leaf were measured using a Li-Cor LI-6400XT Portable Photosynthesis System (Licor Biosciences, Lincoln, NE, USA). In each sub-plot, a single reading on the flag-leaf of two randomly selected fertile shoots was taken. The instrument was adjusted for humidity at 50–60 % within the cuvette and the settings for the A<em><sub>max</sub></em> readings were: photosynthetically active radiation (PAR) 1500 μ mol m<sup>−2</sup>s<sup>−1</sup>, sample chamber CO<sub>2</sub> concentration 360 μl l<sup>−1</sup> and flow rate 400 μ mol s<sup>−1</sup>. The measurements were taken between 10.00 and 15.00.</div></section><section id=sec0040><h4 id=sect0055 class="u-margin-m-top u-margin-xs-bottom">2.2.4. NDVI measurements</h4><div class=u-margin-s-bottom id=par0115><span>The Normalized Difference Vegetation Index (NDVI) was measured in each experiment in each sub-plot approximately every seven days from anthesis (GS65) until late grain-filling using a FieldScout CM 1000 <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/normalized-difference-vegetation-index title="Learn more about NDVI from ScienceDirect's AI-generated Topic Pages" class=topic-link>NDVI</a> Meter (Spectrum Technologies, Aurora, IL, USA). The measurements were taken between 10.00 and 15.00 on clear sunny days. The NDVI meter sensor was held 50 cm above the crop. NDVI was calculated from measurements of light reflectance in the red and near infra-red (NIR) regions of the spectrum as:</span><span class=display><span class=formula id=eq0010><span class=label>(2)</span><span>NDVI = (R<sub>840</sub> – R<sub>660</sub>)/(R<sub>840</sub> + R<sub>660</sub>)</span></span></span>where R<sub>660</sub> and R<sub>840</sub> are the reflectance at 660 and 840 nm, respectively.</div><div class=u-margin-s-bottom id=par0120>NDVI average values from 0 to 400 °C d post-anthesis (GS65) (NDVI pre-tt400) and from 400 to 800 °C d (NDVI post-tt400) post-GS65 were used as indicators of canopy greenness.</div></section><section id=sec0045><h4 id=sect0060 class="u-margin-m-top u-margin-xs-bottom">2.2.5. Flag-leaf senescence parameters</h4><div class=u-margin-s-bottom id=par0125>Senescence kinetics of the flag leaf were assessed visually for main shoots on five tagged plants in 2014 and for the whole flag-leaf layer in 2016 by recording the percentage green area senesced using a standard diagnostic key based on a scale of 0–10 (100 % senesced), as described by <a class="anchor anchor-primary" href=#bib0070 name=bbib0070 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0070><span class=anchor-text-container><span class=anchor-text>Gaju et al. (2011)</span></span></a>. Assessment was carried out weekly after anthesis until full flag-leaf senescence. The data were then fitted against thermal time from anthesis (GS65; base temperature of 0 °C) using a modified version of an equation with five parameters consisting of a monomolecular and a logistic function (<a class="anchor anchor-primary" href=#bib0085 name=bbib0085 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0085><span class=anchor-text-container><span class=anchor-text>Génard et al., 1999</span></span></a>) as described by <a class="anchor anchor-primary" href=#bib0070 name=bbib0070 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0070><span class=anchor-text-container><span class=anchor-text>Gaju et al. (2011)</span></span></a>. The onset of post-anthesis senescence (VS<sub>Onset</sub>; °Cd) was defined as the onset of the rapid phase of senescence and the end of post-anthesis senescence (VS<sub>End</sub>; °Cd) as the thermal time when the visual senescence score was 9.5.</div></section><section id=sec0050><h4 id=sect0065 class="u-margin-m-top u-margin-xs-bottom">2.2.6. Environmental measurements</h4><div class=u-margin-s-bottom id=par0130><a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/meteorological-data title="Learn more about Meteorological data from ScienceDirect's AI-generated Topic Pages" class=topic-link>Meteorological data</a> were collected daily for rainfall, humidity and minimum and maximum temperature from a meteorological station located 100 m from the field site.</div></section></section><section id=sec0055><h3 id=sect0070 class="u-h4 u-margin-m-top u-margin-xs-bottom">2.3. Statistical analysis</h3><div class=u-margin-s-bottom id=par0135>Analysis of variance (ANOVA) procedures for a split-plot design were used to analyze N and cultivar effects and test their interaction with year using GenStat version 18 (<a class="anchor anchor-primary" href=http://www.genstat.com/ target=_blank><span class=anchor-text-container><span class=anchor-text>www.genstat.com</span><svg focusable=false viewBox="0 0 8 8" height=20 aria-label="Opens in new window" class="icon icon-arrow-up-right-tiny arrow-external-link"><path d="M1.12949 2.1072V1H7V6.85795H5.89111V2.90281L0.784057 8L0 7.21635L5.11902 2.1072H1.12949Z"></path></svg></span></a>; VSN International Ltd, Hemel Hempsted, UK), where replicates were regarded as random effects and cultivars as fixed effects. A cross-season ANOVA was applied to analyze N and cultivar effects across years and the interaction with year, assuming N treatments and cultivars were fixed effects and replicates and seasons were random effects. Linear regressions were calculated to quantify associations between traits using the 2-year cultivar means using Genstat version 18.1 (VSN International, Hemel Hempstead UK). Bi-plot procedures to test associations between traits were carried out using the R software Version 3.0-2 (<a class="anchor anchor-primary" href=http://www.r-project.org/ target=_blank><span class=anchor-text-container><span class=anchor-text>http://www.R-project.org/</span><svg focusable=false viewBox="0 0 8 8" height=20 aria-label="Opens in new window" class="icon icon-arrow-up-right-tiny arrow-external-link"><path d="M1.12949 2.1072V1H7V6.85795H5.89111V2.90281L0.784057 8L0 7.21635L5.11902 2.1072H1.12949Z"></path></svg></span></a>). The GPC–GY linear relationship and its residuals (grain protein deviation, GPD) were calculated for each replicate in each N treatment using Genstat version 18.1.</div></section></section><section id=sec0060><h2 id=sect0075 class="u-h4 u-margin-l-top u-margin-xs-bottom">3. Results</h2><section id=sec0065><h3 id=sect0080 class="u-h4 u-margin-m-top u-margin-xs-bottom">3.1. N accumulation and N partitioning at anthesis</h3><div class=u-margin-s-bottom><div id=par0140>At anthesis, flag-leaf lamina N per m<sup>2</sup> increased from 0.76 g m<sup>−2</sup> under LN to 1.66 g m<sup>−2</sup> under HN conditions (<em>P</em> < 0.001; <a class="anchor anchor-primary" href=#tbl0005 name=btbl0005 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=tbl0005><span class=anchor-text-container><span class=anchor-text>Table 1</span></span></a>). The increase under HN did not differ significantly amongst the cultivars. Stem (stem plus leaf sheath) and remaining lamina N per m<sup>2</sup> increased from 4.64 g m<sup>−2</sup> under LN to 9.1 g m<sup>−2</sup> under HN conditions (<em>P</em> < 0.001), with the increase ranging amongst cultivars from 1.74 (HI-8498) to 7.90 g N m<sup>−2</sup> (HD-2967) (<em>P</em> < 0.01). Ear N at anthesis increased from 2.85 g N m<sup>−2</sup> under LN to 4.31 g N m<sup>-2</sup> under HN (<em>P</em> < 0.001), with increases ranging amongst cultivars from 0.34 (HI-8489) to 3.25 g N m<sup>−2</sup> (HD-2967) (<em>P</em> < 0.001). For flag-leaf N and the stem-and-remaining leaf N per m<sup>2</sup> the year × N × cultivar interaction was not significant. However, for ear N per m<sup>2</sup> the three-way interaction was significant (<em>P</em> < 0.01) indicating cultivar responses to N supply depended on year.</div><div class="tables frame-topbot rowsep-0 colsep-0" id=tbl0005><span class="captions text-s"><span id=cap0040><p id=spar0040><span class=label>Table 1</span>. Flag-leaf N (FL N<sub>A</sub>), stem and remaining leaf N (StL N<sub>A</sub>) and ear N (Ear N<sub>A</sub>) accumulation; flag-leaf N partitioning index (FL NPI), stem and remaining leaf N partitioning index (StL NPI) and ear N partitioning index (Ear NPI) at anthesis (GS65); and flag-leaf N (FL N<sub>H</sub>), stem and remaining leaf N and chaff (StL N<sub>H</sub>) and grain N (Grain N<sub>H</sub>) accumulation at harvest in 30 wheat cultivars under high N (HN) and low N (LN) conditions. Values represent means in 2014 and 2016.</p></span></span><div class=groups><table><thead class=valign-top><tr class=rowsep-1><td scope=col class=align-left><span class=screen-reader-only>Empty Cell</span><td scope=col class=align-left><span class=screen-reader-only>Empty Cell</span><th scope=col class=align-left>FL N<sub>A</sub> (g N m<sup>−2</sup>)<th scope=col class=align-left>StL N<sub>A</sub> (g N m<sup>−2</sup>)<th scope=col class=align-left>Ear N<sub>A</sub> (g N m<sup>−2</sup>)<th scope=col class=align-left>FL NPI<th scope=col class=align-left>StL NPI<th scope=col class=align-left>Ear NPI<th scope=col class=align-left>FL N<sub>H</sub> (g N m<sup>−2</sup>)<th scope=col class=align-left>StL N<sub>H</sub> (g N m<sup>−2</sup>)<th scope=col class=align-left>Grain N<sub>H</sub> (g N m<sup>−2</sup>)<tbody><tr><th class=align-left scope=row>HN<td class=align-left>Min<td class=align-left>1.10<td class=align-left>5.78<td class=align-left>2.91<td class=align-left>0.08<td class=align-left>0.54<td class=align-left>0.21<td class=align-left>0.20<td class=align-left>1.30<td class=align-left>9.1<tr><td class=align-left scope=row><span class=screen-reader-only>Empty Cell</span><td class=align-left>Max<td class=align-left>2.23<td class=align-left>11.97<td class=align-left>6.13<td class=align-left>0.16<td class=align-left>0.68<td class=align-left>0.34<td class=align-left>0.43<td class=align-left>2.79<td class=align-left>16.1<tr><td class=align-left scope=row><span class=screen-reader-only>Empty Cell</span><td class=align-left>Mean<td class=align-left>1.66<td class=align-left>9.10<td class=align-left>4.31<td class=align-left>0.11<td class=align-left>0.61<td class=align-left>0.28<td class=align-left>0.29<td class=align-left>1.88<td class=align-left>13.0<tr><td class=align-left scope=row><span class=screen-reader-only>Empty Cell</span><td class=align-left><td class=align-left><td class=align-left><td class=align-left><td class=align-left><td class=align-left><td class=align-left><td class=align-left><td class=align-left><td class=align-left><tr><th class=align-left scope=row>LN<td class=align-left>Min<td class=align-left>0.50<td class=align-left>3.61<td class=align-left>2.06<td class=align-left>0.07<td class=align-left>0.52<td class=align-left>0.28<td class=align-left>0.07<td class=align-left>0.53<td class=align-left>5.3<tr><td class=align-left scope=row><span class=screen-reader-only>Empty Cell</span><td class=align-left>Max<td class=align-left>1.04<td class=align-left>6.33<td class=align-left>4.23<td class=align-left>0.13<td class=align-left>0.63<td class=align-left>0.41<td class=align-left>0.17<td class=align-left>1.00<td class=align-left>8.3<tr><td class=align-left scope=row><span class=screen-reader-only>Empty Cell</span><td class=align-left>Mean<td class=align-left>0.76<td class=align-left>4.64<td class=align-left>2.85<td class=align-left>0.09<td class=align-left>0.56<td class=align-left>0.35<td class=align-left>0.11<td class=align-left>0.80<td class=align-left>7.1<tr><th class=align-left scope=row colspan=6>SED<td class=align-left><td class=align-left><td class=align-left><td class=align-left><td class=align-left><tr><th class=align-left scope=row colspan=2>N (df 3)<td class=align-left>0.07 ***<td class=align-left>0.56 **<td class=align-left>0.15 **<td class=align-left>0.004 **<td class=align-left>0.01 *<td class=align-left>0.01 **<td class=align-left>0.01 ***<td class=align-left>0.06 ***<td class=align-left>0.41 ***<tr><th class=align-left scope=row colspan=2>Gen (df 174)<td class=align-left>0.16 ***<td class=align-left>0.84 ***<td class=align-left>0.35 ***<td class=align-left>0.01***<td class=align-left>0.02 ***<td class=align-left>0.02 ***<td class=align-left>0.03 ***<td class=align-left>0.22 ***<td class=align-left>0.87 ***<tr><th class=align-left scope=row colspan=2>N<a class="anchor anchor-primary" href=#tblfn0005 name=btblfn0005 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=tblfn0005><span class=anchor-text-container><span class=anchor-text>*</span></span></a>Gen (df 174)<td class=align-left>0.23 ns<td class=align-left>1.29 **<td class=align-left>0.51 ***<td class=align-left>0.01 ns<td class=align-left>0.03 ns<td class=align-left>0.03 ns<td class=align-left>0.04 ***<td class=align-left>0.32 **<td class=align-left>1.30 *<tr><th class=align-left scope=row colspan=2>Y<a class="anchor anchor-primary" href=#tblfn0005 name=btblfn0005 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=tblfn0005><span class=anchor-text-container><span class=anchor-text>*</span></span></a>N<a class="anchor anchor-primary" href=#tblfn0005 name=btblfn0005 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=tblfn0005><span class=anchor-text-container><span class=anchor-text>*</span></span></a>Gen (df 174)<td class=align-left>0.33 ns<td class=align-left>1.85 ns<td class=align-left>0.76 **<td class=align-left>0.016 ns<td class=align-left>0.042 ns<td class=align-left>0.04 ns<td class=align-left>0.06 ***<td class=align-left>0.46 ns<td class=align-left>1.96 ns</table></div><dl class=footnotes><dt id=tblfn0005>*<dd><div class=u-margin-s-bottom id=npar0005>Significance at the 5% (P = 0.05) level. **1% (P = 0.01) level. ***0.1 % (P = 0.001) level. SED = standard error of the differences of the means.</div></dl></div></div><div class=u-margin-s-bottom id=par0145>Under HN conditions, there was a positive association between above-ground DM at anthesis and above-ground N at anthesis (r = 0.85, <em>P</em><span> < 0.001), and also a positive association between <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/dry-matter-accumulation title="Learn more about DM accumulation from ScienceDirect's AI-generated Topic Pages" class=topic-link>DM accumulation</a> (g m</span><sup>−2</sup>) and N uptake (g m<sup>−2</sup>) in each plant component (flag leaf r = 0.45, <em>P</em> < 0.001; stem and remaining leaf r = 0.79, <em>P</em> < 0.001) and ear (r = 0.81; <em>P</em><span> < 0.001; Supplementary Table 2). The N partitioning index (NPI) was strongly correlated with the <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/dry-matter-partitioning title="Learn more about DM partitioning from ScienceDirect's AI-generated Topic Pages" class=topic-link>DM partitioning</a> index for the respective components (r > 0.90 for all three components, </span><em>P</em> < 0.001). The NPI was also correlated with the N uptake in each plant component (g m<sup>−2</sup>), for the flag-leaf (r = 0.35, <em>P</em> < 0.10), stem and remaining leaf (r = 0.47, <em>P</em> < 0.01) and ear (r = 0.53, <em>P</em> < 0.01). Generally, similar associations were observed between DM and N partitioning indices and N accumulation in the plant components at anthesis under LN conditions as under HN conditions. However, flag-leaf N uptake was more strongly associated with flag-leaf NPI and less strongly with aboveground DM under LN conditions than under HN conditions.</div><div class=u-margin-s-bottom><div id=par0150>In our experiments we used the N nutrition index (NNI) at anthesis as an indicator of the crop N stress incurred by the cultivars in the N treatments (<a class="anchor anchor-primary" href=#bib0110 name=bbib0110 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0110><span class=anchor-text-container><span class=anchor-text>Justes et al., 1994</span></span></a>). Averaging across cultivars and years, with increasing N supply the NNI increased from 0.71 under LN to 1.11 under HN conditions. There was no evidence for a relationship between NNI and N partitioning index across cultivars for the stem-and-remaining-leaf NPI or ear NPI. However, flag-leaf NPI was positively associated with NNI under LN (r<sup>2</sup> = 0.24, <em>P</em> < 0.01) with a trend for a positive association under HN conditions (r<sup>2</sup> = 0.09, P = 0.09; <a class="anchor anchor-primary" href=#fig0005 name=bfig0005 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=fig0005><span class=anchor-text-container><span class=anchor-text>Fig. 1</span></span></a>).</div><figure class="figure text-xs" id=fig0005><span><img src="data:image/jpeg;base64,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" height=477 alt="Fig. 1" aria-describedby=cap0005><ol class=u-margin-s-bottom><li><a class="anchor download-link u-font-sans anchor-primary" href=https://ars.els-cdn.com/content/image/1-s2.0-S0378429019319148-gr1_lrg.jpg target=_blank download title="Download high-res image (365KB)"><span class=anchor-text-container><span class=anchor-text>Download: <span class=download-link-title>Download high-res image (365KB)</span></span></span></a><li><a class="anchor download-link u-font-sans anchor-primary" href=https://ars.els-cdn.com/content/image/1-s2.0-S0378429019319148-gr1.jpg target=_blank download title="Download full-size image"><span class=anchor-text-container><span class=anchor-text>Download: <span class=download-link-title>Download full-size image</span></span></span></a></ol></span><span class="captions text-s"><span id=cap0005><p id=spar0005><span class=label>Fig. 1</span>. N partitioning index (NPI) at anthesis (GS65) for (a) flag-leaf lamina, (b) stem-and-remaining leaf lamina and (c) ear versus N nutrition index at anthesis for 30 wheat cultivars grown under high N (HN) and low N (LN) conditions. Values represent means across 2014 and 2016.</p></span></span></figure></div><div class=u-margin-s-bottom id=par0155>The flag-leaf NPI decreased with N deficiency from 0.11 (HN) to 0.09 (LN) (P < 0.01); genotypes overall ranged from 0.08 (DBW-16) to 0.14 (HW 2044); but the N × cultivar interaction was not significant (<a class="anchor anchor-primary" href=#tbl0005 name=btbl0005 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=tbl0005><span class=anchor-text-container><span class=anchor-text>Table 1</span></span></a>). Stem-and-remaining-leaf NPI decreased with N deficiency from 0.61 (HN) to 0.56 (LN) (P < 0.001); and ranged amongst cultivars from 0.54 (RAJ-4328 and KRL-213) to 0.68 (DBW-16) under HN and 0.52 (MACS-6222) to 0.63 (DBW-16) under LN conditions (<em>P</em> < 0.001); there was a N × cultivar interaction (P = 0.08). In contrast, ear NPI increased with N deficiency from 0.28 (HN) to 0.35 (LN) ranging overall amongst cultivars from 0.25 (BH-1466) to 0.37 (MACS-2496; <em>P</em> < 0.001); there was no N × cultivar interaction. Ear NPI increased with later anthesis date under both HN (r<sup>2</sup> = 0.10, <em>P</em> < 0.10) and LN (r<sup>2</sup> = 0.15, <em>P</em> < 0.05) conditions. In contrast, flag-leaf NPI decreased with later anthesis date under HN (r<sup>2</sup> = 0.58) and LN (r<sup>2</sup> = 0.36) conditions (<em>P</em> < 0.05). There was no change in stem-and-remaining-leaf NPI with anthesis date.</div></section><section id=sec0070><h3 id=sect0085 class="u-h4 u-margin-m-top u-margin-xs-bottom">3.2. Flag-leaf photosynthesis and stomatal conductance under HN conditions</h3><div class=u-margin-s-bottom><div id=par0160>In 2016, light-saturated flag-leaf photosynthesis rate (A<em><sub>max</sub></em><span>) and <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/stomatal-conductance title="Learn more about stomatal conductance from ScienceDirect's AI-generated Topic Pages" class=topic-link>stomatal conductance</a> (g</span><sub>s</sub>) were measured post-anthesis under HN conditions. Averaging across assessment dates, flag-leaf A<em><sub>max</sub></em> ranged amongst cultivars from 13.2 to 23.4 μmol m<sup>−2</sup> s<sup>-1</sup> (<em>P</em> < 0.001) and was positively linearly related amongst genotypes with grain yield (r<sup>2</sup> = 0.11, P = 0.08), above-ground DM at harvest (AGDM<sub>H</sub>) (r<sup>2</sup> = 0.19, <em>P</em> < 0.05) and above-ground N at anthesis (AGN<sub>A</sub>; r<sup>2</sup> = 0.15; <em>P</em> < 0.05; <a class="anchor anchor-primary" href=#fig0010 name=bfig0010 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=fig0010><span class=anchor-text-container><span class=anchor-text>Fig. 2</span></span></a>). Flag-leaf g<sub>s</sub> ranged from 0.15 - 0.42 mol m<sup>−2</sup> s<sup>−1</sup> (<em>P</em> < 0.001) and also showed a positive linear association with grain yield (r<sup>2</sup> = 0.22, <em>P</em> < 0.01), AGDM<sub>H</sub> (r<sup>2</sup> = 0.19, <em>P</em> < 0.05) and AGN<sub>A</sub> (r<sup>2</sup> = 0.15; <em>P</em> < 0.05; <a class="anchor anchor-primary" href=#fig0010 name=bfig0010 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=fig0010><span class=anchor-text-container><span class=anchor-text>Fig. 2</span></span></a>, <a class="anchor anchor-primary" href=#fig0015 name=bfig0015 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=fig0015><span class=anchor-text-container><span class=anchor-text>Fig. 3</span></span></a>). There was no association amongst cultivars between flag-leaf <em>A<sub>max</sub></em> or g<sub>s</sub> and flag-leaf specific leaf N (flag-leaf N per unit green area; SLN<sub>A</sub>) at anthesis or with flag-leaf area (data not shown).</div><figure class="figure text-xs" id=fig0010><span><img 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" height=263 alt="Fig. 2" aria-describedby=cap0010><ol class=u-margin-s-bottom><li><a class="anchor download-link u-font-sans anchor-primary" href=https://ars.els-cdn.com/content/image/1-s2.0-S0378429019319148-gr2_lrg.jpg target=_blank download title="Download high-res image (235KB)"><span class=anchor-text-container><span class=anchor-text>Download: <span class=download-link-title>Download high-res image (235KB)</span></span></span></a><li><a class="anchor download-link u-font-sans anchor-primary" href=https://ars.els-cdn.com/content/image/1-s2.0-S0378429019319148-gr2.jpg target=_blank download title="Download full-size image"><span class=anchor-text-container><span class=anchor-text>Download: <span class=download-link-title>Download full-size image</span></span></span></a></ol></span><span class="captions text-s"><span id=cap0010><p id=spar0010><span class=label>Fig. 2</span>. Linear relationship between a) post-anthesis flag-leaf photosynthesis rate (A<em><sub>max</sub></em>) and above-ground N at anthesis and b) post-anthesis flag-leaf stomatal conductance (g<sub>s</sub>) and above-ground N at anthesis for 30 wheat cultivars under high N conditions in 2016.</p></span></span></figure><figure class="figure text-xs" id=fig0015><span><img 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 height=240 alt="Fig. 3" aria-describedby=cap0015><ol class=u-margin-s-bottom><li><a class="anchor download-link u-font-sans anchor-primary" href=https://ars.els-cdn.com/content/image/1-s2.0-S0378429019319148-gr3_lrg.jpg target=_blank download title="Download high-res image (285KB)"><span class=anchor-text-container><span class=anchor-text>Download: <span class=download-link-title>Download high-res image (285KB)</span></span></span></a><li><a class="anchor download-link u-font-sans anchor-primary" href=https://ars.els-cdn.com/content/image/1-s2.0-S0378429019319148-gr3.jpg target=_blank download title="Download full-size image"><span class=anchor-text-container><span class=anchor-text>Download: <span class=download-link-title>Download full-size image</span></span></span></a></ol></span><span class="captions text-s"><span id=cap0015><p id=spar0015><span class=label>Fig. 3</span>. Relationship between grain yield (GY, 100 % DM) and aboveground DM (AGDM) and a) post-anthesis flag-leaf photosynthetic rate (A<em>max</em>) and b) post-anthesis flag-leaf stomatal conductance (g<sub>s</sub>) for 30 wheat cultivars under high N conditions in 2016.</p></span></span></figure></div></section><section id=sec0075><h3 id=sect0090 class="u-h4 u-margin-m-top u-margin-xs-bottom">3.3. N-remobilization efficiency and association with flag-leaf senescence and harvest traits</h3><div class=u-margin-s-bottom id=par0165>In these experiments grain yield ranged from 3.72 - 6.48 t ha<sup>−1</sup> under HN and 2.95 - 4.51 t ha<sup>−1</sup> under LN conditions (<em>P</em> < 0.001; Supplementary Table 3). The grain N% ranged amongst genotypes from 2.12–2.98 under HN and 1.62–2.30 under low N conditions (<em>P</em> < 0.001). Grains per m<sup>-2</sup> ranged from 8,783 - 20,056 under HN and 7138 - 12,845 under LN conditions <em>P</em> < 0.001); there was a correlation between grains m<sup>-2</sup> and grain yield under HN (r = 0.69, <em>P</em> < 0.001) and LN (r = 0.77, <em>P</em> < 0.001) conditions. The N × genotype interaction was not statistically significant for grain yield, grains per m<sup>2</sup> or grain N%.</div><div class=u-margin-s-bottom><div id=par0170>Under HN conditions, N-remobilization efficiency was higher in the flag leaf (0.82) than the remaining stem and leaf lamina (0.78). For both plant components, NRE was increased under LN compared to HN conditions (<em>P</em> < 0.01; <a class="anchor anchor-primary" href=#tbl0010 name=btbl0010 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=tbl0010><span class=anchor-text-container><span class=anchor-text>Table 2</span></span></a>). For flag-leaf NRE, genotypes ranged overall from 0.71 - 0.87 and for stem-and-remaining-leaf NRE from 0.71 - 0.84 (<em>P</em> < 0.01), but there was no N × cultivar interaction. Bi-plots showing associations between N-remobilization traits, N uptake, senescence-related traits and grain yield and yield components under HN and LN conditions are presented in <a class="anchor anchor-primary" href=#fig0020 name=bfig0020 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=fig0020><span class=anchor-text-container><span class=anchor-text>Fig. 4</span></span></a><span>. Under HN conditions, the first two principal components (PCs) explained 62.9 % of <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/phenotypic-variation title="Learn more about phenotypic variation from ScienceDirect's AI-generated Topic Pages" class=topic-link>phenotypic variation</a> (PC1, 43.4 % and PC2, 19.5 %). Grain yield showed a positive association with above-ground N at anthesis and flag-leaf NRE and stem-and remaining-leaf NRE. Higher above-ground N at anthesis was associated with later anthesis date and delayed onset and end of flag-leaf senescence. In addition, higher flag-leaf N uptake at anthesis was associated with delayed onset and end of flag-leaf senescence. Higher flag-leaf NRE and stem-and-remaining-leaf NRE were also associated with delayed flag-leaf senescence and with higher NUtE. Post-anthesis N uptake (PANU) showed a negative association with above-ground N at anthesis. In addition, the bi-plot showed that higher grain sink strength as indicated by grains m</span><sup>−2</sup> was positively associated with above-ground N at anthesis and harvest and grain N uptake per m<sup>2</sup> (<em>P</em> < 0.001).</div><div class="tables frame-topbot rowsep-0 colsep-0" id=tbl0010><span class="captions text-s"><span id=cap0045><p id=spar0045><span class=label>Table 2</span>. Genetic ranges in N-remobilization efficiency for the flag-leaf lamina, stem and remaining leaf lamina and whole crop in 30 wheat cultivars under HN and LN conditions. Values represent means across years 2014 and 2016.</p></span></span><div class=groups><table><thead class=valign-top><tr><td scope=col class="rowsep-1 align-left"><span class=screen-reader-only>Empty Cell</span><th scope=col class="align-left rowsep-1" colspan=2>Crop NRE<th scope=col class="align-left rowsep-1" colspan=2>Flag-leaf Lam NRE<th scope=col class="align-left rowsep-1" colspan=2>Stem + Rem Lam NRE<tbody><tr><td class=align-left scope=row><span class=screen-reader-only>Empty Cell</span><td class=align-left>HN<td class=align-left>LN<td class=align-left>HN<td class=align-left>LN<td class=align-left>HN<td class=align-left>LN<tr><th class=align-left scope=row>Mean<td class=align-left>0.79<td class=align-left>0.84<td class=align-left>0.82<td class=align-left>0.85<td class=align-left>0.78<td class=align-left>0.82<tr><th class=align-left scope=row>Min<td class=align-left>0.74<td class=align-left>0.78<td class=align-left>0.71<td class=align-left>0.78<td class=align-left>0.71<td class=align-left>0.75<tr><th class=align-left scope=row>Max<td class=align-left>0.84<td class=align-left>0.87<td class=align-left>0.87<td class=align-left>0.89<td class=align-left>0.84<td class=align-left>0.86<tr><th class=align-left scope=row>SED<td class=align-left><td class=align-left><td class=align-left><td class=align-left><td class=align-left><td class=align-left><tr><th class=align-left scope=row>N (df 3)<td class=align-left colspan=2>0.004 **<td class=align-left colspan=2>0.004 ***<td class=align-left colspan=2>0.010 *<tr><th class=align-left scope=row>Gen (df 180)<td class=align-left colspan=2>0.020 ***<td class=align-left colspan=2>0.020 **<td class=align-left colspan=2>0.021 *<tr><th class=align-left scope=row>N × Gen (df 180)<td class=align-left colspan=2>0.030 ns<td class=align-left colspan=2>0.028 ns<td class=align-left colspan=2>0.030 ns<tr><th class=align-left scope=row>Y × N×Gen (df 180)<td class=align-left colspan=2>0.040 ns<td class=align-left colspan=2>0.042 ns<td class=align-left colspan=2>0.050 ns</table></div><div class=legend><div class=u-margin-s-bottom id=spar0050>* Significance at <em>P</em> = 0.05, ** P=0.01, ***0.1 % <em>P</em> = 0.001 levels; ns, non-significant. SED = standard error of the differences of the means.</div></div></div><figure class="figure text-xs" id=fig0020><span><img 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" height=315 alt="Fig. 4" aria-describedby=cap0020><ol class=u-margin-s-bottom><li><a class="anchor download-link u-font-sans anchor-primary" href=https://ars.els-cdn.com/content/image/1-s2.0-S0378429019319148-gr4_lrg.jpg target=_blank download title="Download high-res image (336KB)"><span class=anchor-text-container><span class=anchor-text>Download: <span class=download-link-title>Download high-res image (336KB)</span></span></span></a><li><a class="anchor download-link u-font-sans anchor-primary" href=https://ars.els-cdn.com/content/image/1-s2.0-S0378429019319148-gr4.jpg target=_blank download title="Download full-size image"><span class=anchor-text-container><span class=anchor-text>Download: <span class=download-link-title>Download full-size image</span></span></span></a></ol></span><span class="captions text-s"><span id=cap0020><p id=spar0020><span class=label>Fig. 4</span>. Bi-plots for grain yield (GY), above-ground dry matter (AGDM) at harvest, harvest index (HI), grains m<sup>−2</sup> (Grains.m.sq), flag-leaf N remobilization efficiency (FL NRE), stem and remaining leaf lamina NRE (StL NRE), N-remobilization efficiency (Crop NRE), N-utilization efficiency (NUtE), N-uptake at harvest (NUp_H), N-uptake at anthesis (NUp_An), post-anthesis N-uptake (PANU), flag-leaf N uptake anthesis (FL.N.An), stem and remaining leaf lamina N uptake at anthesis (StL N.An), grain N uptake (Grain.N), flag-leaf specific N (SLN), onset of flag-leaf senescence (VS<sub>Onset</sub>), end of flag-leaf senescence (VS<sub>End</sub>), post-anthesis N-uptake (PANU), and days sowing to anthesis (AD) for 30 wheat cultivars under (a) high N (HN) and (b) low N (LN) conditions. Values based on mean of 2014 and 2016.</p></span></span></figure></div><div class=u-margin-s-bottom><div id=par0175>Under LN conditions, the first two PCs explained 62.7 % of phenotypic variation (PC1, 45.1 % and PC2, 17.6 %). Grain yield showed a positive association with above-ground N at anthesis and its components (stem-and-remaining-leaf N and ear N) and with above-ground N at harvest. Higher flag-leaf NRE and stem-and-remaining-leaf NRE were each associated with delayed onset and end of flag-leaf senescence. Higher flag-leaf NRE and stem-and-remaining leaf NRE were also associated with higher NUtE, later anthesis date and lower PANU. Later anthesis date was associated with delayed onset and end of flag-leaf senescence. The amount of N remobilization from the stem and remaining leaf sheath (N g m<sup>−2</sup>) showed a positive association with the onset of flag-leaf senescence under HN (r<sup>2</sup> = 0.35, <em>P</em> < 0.001) and LN (r<sup>2</sup> = 0.23, <em>P</em> < 0.01) conditions. (<a class="anchor anchor-primary" href=#fig0025 name=bfig0025 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=fig0025><span class=anchor-text-container><span class=anchor-text>Fig. 5</span></span></a>). As under HN conditions, grains m<sup>−2</sup> was positively associated with above-ground N at anthesis and harvest and grain N uptake per m<sup>−2</sup> (<em>P</em> < 0.001). In addition, higher grains m<sup>−2</sup> was associated with increased crop NRE (r = 0.39, <em>P</em> < 0.05).</div><figure class="figure text-xs" id=fig0025><span><img src="data:image/jpeg;base64,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" height=263 alt="Fig. 5" aria-describedby=cap0025><ol class=u-margin-s-bottom><li><a class="anchor download-link u-font-sans anchor-primary" href=https://ars.els-cdn.com/content/image/1-s2.0-S0378429019319148-gr5_lrg.jpg target=_blank download title="Download high-res image (230KB)"><span class=anchor-text-container><span class=anchor-text>Download: <span class=download-link-title>Download high-res image (230KB)</span></span></span></a><li><a class="anchor download-link u-font-sans anchor-primary" href=https://ars.els-cdn.com/content/image/1-s2.0-S0378429019319148-gr5.jpg target=_blank download title="Download full-size image"><span class=anchor-text-container><span class=anchor-text>Download: <span class=download-link-title>Download full-size image</span></span></span></a></ol></span><span class="captions text-s"><span id=cap0025><p id=spar0025><span class=label>Fig. 5</span>. Association between onset of flag-leaf senescence (thermal time post anthesis (GS65) base temp. 0 °C) and a) flag-leaf N remobilization and b) stem and remaining leaf lamina N remobilization for 30 wheat cultivars under high N (◼) and low N (□) conditions. Values represent means in 2014 and 2016.</p></span></span></figure></div></section><section id=sec0080><h3 id=sect0095 class="u-h4 u-margin-m-top u-margin-xs-bottom">3.4. Post-anthesis NDVI and association with grain yield</h3><div class=u-margin-s-bottom><div id=par0180><span>Averaged across years, <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/normalized-difference-vegetation-index title="Learn more about NDVI from ScienceDirect's AI-generated Topic Pages" class=topic-link>NDVI</a> during early grain filling was higher under HN (0.87) than under LN conditions (0.82) (</span><em>P</em> < 0.05) and ranged amongst cultivars from 0.80 to 0.89 and from 0.75 to 0.86, respectively (<em>P</em> < 0.001) (<a class="anchor anchor-primary" href=#fig0030 name=bfig0030 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=fig0030><span class=anchor-text-container><span class=anchor-text>Fig. 6</span></span></a>; Supplementary Table 4). Decreases in NDVI under LN ranged amongst cultivars from -0.02 to 0.10 (<em>P</em> < 0.05). NDVI during late grain filling was again higher under HN (0.73) than under LN conditions (0.65) (P < 0.05) ranging amongst cultivars from 0.63 to 0.84 under HN and from 0.58 to 0.84 under LN conditions (<em>P</em> < 0.001). Decreases in NDVI with N limitation ranged amongst cultivars from -0.04 to 0.17 (<em>P</em> < 0.05). During early grain filling there was no association amongst cultivars between NDVI and grain yield under either HN or LN conditions. However, during late grain filling there was a positive linear association between NDVI and grain yield under both HN (r<sup>2</sup> = 0.18, <em>P</em> < 0.05) and low N conditions (r<sup>2</sup> = 0.12, <em>P</em> < 0.05; <a class="anchor anchor-primary" href=#fig0030 name=bfig0030 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=fig0030><span class=anchor-text-container><span class=anchor-text>Fig. 6</span></span></a>).</div><figure class="figure text-xs" id=fig0030><span><img src="data:image/jpeg;base64,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" height=212 alt="Fig. 6" aria-describedby=cap0030><ol class=u-margin-s-bottom><li><a class="anchor download-link u-font-sans anchor-primary" href=https://ars.els-cdn.com/content/image/1-s2.0-S0378429019319148-gr6_lrg.jpg target=_blank download title="Download high-res image (225KB)"><span class=anchor-text-container><span class=anchor-text>Download: <span class=download-link-title>Download high-res image (225KB)</span></span></span></a><li><a class="anchor download-link u-font-sans anchor-primary" href=https://ars.els-cdn.com/content/image/1-s2.0-S0378429019319148-gr6.jpg target=_blank download title="Download full-size image"><span class=anchor-text-container><span class=anchor-text>Download: <span class=download-link-title>Download full-size image</span></span></span></a></ol></span><span class="captions text-s"><span id=cap0030><p id=spar0030><span class=label>Fig. 6</span>. Linear regression of grain yield (100 % DM) on a) mean NDVI during early grain filling (0-400 °Cd (base temp. 0 °C) post-GS65) and (b) mean NDVI during late grain filling (400-800 °C d post-GS65) for 30 wheat cultivars under high N (HN) and low N (LN) conditions. Values represent means in 2014 and 2016.</p></span></span></figure></div></section><section id=sec0085><h3 id=sect0100 class="u-h4 u-margin-m-top u-margin-xs-bottom">3.5. Association between grain protein deviation, N uptake and N remobilization</h3><div class=u-margin-s-bottom><div id=par0185>There was a negative linear relationship amongst cultivars between grain yield and grain N% under LN conditions (r<sup>2</sup> = 0.16; <em>P</em> < 0.05), but no association under HN conditions (<a class="anchor anchor-primary" href=#fig0035 name=bfig0035 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=fig0035><span class=anchor-text-container><span class=anchor-text>Fig. 7</span></span></a>a.). Grain N% was positively associated with post-anthesis N uptake (PANU) under LN conditions (r<sup>2</sup> = 0.33, <em>P</em> < 0.01), but there was no association under HN conditions. The grain protein deviation was calculated as the residual from the GY versus grain protein concentration (GPC) linear regression, positive deviations representing higher GPC relative to grain yield than predicted according the overall negative linear relationship between grain yield and GPC. The GPD was positively associated with post-anthesis N uptake (r<sup>2</sup> = 0.31; <em>P</em> < 0.001; <a class="anchor anchor-primary" href=#fig0035 name=bfig0035 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=fig0035><span class=anchor-text-container><span class=anchor-text>Fig. 7</span></span></a>b) under LN conditions. There was a trend for a negative linear association between GPD and stem-and-remaining-leaf NRE (r<sup>2</sup> = 0.12, P = 0.07), but there was no association with flag-leaf NRE under LN conditions.</div><figure class="figure text-xs" id=fig0035><span><img 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" height=244 alt="Fig. 7" aria-describedby=cap0035><ol class=u-margin-s-bottom><li><a class="anchor download-link u-font-sans anchor-primary" href=https://ars.els-cdn.com/content/image/1-s2.0-S0378429019319148-gr7_lrg.jpg target=_blank download title="Download high-res image (220KB)"><span class=anchor-text-container><span class=anchor-text>Download: <span class=download-link-title>Download high-res image (220KB)</span></span></span></a><li><a class="anchor download-link u-font-sans anchor-primary" href=https://ars.els-cdn.com/content/image/1-s2.0-S0378429019319148-gr7.jpg target=_blank download title="Download full-size image"><span class=anchor-text-container><span class=anchor-text>Download: <span class=download-link-title>Download full-size image</span></span></span></a></ol></span><span class="captions text-s"><span id=cap0035><p id=spar0035><span class=label>Fig. 7</span>. Linear regressions of a) grain N% on grain yield under high N and low N conditions; and b) grain protein deviation on post-anthesis N uptake (PANU) for 30 wheat cultivars under low N conditions. Values represent means in 2014 and 2016.</p></span></span></figure></div></section></section><section id=sec0090><h2 id=sect0105 class="u-h4 u-margin-l-top u-margin-xs-bottom">4. Discussion</h2><div class=u-margin-s-bottom id=par0190>Firstly, we will discuss the physiological basis of <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/genetic-divergence title="Learn more about genetic variation from ScienceDirect's AI-generated Topic Pages" class=topic-link>genetic variation</a> in N partitioning and N remobilization and their responses to N supply. We will then consider their associations with senescence timing, grain yield and grain protein deviation and the implications for breeding more N-efficient crops.</div><section id=sec0095><h3 id=sect0110 class="u-h4 u-margin-m-top u-margin-xs-bottom">4.1. Genetic variation in N partitioning in response to N availability</h3><div class=u-margin-s-bottom id=par0195>In these experiments later anthesis date favoured N uptake at anthesis under both HN and LN conditions. It is feasible that greater above-ground N with later anthesis was associated with larger root biomass favouring N uptake. Alternatively, a longer duration for N accumulation may have increased N uptake. As N stress increased (as indicated by NNI) genotypes partitioned proportionally less N to the flag-leaf under LN conditions; and overall N limitation increased the proportion of N partitioned to the ear and decreased the proportion partitioned to the flag leaf. Present results therefore are generally consistent with previous reports of N limitation favouring ear N partitioning over lamina N partitioning in wheat cultivars (<a class="anchor anchor-primary" href=#bib0175 name=bbib0175 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0175><span class=anchor-text-container><span class=anchor-text>Pask et al., 2012</span></span></a>; <a class="anchor anchor-primary" href=#bib0075 name=bbib0075 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0075><span class=anchor-text-container><span class=anchor-text>Gaju et al., 2014</span></span></a>).</div><div class=u-margin-s-bottom id=par0200>The cultivar range in ear N partitioning at anthesis was relatively large in the present study (0.20-0.34 H N and 0.28-0.41 L N). These ranges were wider than those reported by <a class="anchor anchor-primary" href=#bib0075 name=bbib0075 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0075><span class=anchor-text-container><span class=anchor-text>Gaju et al. (2014)</span></span></a><span> for ear NPI at anthesis for 16 <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/common-wheat title="Learn more about winter wheat from ScienceDirect's AI-generated Topic Pages" class=topic-link>winter wheat</a> cultivars of 0.21-0.27 under LN and 0.23-0.33 under HN and by </span><a class="anchor anchor-primary" href=#bib0175 name=bbib0175 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0175><span class=anchor-text-container><span class=anchor-text>Pask et al. (2012)</span></span></a><span> for four winter wheat cultivars (0.18-0.22 under HN and 0.23-0.28 under LN). The reason for the greater genetic variation in the present study may be partly that <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/germplasm title="Learn more about germplasm from ScienceDirect's AI-generated Topic Pages" class=topic-link>germplasm</a> was selected from a wide range of wheat breeding zones across India whereas in previous studies genotypes were selected from cultivars grown within a more restricted geographical range in the UK and northern France.</span></div></section><section id=sec0100><h3 id=sect0115 class="u-h4 u-margin-m-top u-margin-xs-bottom">4.2. Genetic variation in N-remobilization efficiency and response to N availability</h3><div class=u-margin-s-bottom id=par0205>Present results indicated flag-leaf NRE and stem-and-leaf NRE increased slightly with N deficiency. Similar effects of N limitation increasing crop NRE (<a class="anchor anchor-primary" href=#bib0115 name=bbib0115 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0115><span class=anchor-text-container><span class=anchor-text>Kichey et al., 2007</span></span></a>) and stem NRE and lamina NRE (<a class="anchor anchor-primary" href=#bib0080 name=bbib0080 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0080><span class=anchor-text-container><span class=anchor-text>Gaju et al., 2016</span></span></a>) were previously reported. In the UK, <a class="anchor anchor-primary" href=#bib0170 name=bbib0170 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0170><span class=anchor-text-container><span class=anchor-text>Pask (2009)</span></span></a> reported that crop NRE for winter wheat cv. Istabraq was not affected by N limitation, whereas in New Zealand under N limitation leaf-lamina NRE decreased, leaf-sheath NRE was unchanged and stem NRE increased. The reason for the increase in FL NRE and stem-and-leaf NRE with N limitation in the present study may be partly associated with a decrease in post-anthesis N uptake under LN conditions. Moreover, there was a strong negative association amongst the cultivars between PANU and each of flag-leaf NRE and stem-and-leaf NRE under LN conditions, but no association under HN conditions. This suggested that grain N was supplied to a greater extent by remobilized N from leaves and stems under N limitation than under HN conditions. Overall cultivars showed similar genetic ranges in flag-leaf lamina NRE (0.75-0.88) and stem-and-leaf NRE (0.73-0.85) in the present study. <a class="anchor anchor-primary" href=#bib0075 name=bbib0075 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0075><span class=anchor-text-container><span class=anchor-text>Gaju et al. (2014)</span></span></a> and <a class="anchor anchor-primary" href=#bib0170 name=bbib0170 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0170><span class=anchor-text-container><span class=anchor-text>Pask (2009)</span></span></a> reported generally similar ranges for lamina NRE (0.72-0.81) to our results for FL NRE. However, Gaju et al. (2014) observed lower values for stem NRE at 0.48-0.61 compared to our results for stem-and-leaf NRE; and Pask et al. (2012) also observed a lower value for the true-stem NRE of 0.48 for cultivar Istabraq compared to our results. Present results therefore indicate that stem NRE for the spring wheat cultivars in India was higher than that observed for winter wheat in NW Europe. The relatively low PANU in our experiments may have decreased N supply (source) relative to the grain N sink demand increasing stem N remobilization efficiency compared to the studies on wheat cultivars in Europe.</div></section><section id=sec0105><h3 id=sect0120 class="u-h4 u-margin-m-top u-margin-xs-bottom">4.3. Genetic variation in flag-leaf photosynthesis and association with yield</h3><div class=u-margin-s-bottom id=par0210>Present findings showed a positive association between post-anthesis flag-leaf A<em><sub>max</sub></em> and grain yield amongst the 30 genotypes under high N conditions. Associations between leaf photosynthetic rate and grain yield progress were previously reported in the last decades, e.g. in eight spring wheat cultivars in Mexico (<a class="anchor anchor-primary" href=#bib0055 name=bbib0055 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0055><span class=anchor-text-container><span class=anchor-text>Fischer et al., 1998</span></span></a>), in 18 winter wheat cultivars in China (<a class="anchor anchor-primary" href=#bib0105 name=bbib0105 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0105><span class=anchor-text-container><span class=anchor-text>Jiang et al., 2003</span></span></a>) and in 18 facultative wheat cultivars in China (<a class="anchor anchor-primary" href=#bib0215 name=bbib0215 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0215><span class=anchor-text-container><span class=anchor-text>Zheng et al., 2011a</span></span></a>, <a class="anchor anchor-primary" href=#bib0220 name=bbib0220 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0220><span class=anchor-text-container><span class=anchor-text>2011b</span></span></a>). As far as we are aware this is the first time an association between flag-leaf A<sub>max</sub><span> and grain yield has been shown in spring wheat grown under <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/irrigated-conditions title="Learn more about irrigated conditions from ScienceDirect's AI-generated Topic Pages" class=topic-link>irrigated conditions</a> in India. </span><a class="anchor anchor-primary" href=#bib0040 name=bbib0040 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0040><span class=anchor-text-container><span class=anchor-text>Driever et al. (2014)</span></span></a>, however, reported that for 64 wheat cultivars grown in the UK flag-leaf photosynthesis in the pre-anthesis phase was not well correlated with above-ground biomass or grain yield. Genetic variation in flag-leaf photosynthesis rate in previous work has been associated with flag-leaf N content (<a class="anchor anchor-primary" href=#bib0010 name=bbib0010 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0010><span class=anchor-text-container><span class=anchor-text>Austin et al., 1982</span></span></a>) and chlorophyll content (<a class="anchor anchor-primary" href=#bib0080 name=bbib0080 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0080><span class=anchor-text-container><span class=anchor-text>Gaju et al., 2016</span></span></a>) in wheat and leaf Rubisco content in rice (<a class="anchor anchor-primary" href=#bib0095 name=bbib0095 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0095><span class=anchor-text-container><span class=anchor-text>Hubbart et al., 2007</span></span></a>). However, in our study there was no association between flag-leaf A<em><sub>max</sub></em> and flag-leaf specific leaf N (SLN; N per unit area flag leaf) at anthesis. Flag-leaf SLN in the present study ranged from 2.22 to 2.44 g m<sup>−2</sup> (data not shown). <a class="anchor anchor-primary" href=#bib0175 name=bbib0175 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0175><span class=anchor-text-container><span class=anchor-text>Pask et al. (2012)</span></span></a> reported a break point for the relationship between SLN and radiation-use efficiency (RUE) of ca. 2 g m<sup>−2</sup> in wheat, above which RUE did not increase with increasing SLN. Therefore, in the present study the genetic range in flag-leaf SLN was on the plateau of the SLN - RUE relationship possibly explaining why there was no association between genetic differences in flag-leaf SLN and flag-leaf A<em><sub>max</sub></em>.</div></section><section id=sec0110><h3 id=sect0125 class="u-h4 u-margin-m-top u-margin-xs-bottom">4.4. Relationship between N accumulation, N remobilization and senescence duration</h3><div class=u-margin-s-bottom id=par0215>Our results indicated that under HN conditions higher above-ground N at anthesis was associated with the stay-green trait (delayed start and end of flag-leaf senescence). Higher flag-leaf NRE and stem-and-remaining-leaf NRE were also associated with delayed flag-leaf senescence. The latter finding is in contrast to findings in winter wheat cultivars in NW Europe were higher NRE was associated with more rapid senescence (<a class="anchor anchor-primary" href=#bib0080 name=bbib0080 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0080><span class=anchor-text-container><span class=anchor-text>Gaju et al., 2016</span></span></a>). Present results indicated that flag-leaf NRE and stem-and-remaining-leaf NRE were both strongly correlated with N accumulation at anthesis, and imply that NRE in our experiments was likely a source-driven trait (<a class="anchor anchor-primary" href=#bib0140 name=bbib0140 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0140><span class=anchor-text-container><span class=anchor-text>Martre et al., 2003</span></span></a>). Thus, higher N accumulation (N supply) at anthesis favoured higher post-anthesis N remobilization and higher NRE. Previous evidence in wheat indicates grain N accumulation is principally driven by the availability of N from the sources (<a class="anchor anchor-primary" href=#bib0190 name=bbib0190 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0190><span class=anchor-text-container><span class=anchor-text>Triboi and Triboi-Blondel, 2002</span></span></a>; <a class="anchor anchor-primary" href=#bib0140 name=bbib0140 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0140><span class=anchor-text-container><span class=anchor-text>Martre et al., 2003</span></span></a>), defined as the total non-structural crop N at anthesis. This was demonstrated in experiments by <a class="anchor anchor-primary" href=#bib0140 name=bbib0140 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0140><span class=anchor-text-container><span class=anchor-text>Martre et al. (2003)</span></span></a> on four wheat cultivars in which the N source–sink balance was manipulated by removing the top half of the ear at anthesis. This manipulation resulted in a significant increase in the grain N concentration, indicating grain N accumulation was regulated by the source and not by the activity of the grain (sink regulated). Our results showed that there was a positive association between the amount of stem-and-remaining-leaf N (g N m<sup>−2</sup><span>) remobilized and the onset of flag-leaf senescence, i.e. greater stem N remobilization was associated with delayed senescence. This association has not been demonstrated previously in wheat as far as we are aware. This implied that N remobilization from the stem and lower leaves likely buffered flag-leaf N during grain filling thus maintaining flag-leaf green area and <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/photosynthetic-capacity title="Learn more about photosynthetic capacity from ScienceDirect's AI-generated Topic Pages" class=topic-link>photosynthetic capacity</a>.</span></div><div class=u-margin-s-bottom id=par0220>In our experiments onset of flag-leaf senescence was positively associated with grain yield under both HN and LN conditions (<a class="anchor anchor-primary" href=#bib0165 name=bbib0165 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0165><span class=anchor-text-container><span class=anchor-text>Nehe et al., 2018</span></span></a>), i.e. delayed senescence increased grain yield. An association between grain yield and flag-leaf senescence timing would be expected under LN conditions where grain growth is source limited (<a class="anchor anchor-primary" href=#bib0070 name=bbib0070 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0070><span class=anchor-text-container><span class=anchor-text>Gaju et al., 2011</span></span></a>); the reasons for the association under HN conditions are not certain but may partly relate low PANU in our study at only 13.3 kg N ha<sup>−1</sup><span>. This meant grain N was supplied mainly from N remobilization as mentioned above, which may have contributed to accelerated senescence under HN conditions. The positive association between NDVI during late grain filling and grain yield also indicates that grain growth was likely source limited under HN conditions in these experiments. These results could also be partly explained by the importance of <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/climatic-factor title="Learn more about climatic factors from ScienceDirect's AI-generated Topic Pages" class=topic-link>climatic factors</a> in determining the balance between senescence duration and grain yield. The impact of senescence on grain yield in our experiments may have be heightened under climatic conditions where short intervals of heat stress may have occurred during the grain-filling period at the field site in Maharashtra.</span></div></section><section id=sec0115><h3 id=sect0130 class="u-h4 u-margin-m-top u-margin-xs-bottom">4.5. Relationship between N remobilization, PANU and GPD</h3><div class=u-margin-s-bottom id=par0225>Grain yield was negatively associated with grain N% under LN conditions, but there was no association under HN conditions. PANU was also positively associated with grain N% under LN conditions. These results indicated that higher PANU favoured high grain N% under N limitation. To investigate traits that would minimize the trade-off between GY and grain protein concentration, we calculated the grain protein deviation (a more positive deviation representing higher grain yield relative to GPC than predicted according the overall negative linear relationship between grain yield and GPC) under LN conditions. For the first time we have shown that the GPD was positively associated with PANU in spring wheat under irrigated conditions in India. The positive association with PANU may indicate that higher PANU buffered N remobilization from the leaves and stem thus maintaining post-anthesis photosynthetic capacity and grain yield. <a class="anchor anchor-primary" href=#bib0035 name=bbib0035 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0035><span class=anchor-text-container><span class=anchor-text>Bogard et al. (2010)</span></span></a> also showed an association between GPD and the PANU in 27 winter wheat cultivars in northern France. The impact of PANU on GPD for winter wheat in the UK was also demonstrated by <a class="anchor anchor-primary" href=#bib0155 name=bbib0155 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0155><span class=anchor-text-container><span class=anchor-text>Monaghan et al. (2001)</span></span></a>. The genetic differences in GPD we observed might therefore be related to differences in rooting depth and/or the ability to maintain root activity during the grain-filling period influencing PANU.</div><div class=u-margin-s-bottom id=par0230>Our results showed no significant association between flag-leaf NRE or stem-and-remaining-leaf NRE and GPD. Other studies have shown that increasing N remobilization by accelerating senescence (<a class="anchor anchor-primary" href=#bib0195 name=bbib0195 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0195><span class=anchor-text-container><span class=anchor-text>Uauy et al., 2006a</span></span></a>, <a class="anchor anchor-primary" href=#bib0200 name=bbib0200 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0200><span class=anchor-text-container><span class=anchor-text>2006b</span></span></a>) or increasing N accumulation before anthesis while maintaining high remobilization efficiency (<a class="anchor anchor-primary" href=#bib0185 name=bbib0185 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0185><span class=anchor-text-container><span class=anchor-text>Slafer et al., 1990</span></span></a>) may increase GPC without reducing GY. However, similar to the present study <a class="anchor anchor-primary" href=#bib0035 name=bbib0035 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0035><span class=anchor-text-container><span class=anchor-text>Bogard et al. (2010)</span></span></a> found no association between N remobilization and GPD. Overall our results suggested that in the Peninsular zone of India the main physiological trait underlying GPD related to post-anthesis N uptake. As mentioned above, rooting traits such a steeper nodal root angle which are related to deeper roots (<a class="anchor anchor-primary" href=#bib0130 name=bbib0130 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0130><span class=anchor-text-container><span class=anchor-text>Manschadi et al., 2008</span></span></a>, <a class="anchor anchor-primary" href=#bib0135 name=bbib0135 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0135><span class=anchor-text-container><span class=anchor-text>2010</span></span></a>) may therefore be relevant to higher GPD.</div></section><section id=sec0120><h3 id=sect0135 class="u-h4 u-margin-m-top u-margin-xs-bottom">4.6. Conclusions</h3><div class=u-margin-s-bottom id=par0235><span>Our results showed that identifying genotypes with improved N uptake at anthesis and flag-leaf photosynthetic rate will be important in future strategies to increase GY in wheat breeding programmes in India under optimal N levels. Our results also indicated that identifying genotypes with improved post-anthesis N uptake and stay-green traits will be important to increase grain yield and GPD in wheat breeding programmes in India under low to moderate N levels. Field screening for physiological traits such as crop N uptake and stay-green properties in wheat can be laborious and time-consuming. Present results suggested NDVI offers promise as a ground-based spectral reflectance index for screening large numbers of genotypes for senescence and grain yield in Indian wheat cultivars. NDVI provides an objective measure of senescence and there is scope for the deployment of spectral reflectance indices using <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/unmanned-aerial-vehicle title="Learn more about unmanned aerial vehicles from ScienceDirect's AI-generated Topic Pages" class=topic-link>unmanned aerial vehicles</a> for high-throughput stay-green phenotyping in breeders’ plots (Araus and Cairns, 2014; </span><a class="anchor anchor-primary" href=#bib0180 name=bbib0180 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0180><span class=anchor-text-container><span class=anchor-text>Shi et al., 2016</span></span></a>). Further studies are required combining genetics and physiology to identify the location of QTLs for senescence-timing traits and PANU linked to NUE and to better understand the way in which alleles associated with these QTL may promote substantial differences in NUE and GPD in spring wheat.</div></section></section><section id=sec00005><h2 id=sect00005 class="u-h4 u-margin-l-top u-margin-xs-bottom">CRediT authorship contribution statement</h2><div class=u-margin-s-bottom id=par00005><strong>A.S. Nehe:</strong> Investigation, Formal analysis, Writing - review & editing. <strong>S. Misra:</strong> Conceptualization, Writing - review & editing. <strong>E.H. Murchie:</strong> Conceptualization, Writing - review & editing. <strong>K. Chinnathambi:</strong> Investigation. <strong>B. Singh Tyagi:</strong> Conceptualization, Methodology, Writing - review & editing. <strong>M.J. Foulkes:</strong> Conceptualization, Methodology, Formal analysis, Writing - original draft, Writing - review & editing.</div></section></div><section id=coi0010><h2 id=sect0140 class="u-h4 u-margin-l-top u-margin-xs-bottom">Declaration of Competing Interest</h2><div class=u-margin-s-bottom id=par0240>None.</div></section><section id=ack0005><h2 id=sect0145 class="u-h4 u-margin-l-top u-margin-xs-bottom">Acknowledgements</h2><div class=u-margin-s-bottom id=par0245>This work was supported by the <span id=gs0005>Biotechnology and Biological Sciences Research Council</span> [grant number <a class="anchor anchor-primary" href=#gs0005><span class=anchor-text-container><span class=anchor-text>BB/ J011827/1</span></span></a>] and by the <span id=gs0010>Indian government Department of Biotechnology (DBT)</span>. We thank Dr Bagwan Juned Hanif for assistance in managing the field experiments at Agharkar Research Institute, Pune and Dr Jaswant Singh of Nottingham University, UK for assistance with preparing and distributing the seed for the field experiments.</div></section><div class=Appendices><section id=sec0130><h2 id=sect0155 class="u-h4 u-margin-l-top u-margin-xs-bottom">Appendix A. Supplementary data</h2><div class=u-margin-s-bottom id=par0255>The following is Supplementary data to this article:<span class=display><span class="e-component e-component-mmc1" id=upi0005><span class="article-attachment u-margin-xs-bottom"><a class="anchor download-link u-font-sans anchor-primary anchor-icon-left anchor-with-icon" href=https://ars.els-cdn.com/content/image/1-s2.0-S0378429019319148-mmc1.docx target=_blank download title="Download Word document (73KB)"><svg focusable=false viewBox="0 0 92 128" height=20 width=20 class="icon icon-text-document"><path d="M1 10v108h57.22L91 85.09V10H1m80 70.96L54.07 108H11V20h70v60.96zM43 100h10V80h20V70H43v30M25 32h42v10H25V32zm0 18h42v10H25V50z"></path></svg><span class=anchor-text-container><span class=anchor-text>Download: <span class=download-link-title>Download Word document (73KB)</span></span></span></a></span></span></span></div></section></div></div><div class="related-content-links u-display-none-from-md sf-hidden"></div><div class=Tail></div><div><section class="bibliography u-font-serif text-s" id=bibl0005><h2 class="section-title u-h4 u-margin-l-top u-margin-xs-bottom">References</h2><section class=bibliography-sec id=bibs0005><ol class=references id=reference-links-bibs0005><li><span class="label u-font-sans"><a class="anchor anchor-primary" href=#bbib0005 id=ref-id-bib0005 data-aa-button="sd:product:journal:article:location=references:type=anchor:name=citation-name"><span class=anchor-text-container><span class=anchor-text>Acreche and Slafer, 2009</span></span></a></span><span class=reference id=sbref0005><div class=contribution><div class="authors u-font-sans">M.M. 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Barraclough, <em> et al.</em></div><div id=ref-id-sbref0020 class="title text-m">Nitrogen efficiency of wheat: genotypic and environmental variation and prospects for improvement</div></div><div class="host u-font-sans">Eur. J. Agron., 33 (1) (2010), pp. 1-11, <a class="anchor anchor-primary" href=https://doi.org/10.1016/J.EJA.2010.01.005 target=_blank><span class=anchor-text-container><span class=anchor-text>10.1016/J.EJA.2010.01.005</span><svg focusable=false viewBox="0 0 8 8" height=20 aria-label="Opens in new window" class="icon icon-arrow-up-right-tiny arrow-external-link"><path d="M1.12949 2.1072V1H7V6.85795H5.89111V2.90281L0.784057 8L0 7.21635L5.11902 2.1072H1.12949Z"></path></svg></span></a></div><div class=comment>Elsevier</div><div class="ReferenceLinks u-font-sans"><a class="anchor pdf link anchor-primary anchor-icon-left anchor-with-icon" href="https://www.sciencedirect.com/science/article/pii/S1161030110000067/pdfft?md5=3a3a2c333975b293897c30904cd9bf0f&pid=1-s2.0-S1161030110000067-main.pdf" target=_blank rel=nofollow aria-describedby=ref-id-sbref0020><svg focusable=false viewBox="0 0 35 32" height=20 class="icon icon-pdf-multicolor"><path d="M7 .362h17.875l6.763 6.1V31.64H6.948V16z" stroke=#000 stroke-width=.703 fill=#fff></path><path d="M.167 2.592H22.39V9.72H.166z" fill=#da0000></path><path fill=#fff9f9 d="M5.97 3.638h1.62c1.053 0 1.483.677 1.488 1.564.008.96-.6 1.564-1.492
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In addition, some studies have suggested that the remobilization of the accumulated N from vegetative organs to grains before anthesis often reduces the photosynthetic capacity of vegetative organs (Pommel et al., 2006), leading to a decrease in dry matter accumulation and N absorption after anthesis in wheat, and thus compromising the simultaneous increase of grain yield and protein content (Nehe et al., 2020; Li et al., 2021). In the present study, CRUNU application reduced the remobilization of N accumulated before anthesis compared with NU; therefore, the leaves still showed stronger photosynthetic efficiency after anthesis, which provided a physiological basis for increasing the accumulation of dry matter after anthesis as well as grain yield.</p></div></div></div><div class=buttons><button class="button-link button-link-primary button-link-icon-right" type=button data-aa-button="sd:product:journal:article:location=citing-articles:type=view-details" aria-describedby=citing-articles-article-0-title aria-controls=citing-articles-article-0 aria-expanded=false><span class=button-link-text-container><span class=button-link-text>Show abstract</span></span><svg focusable=false viewBox="0 0 92 128" height=20 class="icon icon-navigate-down"><path d="M1 51l7-7 38 38 38-38 7 7-45 45z"></path></svg></button></div><div class="u-display-none sf-hidden" aria-hidden=true></div><li class="ListArticleItem u-margin-l-bottom"><div class="sub-heading u-margin-xs-bottom"><h3 class=u-font-serif id=citing-articles-article-1-title><a class="anchor anchor-primary" href=https://www.sciencedirect.com/science/article/pii/S2214514121000295><span class=anchor-text-container><span class=anchor-text>Micro-sprinkling irrigation simultaneously improves grain yield and protein concentration of winter wheat in the North China Plain</span></span></a></h3><div>2021, Crop Journal</div><div class="CitedSection u-margin-s-top"><div class=u-margin-s-left><div class="cite-header u-text-italic u-font-sans">Citation Excerpt :</div><p class="u-font-serif text-xs">The N harvest index (NHI) was calculated as the ratio of grain N to total aboveground NA at maturity [33]. GPC was calculated as grain N concentration × 5.7 [34]. Spike number was determined by counting the spikes on six 1-m row segments in each plot before harvest.</p></div></div></div><div class=buttons><button class="button-link button-link-primary button-link-icon-right" type=button data-aa-button="sd:product:journal:article:location=citing-articles:type=view-details" aria-describedby=citing-articles-article-1-title aria-controls=citing-articles-article-1 aria-expanded=false><span class=button-link-text-container><span class=button-link-text>Show abstract</span></span><svg focusable=false viewBox="0 0 92 128" height=20 class="icon icon-navigate-down"><path d="M1 51l7-7 38 38 38-38 7 7-45 45z"></path></svg></button></div><div class="u-display-none sf-hidden" aria-hidden=true></div><li class="ListArticleItem u-margin-l-bottom"><div class="sub-heading u-margin-xs-bottom"><h3 class=u-font-serif id=citing-articles-article-2-title><a class="anchor anchor-primary" href=https://www.sciencedirect.com/science/article/pii/S0048969720325997><span class=anchor-text-container><span class=anchor-text>Phenotyping for drought resistance in bread wheat using physiological and biochemical traits</span></span></a></h3><div>2020, Science of the Total Environment</div><div class="CitedSection u-margin-s-top"><div class=u-margin-s-left><div class="cite-header u-text-italic u-font-sans">Citation Excerpt :</div><p class="u-font-serif text-xs">Moreover, RDW of leaves gathered enormous quantity of sugar under normal condition, so it has greater paired association with sugar content. Nehe et al. (2020) quantified the genetic variability in Indian spring wheat cultivars and identified traits for the improved grain yield and grain protein content. Similar to our findings Senapati and Semenov (2019) concluded that in order to to accelerate breeding, wheat ideotypes designing based on the key traits could be powerful tool for the wheat improvement and closing the yield gap and to explore the crop yield potential.</p></div></div></div><div class=buttons><button class="button-link button-link-primary button-link-icon-right" type=button data-aa-button="sd:product:journal:article:location=citing-articles:type=view-details" aria-describedby=citing-articles-article-2-title aria-controls=citing-articles-article-2 aria-expanded=false><span class=button-link-text-container><span class=button-link-text>Show abstract</span></span><svg focusable=false viewBox="0 0 92 128" height=20 class="icon icon-navigate-down"><path d="M1 51l7-7 38 38 38-38 7 7-45 45z"></path></svg></button></div><div class="u-display-none sf-hidden" aria-hidden=true></div><li class="ListArticleItem u-margin-l-bottom"><div class="sub-heading u-margin-xs-bottom"><h3 class=u-font-serif id=citing-articles-article-3-title><a class="anchor anchor-primary" href=https://doi.org/10.1007/s11119-021-09863-2 target=_blank><span class=anchor-text-container><span class=anchor-text>In-season variable rate nitrogen recommendation for wheat precision production supported by fixed-wing UAV imagery</span><svg focusable=false viewBox="0 0 8 8" height=20 aria-label="Opens in new window" class="icon icon-arrow-up-right-tiny arrow-external-link"><path d="M1.12949 2.1072V1H7V6.85795H5.89111V2.90281L0.784057 8L0 7.21635L5.11902 2.1072H1.12949Z"></path></svg></span></a></h3><div>2022, Precision Agriculture</div></div><div class=buttons></div><div class="u-display-none sf-hidden" aria-hidden=true></div><li class="ListArticleItem u-margin-l-bottom"><div class="sub-heading u-margin-xs-bottom"><h3 class=u-font-serif id=citing-articles-article-4-title><a class="anchor anchor-primary" href=https://doi.org/10.1186/s13717-021-00290-9 target=_blank><span class=anchor-text-container><span class=anchor-text>Split nitrogen fertilizer application improved grain yield in winter wheat (Triticum aestivum L.) via modulating antioxidant capacity and 13C photosynthate mobilization under water-saving irrigation conditions</span><svg focusable=false viewBox="0 0 8 8" height=20 aria-label="Opens in new window" class="icon icon-arrow-up-right-tiny arrow-external-link"><path d="M1.12949 2.1072V1H7V6.85795H5.89111V2.90281L0.784057 8L0 7.21635L5.11902 2.1072H1.12949Z"></path></svg></span></a></h3><div>2021, Ecological Processes</div></div><div class=buttons></div><div class="u-display-none sf-hidden" aria-hidden=true></div><li class="ListArticleItem u-margin-l-bottom"><div class="sub-heading u-margin-xs-bottom"><h3 class=u-font-serif id=citing-articles-article-5-title><a class="anchor anchor-primary" href=https://doi.org/10.1002/csc2.20442 target=_blank><span class=anchor-text-container><span class=anchor-text>Genotype-specific nitrogen uptake dynamics and fertilizer management explain contrasting wheat protein concentration</span><svg focusable=false viewBox="0 0 8 8" height=20 aria-label="Opens in new window" class="icon icon-arrow-up-right-tiny arrow-external-link"><path d="M1.12949 2.1072V1H7V6.85795H5.89111V2.90281L0.784057 8L0 7.21635L5.11902 2.1072H1.12949Z"></path></svg></span></a></h3><div>2021, Crop Science</div></div><div class=buttons></div><div class="u-display-none sf-hidden" aria-hidden=true></div></ul><a class="button-alternative button-alternative-secondary large-alternative button-alternative-icon-left" href="http://www.scopus.com/scopus/inward/citedby.url?partnerID=10&rel=3.0.0&eid=2-s2.0-85082761038&md5=6ea574d947d992f9b68b823e999" target=_blank id=citing-articles-view-all-btn><svg focusable=false viewBox="0 0 54 128" height=20 class="icon icon-navigate-right"><path d="M1 99l38-38L1 23l7-7 45 45-45 45z"></path></svg><span class=button-alternative-text-container><span class=button-alternative-text>View all citing articles on Scopus</span></span><svg focusable=false viewBox="0 0 8 8" height=20 aria-label="Opens in new window" class="icon icon-arrow-up-right-tiny arrow-external-link"><path d="M1.12949 2.1072V1H7V6.85795H5.89111V2.90281L0.784057 8L0 7.21635L5.11902 2.1072H1.12949Z"></path></svg></a></div></div></section></div><div class=Copyright><span class=copyright-line>© 2020 The Authors. 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