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url: https://www.sciencedirect.com/science/article/pii/S0308521X19306055?via%3Dihub
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saved date: Fri Sep 19 2025 18:45:28 GMT-0400 (hora de verano oriental)
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<meta property=og:title content="The impact of intercropping, tillage and fertilizer type on soil and crop yield in fruit orchards under Mediterranean conditions: A meta-analysis of field studies">
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<meta name=dc.identifier content=10.1016/j.agsy.2019.102736>
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<meta name=citation_pii content=S0308521X19306055>
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<meta name=citation_id content=102736>
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<meta name=citation_issn content=0308-521X>
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<meta name=citation_volume content=178>
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<meta name=citation_doi content=10.1016/j.agsy.2019.102736>
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<meta name=citation_publisher content=Elsevier>
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<meta name=citation_title content="The impact of intercropping, tillage and fertilizer type on soil and crop yield in fruit orchards under Mediterranean conditions: A meta-analysis of field studies">
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<meta name=citation_journal_title content="Agricultural Systems">
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<meta name=citation_type content=JOUR>
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<meta name=citation_article_type content="Review article">
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<meta property=og:description content="A meta-analysis specially based on tree crops was conducted to evaluate the changes in soil organic carbon (SOC), soil N and P, and crop yield in a Me…">
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<meta name=citation_publication_date content=2020/02/01>
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<meta name=citation_online_date content=2019/11/25>
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<title>The impact of intercropping, tillage and fertilizer type on soil and crop yield in fruit orchards under Mediterranean conditions: A meta-analysis of field studies - ScienceDirect</title>
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82ua5K4tZQunhd2RXJ7H2xFmxe60wSFN3Roh1fUDJ8mynifycPH4/SUzr/0IWPjp4chdQpJNmZc9QiF0xKjdsHlnituNCp60bnrK7nkOhuVUrF40ka+S3DvkMOGA4OxTX8aH/i5It7aAwvx1dxr+i9cVJa6PpLPftUbgu8KzpHYhe/+3905DklbJfN/g/npa7KcTaAa1JUD58lcu8Bjp8+fTDCO4iwJg/TCm/KgrZWGgDB88KNi0AJ8IVbx1Qib+ATuVnKC5MVduCCGkeBaRng5Ojo0QjwaeYGrQTbohIs1iR22XYGkGIbjeTHtN3YbS7Kj01CbwTNlJ2lFaqWmSc2SMkM0YscRy0EU/SUUTfAHJaLPcBmNMjIiolAKXJDQMsDy7GcTPCjH2WZZ2yo3kY4ffUKPtxe33z62Adcfrz88OXyYkwleIBrRjHAXCQ2g4sCKOHw/gLJpbI6oKO7hEDaAEoCpVQgUQk9TpzYVgBDiqXuCi1jStD4F0V1E3iObKv+FUhc8eTBfcPNLBRWSbGa3VJgX4+GEIoCtRgssXhL6OiHlGg5WIG19NJZ7CAsbVi75/Yh218n6kOorkHx0aXEjEqaxSOV4HD+FwJzGlrWw7i3mskEWQw678lwJ39KxsIeuJY5d2ADN2q1m7gTtmUX7JL9bNcf3XkrTT/6Ezdb4y6v+yW/8z8heSY0MRkfc9Q4qeWe3M+rft3w1jSvpa2sup7aLXWtj/RvCFcESAkgieXkosCISY0VNungIa8R+ZcMzpkOLiVrhhknBQOHRUicCqtcyxccMgnU+Zv04lBd39TSrd32O6ukbahsXteOq57xan8V1XWMTKXhTafaDZok5RRW11ZXw800Vz4hNSsvISUHIi4ghbuj4w4w+iRNhyF3PmuSeygnmMpdaCKnIcELsNpkR0JSWD4AITUAKxsdq1LmNj94YZqixBg8F/p30nBbLbmEsmoAimb8I0cE8MFVomZnBn6HbMH/4j6y5B3JEJnyhNlJPbHl4Edp7m52jh6F7zoRLGer8lskDZ+ROVNiDpPI+rEDyH++kTG2Qo4eLSyVffFpGPEGzy+J1G1dG/tKBcxlWv6LaIHWRndYVzOSSQqr3ItQyJMwTI8QKqP7Z5xqh7FW1lG/ElR0nyGU0ORQ+64TspI2kJElWypVY1wu9lN5FDQVhlYNtOs9dtsUYg0FR07JIAxTQBO1K+1oykPqmtjDZ4TzRiwb8MPsuWBXCm9x1Hblde+Dmv7L6ZNRPZ1LzjqKdshiiVLVOPYw4f8XNFT8vdAkYEV1QbdKqQxME/mV/yeU6wiUj+NuhvCkcMvMWvFMSsCzWQpfveXPyQA2XYILMwPrGE0ElJZp4TBuOsBcNtH1FBKKvOmH52wEm+SywFJqy4odoTVNoNbIZ0Iop0QpMJfp5z7OK/m+SBg8efDqqbtlAUfTqQ/P+gjBGuI2Ao8pzQlQnrUJUXX4zVq5Fze4yz/Qfhp/em7fsC/yHjJMFbMoQy53JFBdDfB5azNFVO+eGlwpUNBMjcBPVSb8i/R5sigxK4AnovwvTUZ04C0Ig3QvuObdEA4OrteujAA0a1HlhZN+jbw+C9DOnEmln6IqK/yx/FSNyKWqmWN3YS/5Zauqz31bVmX9P7X2TYSloA/+EifoeGLl+OhfXwk8Nl7U3JYzLdikzuuRcpwTic0KTBZR5pBRn0xG6GsBibvwYENDKYrif/bImtWZFTA8nMvdFPEBn13tTNkUfw5pqLp8PojAijqndLaes3PE5QURv3auTcjnjysa/cdO/B7d7VWpiuI7o48ckHmCY1ZVAnl5ui1S6srGyhCdG5a4VWNLFtKYF6QopQ1Bs8MY1bHahCTRTfgyhThseKlwQEphXdIdZrTIFQeIlkDdzmx4ioLLyrLtsDwhElZtNDGFkOBnB4ADJrQ+MCkDoVqjFvXQiK9WhwJTMmijpHaklplctbQaohpPWY3kD8wfpeD60ZPgIJs+omfr5oIIsdb882jOlQxtFvqiLjmmLbLrVktNcySwgysyTXvEgS24uNI7BU+M4i5XvQpPftHT+budydaV0j1CRA1aYsWfMWpbSTboVry5kvBRA0PR6vDEWZB287K/M3Tfe5S7a0Yplkv6XVK1Qb0uw41A3TCzMmGYe61kRasszjFdhEFdiFUJICkAy+pAdaiqVTymwV0lNLmje1uJpHbrJUycFjC/+dRnn3OfXym/tV/m9g1W9fFwfjJKlOcmgjhK2XP+bUcoWyVIquKt8RcjPixI7V2jWwV60ogpj3uvZFzoMZzqUdbSu1IkTq+ezCCfWxGoza7IcC8Ozj0Sn5/kCYW2PgaoXNmRvo12FKg+VXD6bYImT3Y11+dHypk/Y3RzI9vSMIQxJk//fdQ04LGmBR4arDGRI/ShGp38U4ymyiYO127dBppcQ/fSzBZt4Y7F+vUecTJ8ZeV6x3M4WyLMVeN1EaGVxRoHXX6aEhWsQjG1cZOHQWd7IXtFBJg4UV8KcT2B2MAn4UtUdV0jVuyKgrubqOfBDeWostqBqWa22tTJULPAaZBaYduWU/vR8yuV4wlUkGNOj5GLeybvsZReGi65MrQ980fy5XVpEazlz7y/n9QQ+nkGz6fs5VCPkUCMocNnP8ONwTYCHtNemWI2SZYF9YJHXsjdluohF3zsBALEg3P33cOPmyNsnfTBeonc6+Qvhi215XKJTOGa0Kjykt3GoRAmsUa1eAkB+fYtwI9rlrQZBK5TI29q0iTQLD98SgIhqclbSG49MHrzThk1eewYVTcDqtQ44l3IUBD3rXjwIogek+f1feSGDGYv7606pdxfFukq5pam4ulCyBXMInNOUeoBs/kA/DBr/KVjXdGREl1AqOxrB7vzJEOkqrUN8zhd0gMi+ZOLCtqZzrZslo2VguODNdtD1CmcpsK1ggoHBhMCMKcRaHyh7cCQq4iEv718gk8zRertU7JOKFarRLO031MohGl1oUtkVw9AWkL+1WHHqJzG+6WLwcFLO+vb6Hj00FeRPPbxcsGnpDRwdD+mZ3dl7OvKZLZnmdNOP0YrfbVpkNn5wLGrub/u5N1T7+rvchGt2D+Hc6kpE0Atm/dJedmerhCFGkBla8E1j94onbw6q/vIH7dlpnsQlawyCekJJFdIuCQ5mNQ02FfuZnfOcr2zNJ01UF7KHRQVNmjIQf1Nk5JzRBWESlMgd5OnLj5SfjbwWMuzq1f/9Y34wK94/CxUIOeZ7nNsYNj+bVnB85xNaDKdp8jRg1xKNOgdBctOKNCXYTyqif0vD6MpMVC+aSoYQRjU8UPQYd47ZwxSi7Jqdl6FqFQdWfBwcVXAYwopCY86vHxc44Rv7EpZixK/AdCUKKDzSMcO/Oh9L6IrrAyNRm8t9aRvR3mFM8YEpSxZxiEz4XFHZ+Pd+k1jytG7FH9M2QlXzduFRN0d3Q8set0r90lpZev1sVUE0icl4Pts8Pnv62Xe/OAz0H5TchDaBQY5cocwFltIThDN7KXxt6O+t3QLTDaePOfojocnLx154L7N4Q2vbktbJ6XJwEMlLbTDG0zF1TxsAr1XzuShrx5TtX9VdtBAe7UbNOphXvUYPtburcyOufndspTIn2d0EQ0r2+pWyxW9mQd+xEqPVgcppyItu4z1OUyTkcsEraWEgj/SPj6viarx4/egjaigiT0D+p1LIpUG2xcLqvMrfHSvYo9jdCKZXmEHayS1pmDOCyjptSriTNMupibIvldjdGuaHOhonKprjdmZBBs+12InjXFsrhOEKLfkcHYt46Qd9jDFNk3PMLdRGDNyTlNlx2iyP2kQenbKQNtZXCkqVpRF8KCTPQphJnu+3rs9mFx7hxLlrF0AqFrbGtxKuCdhoqJNROJhhvH/i9skKjq71ZdQHGrTBv1O4I5WEzVEs4VfLCpKu0FITI7Or1Z8uT/AvmjRghuD6oy6Nf22XmVFY2mcGjn64DdIeOJp7Vv5Rw3HmymEcvtEH1FeFk/hmw0WG4de8tLpCqGYwzS5EEAJaABUjQ6Q9ABaQB1oBW3ANjAbzATnwUSwAugABaARTAfNYApYDOaAL8Er0AR6wGXIQlC5YAW1YBOoBwvAbohLwQTxC7AD2zEXm8V1YBv6MQt2TIMDq7ESM7ABa7EV7dgnDgwcwF5xP1giHgRHxUMLJ8VjCyu1BqdwVhwcOIcz2IXlGBIvrGGsRy9uiFfHLVzHTXyG27gv3lmP8x+sneAJXohPx0s8x0ZxFfgKr/E1tuAbcRlqoBtX8r+FLLoJNcakQTKNz8V5A50buxb5wiIDEDryJNBGEJWvfdTqg3gITGQMVDPYP6lTvsEi0nTN3FP7/ynGOS5HdqLOF+fnCwUXWu4mI2V2MD/IlsumdFfoqnT7dQ/pXtb9ePrb099Q/k8N/W+dIPJ/APJv7Yk3qSRTek/oueud0ZvSuz3jv2bsnPHLDGRaz9w985A8Rf6j/HcWso1mmcxaP6twlmaWfVZk1tisG7O/nj1v9rbZCbN7Zj97z+e9yffQ5Sv9bfrh+lPsCvY8W/y+7vsz39+m0FdcU/QoBg22GcQacoaehn6GKsN2wzfCmkbeRjuNzhpVGLUbrza2NLYzPmCcZlxq3GI8ZHxP2aN8qtSKJ3D7uUOc5gOTD8aoJW2kE/xxPk3QFRKFs0K1oHndUzHl6TTKowYaox+5ltNs8RKP8K9FjFVxymfl71Jd5Ek0UteXhErvlFGXrmRQkiJJWbDdZi+msJAt2kRb6bp848B1Pu8j/SI10xFNKqe2nqFF5mUn23nLM5Vdt+f2o/3nl+W/n/YsL/V67/CRoCm/SI6MKA1NPB2Y+lBP46bRNp5MX+06G2bnyl2XrIlt3u/vkSM167Pj8Ec8t92Z1sG6Wmh51urm7rW39pm97tf7PkEVVOiwYMOFj3jsxX4cRCKKUIJ6XMMb/Iz/ctyd+3C5G7qL7M2JZFLPc7MqW/Jp/vzxveV3mxdued+T02127B7YblQiWv4eXUGu2qSuws5qI7XHstNVen1iC/mCWKGYYc7Xe4i9KPZZfqf9djE+lSCfw9hJo9yD0LkCQ/pm1Z9zBhSOOs2OwXzTKxjGqjU3Y7tRQRjOVWsAhK0m4P8REMGtFw6TSVAQKLnlf49LmEYruNWYtejHT7lqPCDQHzEN/sxmpqlPaLTZ9qvBSQPCAzDidIjTv5Ek28rpN+2q5qLcJLFeznTtIBf3Tt5tKXX0jMTJNLzY0ynY0jnCRTg26pMcupB/bNLueWwWSe8HzjF/w0I00dktATJbgMOa/dv/duoAevB+uuzAur+Kp0dFmb+SC96d3qSWTk6zJBtbKW3IbtwNL+4duX61lJ1PmJiexPiquJ/Aq+K+hD8cb08Y1iVcjifZ1tchG4zBRw/p+mPKC17GNNmg4hhStEevAXp+Z5XDHpI1IVjmshwJ6EBIk5znYEGFP0he5l4qMvEHUEaBMFMgyxrs+hVl11NDS4ukLpSrOOtygmD7rB2fwcgIxPsc/8VJZ3NAEOXm+IvL4/TKrsNvPboUf1RZL05pqFEO+Btx/pOlIhrqqHUufKv+RVTUXIS0Fgd2PLFLxrffXhRN/217xFCi26NfQYtCEI+gJI0/XpIyU3MBhnsNxBOBLse+gqJgBM27IYWXTr8scDedY/fxdCskfFCnvj5MLEDyqC1fXQ3mtHk/Apmvl51SiMsGKq+aau/vqz6S6pMjbwSFfRelx9AqY5UDtxrfUJqBKAEd/HyQ0+3XhBO8iwv4cGPZtyjzIXU7xvRHOu/2ndmKHRO1g33yT0W71XwDSpId5h/+xxhELTI3BD2dU6Dapl4GcVZwA7LmV0EgbZaZMbDqpL9zk7kJxYPS7BgG3hbU3oQa9C3fgleDCfZztmigZZEUd04HN9d54Lv7w5dDORaMgMvAa/VNGXx610HLZawh7gotP09y4IXz+HOpOMA9miUC6s4fo6Dygi3Hpkt3PalAkXIcHHmxKbi9fJz95pR/4pc0EKFSq5cjR67vevez6PUtZncU2VpFkh2mlubf8hV8dkFqxtdR51JH2hsR7AivLlEkQUQ2J+c0Aa2P7/D2hM/rT+Y9jeFS3+tlI/JwXbXPUuRztkqcvlxSRSGfyMkJOS7RBYmm+E6eB3aqKoBWkFk67jafMl2i4g2WcEF0a4AYz2choyJub5Zpy65WJ2y6qYSOsIG7ycmJFGzI+wM8ff8kFKhUua1y+oVzS53z9HReI91joLnO01bQJwezvvNq1vw578jWr4uYisa8/O9V06mbcTboHwl+SKQ96/grew+PjasAdevlIiB8ACseQaEyW2cPJEWnpXWV9E6AxnDDmEPv78/8HlJ7wWj6oqo5w3bQyJ1Ks4QaiP/t8NRS9q8kkjukRsJeqaef/zdicSrjYPvwO4G7HKjffgvJH0PjnzbKqo3eL7oittgxeI0i0a2IdfJTGCYFoLxJeGBZLhQ9ptFdIaEr9DWHrtOr3E3TQvO5hCY0P/GP4McrCrhkyL0TZMpHEuf9D0UofCARXZ+7vzdsASfPXFrMnUavzw75EkVtlyDbJeZ4PSREZXrRQJf7g945SwBv4dVwadGHgk8CqzEHhUaoITjOkTEGf8McFpvgvIzZmZL4I9j0TApaIxGYvK9jFAQRFaniSLKQsh1E/YTEy6an1l37c9onqKhqimFDhO1zIr76Xomq6/NACr/XThwi4NapE7kdnPSpOH1gj+KCak5bQ/ernX9AXleTnxd7awCrOnHdH/VlEnRqRBt5QwI08Q/JzAYd/Vhc3poVjBI1xqLr6PXMAOG+zhibIJ3TdlUU1asdVclKKkk4DRJWMUx4/njZKJPcjstvnU24vzGnL0ndM96kRCHRA1GYrV/yOPg2FJbY36vxqc4zoEBuwHT1R8qPx9aCEH6PxoB3PaBpRT3vlcWc5ADL6br8UlTyWwuy0bPBMmT+nm3f6cw3+Sgu+TL8lMY7zWszudDGZt1iJ1Vfb4X6robv6FJYlUSjsi8MKm6AfQ119/VUeq5qy4xusOMBYHHBn10IzguuS89h4xOpGImfBCd/2bUeBREekSddjNLoTLFsDZ+dVLalLP7Q7tdOxfNBUJwWsm+dfjqlBFWbCZSqX0XEMUL5l1YA91Lt+fU1cjRtR7BbNnTlTFxrHgjAS+64f5cbLrFBsvPeNfH2ghxzTxjxcAVu5dqA3xP45SeBHK6oTWMyLbFrYrqwnV65s8BPXU1L9s0pNUi81BEXuILvbka+nIyiFXvSdtET+1ICDvKlQWBOSU0ak+UUAqVTBIklrrIlYgmoMYTBqpvD/RJxnQndRMUUVWStHGRbxb2GHOtL1GYEJcCCdZ15g4Ea0dIl83adSF5ZuX/E6O79suv9ymdr69FN8eU+g/y5kXR4W44U9KbUQ7fn+a9ulwa7dqJVS6zX10Kj1xmnnMQ7d3AAKPodATvnXPu4Gb459mrINTjwasSI7kmne02zdEU2Omv4Bk/TciRxuF11Wqlr1C0bFej48e3JYxfosdOgdNPGoJ859Kh1G8YhC2QoRucPHVudbhSKnY/5/0YieyGKuoa6p+VmEnraIU1wp8lOpjZk92nbOKT8hEJVNSiyvJFVam40CCmpYNdhv27wBAPk0PvxRI7CFQcox0V2VMo3pvAqcMsAbCrlnCxbVG5Fkj6k8u7ERv/qHv9m2M6kpqp9pXvFu51kABYGcdEFTZtQWly9cKvysV3zF8k8y1+IXuzsfyF6lXkMw/04UR1MBlBrxFIJW8idaQhXjR6WBSz+zGJDRBUQw/d8afaVe0PGDz6r8PkFhe2tI0ZgbGJ6UJD3xt3QUlsk8ZeY+Nj8KtsImh9/CAl3bmbUXcVvp3LIT2rSUpsk4uU3WJJBHPlxV4dHHd9hs/gciiNwShdMAsscP8mmkFDIZLwthumq6hig8/dgJheSHhFYRVT136kK9ns7WPFOKhL1yYtyG4DaH9hFznEzUCScdPhZcL/AmhEGa5gz/rcIT+yk6SkZsFTACn5V0NjMJMzHMsJ73ANl6u6w3Q0fFwagjeAe52BbfEe6dnScKKhsaTwVAVj8JpGNv9Pvgp7FsnKSJC83GNZIZpCSLLBTyfPk2fuuiZtkmzfYIp0+qVBq84odpTUtoNYopUJon0LNZy8zN/uv5Ryao30TeqPoUx+aIY3C7UsjHrFJYIAPI2JaOPCPTd+qurqnLhMYiN3oQPvOqwpW1WQnYsU5rUq2Ki0H+MwZjocac3l4gMaZuoo+wIgo+4sLBEXN/4EfiLtAJb8mlPhsGi8zhJ09EwgOTPTnU/AlhbSL1vV9PiQSpsqxOoce4T4z51bc9J2vGc4lug0jQCvewOHnA3QNyZfmXrI8XszxLLBDb6mQYdi8Xbc7ZxsL7GuJexcrzA2PrtRVntZZl+Um8hh3hAbjBqoOV2AdtgtSCZSIOUUMpmHY2wIrFpI0wgOPEbYPgqO7eQxeBZNE6ysMc/G9VAt5rkmkp2lP3QQhYy48TWqt4/+An5shcoykbJ/I8GMpgxSNveFszk8kHdN9dZNdDcDKqfem54cQCusMnOsp+2jZ+d1Hrip784dK4MPbB9m1/3rfqNaCnN3d9JK39qK7evtQc6kmiCdIn7oBBvukifjqctbRUzRRDGmswD7brLykyxRf8eaTtuKtnGWvegM9izR49wYW3NkTHS4IJc8aWyP2fud32/fegUAfMFbfuQu4b0Ldk+v0WObhUyKXCGyopY3jsFeKye4lSeBsKSYtdPmAvr+EIhWqfIRcVTqcEmlVXiEcQKymidIFOWKDNVdgdUD4k0/F4OvNyfImiuDKeq2rU3Bmn5thOsXjESVqU58lx2e57p/62rgoiCmxThYc/siptY2uUU6xzrCddNBpfiMxnJDCTeFuFmGqkPRBifQhgf2FjWw2pDIWZdEGAWMmFoM6a4i3CfaEtjYRN5E9GNdysMFvcVRaZzN8tQw+7JRN205WzZ+y/3x4R3cZHpmxk65mZzQ21GTapu5iOi9OdcHSVAZT969pWbaZs3Jx9vNSdMFqsdlIoVbnQgI6nH9Olci10Bb6iuGgg2w+qFkVl21qcDGqIukliwheEOOgzhYRwz5LyBrHVt0YdrnsVyyoJ/Orgbiaw97Qpfgy0YnMraPYWNBEtomVZA/FNQ3WeU2txbBaAXsBTOvXGa5gvW4ae0DTOZUoqxqAoAvAmkZg8cpqDvrdakYloMcyMHUJucwiiNBg4XiBlCoPU/Jhv3TUGYZb1gg30BP9SMPMvbcX3YbLttUvuETLMYCnhZRCCVZeGiWGaGNFqCebN57NwoBHz+VIrMXAKB2WilLZcJQiw7KpYeQFwrY5rnDwXNcygfWQn1Ul4PNeSB9w4Ogyg5H/7yBQs/8oYCofIYDvOTfMVqts5fqNFO7YDilELVjqTBf0+b+Q5nVO/aBiiHrfcRjzypiJtkShQFHD+Ag6jFBXh2L+lkEydmKc7iQ2DyWXXeIilci10KIOl7EJ04z1RJQaZ9PI7mw8TvihZwT+WmWBjeh1BqqNQZTk4fuBv22XVPZfPcEsT0hHCmyz/jljyIyN3XWLrsAllaBnbntArpxsu+uWwI7Lk+vDfPvto/fc8MNzhVluktQ4qADtdq+XCRNVsekN40aPR/98W2keKSLlyKHGnOMnZxFGRKNC25R8Ys2jmor2ey8IF3YIe5eLOouVeLEkk99nRvoEYVo5EZs2ZIPZfjk4CTimQ3aTV8ifpKVxejQsBNvr8ygSVJn+WLXTO+b2fiYla3seeQTWTEKE/5chkv87O3ITpoXx0+2R7Nw8AdSr8yG+CCwmXk5jbM/rO75k/OnY5aNdp1BP49RJjRaGLqs6UvdwSVVwCj4wirvc9So88WVv92/aE2tXSJmCJCEYJDcWbsEllV4rkWzu+JrwvDhmHk5cDBlGA8J91hjFmYcjs8N+PhytG/5olibSEydEQTDYUoMZUimNabn54dXNgkFIdzmnWOGylxvnXj6ff2SWtg2aa8U3bxqF1xVO5g24v6yc2Znie+I0EJgreW1YrGutPebm9st8nGYNaudNg7a/uohsxeHAdfonY+jEZQkHfNrdnbFmi21tNUol2FNeSO+VdG5+UUmJxGUkkMSTkgDLDOFHX5XOS/E5N6H34eeiRSw/VG2exZfQwaH21YdkYVJVJZVsqkp/cjVM993xvLptajrTmavUS4fgQ4k4bVJEXkrc/oyoCAYFJAwf5kVqFDWoL3FzjxDWHcK9TWOzXlud8KS71Z8/cfrU4HnU1dvv1tDolv3QYcN81DwqG7jtYjNsg4DZ6fJMkW3o6/rVlm2rh2h3YzJnwyNZrd5f7ppZv1rKbs8T3hJYpZAkeU/iD/fThGU1MCdMyjWJqH7shkzNFydp+JUqB67g5xBEvnPWxQyQh1+Yu2GftGWVrMOuze7PYDFVwB5SVzRzEp3xvxXsfpsocmBQx6WwDm/2+7BsMThwbVuTjkcgjX0M3s2sv4Exskj0td8H+Oq5Ih8NYQuWuyuKmelQDBSB1i9YBRh2uZka+e1tOa19y/l767NPnJxGqIpBubYrcWL1g82qzrvPCVd3CHuWSQaLPRgVoM5ES/AsOX0i5uBgeSm7M8H1JmlgB8w0afkdc8GIV0Yc1zDYrq6i7qJgQOE1GjAaXErJxFmXO55BfTGv2x2sZP45k2nZIGPP6I9s1Z6MXb4HxEP3PMI0mOyt5Gxg16YyieDmBpAfFDCEm4FNH3NF60RGVl1PDytufaHPUgzO8EZ8S/PLFXOS3DiQv1qtim7k8jXtoCS7GPAop/KcK/PJQtqlzEiSYghbHcVtYrVE1MmGY4HaOi2roTq3eCiLroay6BY7IACLikD3911YM9Y9gAM1xGME7l6aF6CiYmooIvxZCwciLGlWHvTP8N3mt3EltskwoRdRRj7fH0cMLm4WxAvhDvDGkkJQYlFntWG3ZQ8Jm5YUbSo+wZTiqhaXj4xEuL8gtS8iQWqKXjA/SraIrvRWLj4kmlWcRJRhm2fEzBvTIM1vPiaeFpcD4+YJN4cycqSeJLJZrJBzFghHjIyGIh7hcBZdyEXgZwxxxn1NXyavtlm7LtEiN6x2WmmZHE+w6e9xYXVrqGojYI7c1hTa0npmqEPt761ff0RWEwFm84kBAotvOmVums6FnGUnX59bOb50lo11GWUXdpYXcgdEjas26Bbu6E5LUhRhaV6mZzdtMv7Kl9OJSbrTjqB35cxQFoXVRdCuD3V61kCN/omB09AVjZpt+t6qHcMzY4Qiz1U1UtFszd7glZvZRFrJEKsf2L3xdBo2hytzS6R/uOaZViqZzqi5ANvkxUnPCqxPeF1gUQKB6BWfIR2NQLv20HYbWVWKNk5mBQpVmeT13DT2CucbA9vyTrl2lGqbZZ3qdDnzKZP0wURy1SUtE3aYK1Mura63NUG7SnO0YqFdNzu55ZZv9Lr6c6VGO9DfM6tdSKLtT+wuL8yhXVnmSNB9NKr32qoEN+wfpNf1T2QosxwMtUzETqEMp4+AvzyQQrrC0P7/jgcyILluBuFaz+4hbz/IUp17KkdNflnNQ48jk8ySXqgnd0uqYmfgfkNneIbuzd93/p9mm94Fx3q5w2VUW562J0mdPaKESQEaUzC7NgJLfGrBIJFqO6xzxzmLM6dY0WEq8SPRRK9ZLusn2YPk+blwNI7Gvx5r7izSyf3Fi/q1e6HN6+LFUpQPMJRZTT87Sfwc52RXO9hdpBgCVaVpnHGEvtMjCcsnGjJK28m27JEdLAXHu6t2AzW0xKN1+klAou12xRl0+LD32KEcv97fG7MFjaWyLDaryGmWFjG/55Op2dtyNJOjQxghIij+FHMImtm5JQqXu1y/cO9KofVj/OfByEfCQijWmPJ1AX6g7d0oe3G9ANnhQTsT7yS4JQUOEzun+714v9WqfugL8FH2gQpi+UaQTV8I+TnwasG3mA5vFraOpeyCkGPcpAIpZKPLLGTGzNrlVDI9pPvO8m73mvTvtwOcA9l1Kd4aF0QyL41gSRhJJryXhNFf0zIMXeW7rMM2AgonQhvSPz7XYOp+FPy3gXFWFIHCy+z16E88TmtmCUlwzcmNJWJCwsTIyBUWc7EI9EXsXLExkn9HbAjjm0T9OtZO0amjP8acE3txR32PE0PMgMBPNa/P/Ivoj12tGHQ8Wy8AFQcEXFBJi+zwOjOjTjqBoWzYkuOKv8Heq1JJQskYXa94xQ70+pwdyFcfH9Y8mwvtfjGzP6yoLvqGTNh00wkDoTsfhGH6KWwi4pCNmvNB2y6moACUlLjVTnx6zU4mxiXKQnvFVHSyJiCnmMCrEInPgSEQuXsvk7k6fEmHTW8cA22p2DYCa5NhsX5ejJwefRAsyRlet3DWvmhx4eZmc8mWtZhODAGR6W04X+4RzA7fRl5cTyAnPKDGI8paB3Z11Izqca1WKTAcuy1/tf32YZEfL7A7mM09NlyL2RK6RokG1i0DDHfX3DS9+Mb7+YE3HGEGSUKmw6gkiBl4xpXO/KNJ048wJO7WCROYPUrWgD6nljTIBPQvbiXyhRzbEkjVALJYw/Xc3Bg3KftsyO7IOlkN5wjZPL+0EAK/JS1GoMkeUyJkN/bPPZpYmIwQFZpqEQ28Ka1TJjB5E65Sjw/DJVLOKHeK0idTeoMmONDg+rJ6az5XZ7fj9ZCP1KeiRDkNfoUfpP4u4QuueUHSznX3A0GnmOqgHu6gC5YbL08KRLGuNgQggD1tI4atLuayXfYIXKcebtCthDQUzQEN5poHD5Cb45SfakH4FyHcoWJNEv7Y9wnDMJRwov9lMSvngHAH00rYI2IDvpQAB/VPNUC7OWTsP/PW5PdMoAtf77hiM7yZ2gJ6X2gBjCs5mSdPyDb23DZ4I3f7eOvdd4SaWEUCfHXmYMKOU3MKRn7bqqw6Wp16x3aUEUxFsc1SW6P4I8txLpGyqR7C7WUEmvtAPl6X8G/O+5cwmiRS//4k5lj7meC4QGeGy8s2JHko0YRNG4/xsKjeX1p27IUMOWPgM0HaRtjRcYrHqGQo27xb3R9hiwIhwJx4uH4DOMHBM1mBtfp1xcbZYvHPI7NWukY4bhjDQrrZrom5cDHXZxRG06vrXbJAnDZzIX63oM+kx1GsBT7kF7T/OUH6kVkkyxM62lEvrn/kA79iwNhVyvp0I2dUf6wNaDcqafy77+GytrrHtrfP5s+iiYg0bKDaEqDxnSwV0GCs1l39c+1ERJtmLGNQlTxkI7tCLf+bwunWgYusRM/4lVwhkmDTKjhZJjXBwCqXrZpLwDgUqOPH7TMovrn7gaDMGxizqyLILlSDPKqqaqyM00eiEm/RwLKCqowLwiSNtWq6XWosGs38bWu/90IQB88Sow54WWnYntaracGSIz0wdFMqrkeSrO9gOius1TOwNlK1rZLv6LBqNjcHXW5uZzpxjp4uP4vMOzZvfsqcKfRwZidJxxT3HHfe3Pwhq44OprBSFarl6irM5grdedL3YJnMW7VqzfyVneMTN29OVOGToBviYhDYCrva4IUtAbORC6KFJYCMM1YwqGPt+dT0XPVdjNleJwotAWhDGh8yoOX/tTE4jqu7IAj41GV4UAZMKNrfcjH9hxSz9VJFOEvWpPgPiaNiGyuYw8tx4QgKhUYkl0Ufmi/bwFNLxNAnfnu6zY/eLnCWMQutp/4gTiYNfb7xo6MfbfzcDRNMlTyYubTlyVnvxLKf3CA9mgMOy21tD7lmz9xuwVuxBVI9BGrNXHYKZZco+dl7lSeBfeviu/NTDg520D/7r/z8VPlRYGztKf/2AZDWb5dvgeePjtyalsloK2ZzrNZZ/Wf1v8huufLBzU2JK3xlHZU7uivAlY9j6T+Q21TTsym6otIPj41y5x/11omEnovwWPT08iJpbjS0VjnAJogf4XbBv4/wAFQ7TdEEDs+9+PQ5+PfUnayk3pPAfjWaHLf4OUxSKlTvzi7y6J2M8XfWOos87OwG2obJ6x5xXQ3K4QpqyQONXMMv5C/8zyksQo9qb2LoRJlVqWhjJKL5vf8cyowurBFYiRntMAzHP6fxvZ30Y4EUfjLzRRsWeaDRB3ER2azZVDappUw6CLYBJvBXT55koHc2vIOUbn257lUNd9WjNkP/8TNBqsJu5eJaYXGGLIYSKcZYUpQooYPKDOfMX7nmcK1B68KuXkGBkKzoFNP1hBh2AOjgwBHAOvx0VoB9YpSAcTGqEyCDCAtCb7pE3Q2puBQeAjNCpa32cTW0DMPIppHe2CInrHLsrWUZT1zPN7KfIWZ8DQHiahzLO1rohhuEtn2nTyTNOrPy+PXBWR+Ojx0jRRXbqooe8FpTQpSRN8HFYyQdh+bmK2GYJ1Ta+iTyvNjVMJ6Hm7EG/S49ZZFW8KBebuDJrsWldKAFfpbN2VPddAbXDmoa4c6uKt6PoL9LVZaYmUE4idckF9cUBK5ybQ+DV5h9Iu486ccckwConVF50j49bUA8VR9WXCqYPXu+ddhmmONGxvgrm3h5Yj8cNMzGagv3J+IqfDCHIR87zotIpQQOPpSKuJZlGoy3OQeS9+vD0odrJ9hO+Cs/jJ90o2ynKuX6ilYlzzFtqRTyjFMVmYwGa5/tuMiskdwBjRse45asDrvlKkSdANITYc1f48QRTxLiobGhHlRUgm12b9QFZkJqmvMNUFnmglDNcFtO3QItrNKbJZ9aBI3eZpm/BmyWHYJzK6TEaBTcVRdjGmNu7W/QoBEl28EnSu5GEgRarWaHHdOPSCMGnrKyZZuIHPk4b4l1dgy6MZCIl1I5Bia9r+XP2/P2Hy8DtUMK35iP/Lu+ZatNNyw75hBvWuh2Y7ht4O0yv/lRxbxDu34bp3zjiy7ceW64reTYMVtUhZsFiwxcwhils5UNXSbUhsVa3dyN5fk+Il6wc4P12YsDBgH0r+JQmQtdvuG4lDHh8UbsxqVUm65hX5GVBJ4nlXZNWGfnBetrSx6yUy0h3Omh0kTKDh5iF98zJcmp39VABej2x4/qQx8UbquFT1xdVhURl5QyFAGUDav5y9kYto+ydRaED9sKE7EpKL5u7z6nZ944ZWBJ4VcDihUyg92+LQf2HfAhFi9ifjLxWrOV/PKaA7gB7ytR54SlBoaGB2ICCXABlVGi78et33LtjWuZ6o5u4ebQpbbEY+oqux/mbsSZrSPnV5ecDAJLddIKsIguoQp+2Tkw5YrAHEtwBR4OSsCvtD7oVBKBRX3ox5T9wBIc0bsIBwtfKtSHy4emKtZU5XOAsZDA5qQNGHDos1lvh4/bw/DtRyTIR+UMhwiOGIAQp8oc89l9TPCIltEIiLCMQMr+WBdvti9G8vC260hHNKeCAfoFp3C6Z2vPlqM5cV/LquEsAY95UrVFHt3gmP7NRzzuDMY7xHqxbJHdrDQ6J3lECgsX7ohevomcKAP2k3pCR/olCMEXtzCFBMdd/AzY23i5P22qnr3qUvjJsTWlPq4Ks7P1OVPunnMtlviakwhU94FflAoVtDn/ScNyCVjsQ76mrElY5yJ6lq2yEe+cc5U1ke0gMpaEkNtJ5OPN9KZ8PgagIprouV6Ha7mw/q5rYDMqKYcv03B3ddxYvtDil732CyVmd4/EilrzwW4TwXKukNbCZQJPTlIzuLCfwgcX6Ex+mZ6AsN+T74v4sw4uqz9yOMXBXRhVxlQWYDEhRRZnee/vAScryUy2aWG2/EDWhlaiO2l1BaD2Zk+npqkPVSPH7mx9mHKPtKdjCTTwMFdoZ4SgqUli4m//zo8Mfsu7+hlhvz2s/TFPRoIlmra84gSUCcqcaZqJHfUnFmqMShHdy7Yp1WjNrZpHbCAP0fDRaJJb43ocg/YX56eM1phVhZAIlcTlS0unIUy/C1kIyq0I9b6cz7RSJAcc93AksaUF5mhIX/fzy0/yosyck4brDH/WPc9pA+AD892tzlnHOdCfL64ssxes194ewDjqrzmkZAsDK9Vh1zkH8k1Qt0eDIA+lvUX21CSrCxZRD1WbUb57zhVMue+BaUKkehM/ePI6n9T5EWW/RRO00YSblfdeZh9yX8vESruqPr1yMQjExicN9IVXsl4iRzhyCT4Q9w+qEXl0XNZ4NmUjIFR/YOFAMFNNAwxTG+1l3mYtSz6nWVzomh3jyIfPkCPamCx92H4fsHHbu+ybv0czxOyvenLoJwRScRtpIo3iAhWzyeSuCGloWC60GrThkt7u+CVFotB7AVyXZrQagY7cZWuDGyoOckiaamcSbfACqV5KdsTRoap/qwvf4srwYmGku9LRuPsO8G5febk2UtikYjJyos9mwcJU54ZivjoD8G9eHMtbulLZb1aGbMQW+psl6EBnZ0SPpGXlORQsVehBYC2i/6gqogdYc65gKrEHayzxpYUFgcdGcgt8KlFfOgGYioxXJZ/7DaH9M8oaYCgWRO+l3GMztooB9lUfwnK2IGpPT8LlYnGOY53+hSfihhK2RswwM6U60unCJRzSl/kNCudGFpx1pllADfic56rNGfIKDqltz58QijgTK9tpXT5wTEAsevnYP5S/tNo+61VfbLyKd8ysHmzjumvT7xoUZgau6y8JLHty4XAlVaWHjwPBqDtqoPc7qOastyrGx9HnOFtCkMUsj477ltwm/2vUmryiG1KE0qRT2dPpwNeNCnZwD2FWp6NBjYXSej9fM1cRs8IovelIanyPMeV6grTKlaPhgryIgOVDCt241pR6qLLr4Fr9S5gsiDHelOc7Ti4nkbEHKScQ6wnb/QW1CVfF+Po7yG+tsHxEQ8SdTekSql7HYLOz/hVMlpUWTA5pfDeJ9G2m3xF2PoY43tEkzYLdkwXJ2fnB0unRv8LESNMmtYFe563n5q9zW+sq+JsZ2zYrBcAZyQTlK2cydjwNGvNq5uNOhVMiUw+m+rrVgWVz1zJtXnanm3FhMr01czo/YaxQWLbpaq+7Ny+Ep/mm+Bknbzu+66jDdGScMqUDqb3ZrUJbdmnrPJKOh52qJG9R1gj/HT1diRYQsNSjI0Ba9I8qrMnMgclXDJZYEkan8Aj1BG+ItTBaHsKBxxn8osfc18Lv0F4KAaDe7B9cJfpQAYq5N7FT4pddxkDogVz2USv8TtgXXZFyF36PXdC+jTnnRnkdtVB0Mz5yNOxw8B5yaMuM9tt5RvYUnwgtuLtQiYv0Mzl4Jl4qwwDSnxEZOM3joZCveGwGfGDVlqIGwJ8NyiuLrCMIeuv0RvnZyD93lAhVzW75Xg6AL7xw3Ps0Zw4DbWqWYpfhI32W6y1XiywXd/Qk7FiLYKrZUd8H02oTcYxCAvmyQLMP/PRByHfEWy4cxy9OPeq3TPxqUSGhPi0/wwQJ+Oa40H2eivCijAliShghSPm7VWNgB+BhIjOVk4OqP/Su84EMR6KJsf/XSBOFgoRZ7DrGAcTVQ8otWG72zzleDD/N7wvnto+hEUYgvJF0BQWtGWeGH5XE2wGYS+U+t4Gd+HkiR4tBprHJsBVP1UlXGcc3VoeUavhdF3dGe3F9lU3x5s80Xuj4jISJwy3QrZBwksx08qZLj7qU8E0r5WG8Y1vQ1zgH2q2UNYIc82diGMgsELkGVUCQLREd6B4qUIk2PjbMQDp7Vfz4KQTRRtlTGB0/H0OwFzTxtsUM6s+ryPgXFFG77EsYNHKoQ8kNq6Dm+muHgvUvq8VlOajBvAUlAqyuJ0DctixfucRmczuDonMY3lGzy//GtdxXP5iiqNFNV81Q+7XmbCFla40naZ5TeLKFAwnyZK3r2M64elbrTj6ykDlS0pu/mrtUPGSD8OCXCnufVLaPsgq4rOl6Xc3NLan+nucJ4oAmPry15kM6q9z1kIfQM7gqnjDi+NvzVTpAw1ZX8EM110mBNn+cfTMaa2qkfafHpb9y6F8L1TpeZecXA+VRr/rtiahagMz/POHhg7pW32OkYivA5RxLKJQ6Z+QMlXSPgqZIWesiQI8t2k6dUBtNIOTtTebF2+k7P4ZhfdC/+pgvNxS5kL3wqqak1ArQDuVKpuVqFSgYf2D2HscK/TGOsOgOKTpKIIyTJksdRkZwivuaFcGmYbMJ6PKH10b72kES+vdzhiOhej0QSqPUGQwPJpJ/6XMlgAMzImBuZ6PTL/frrQM6akB7Tcb5LXm/axIzfd1s7voeXWXOL454NnENwBYrm+rWpHuZBkeJmsPXyvqEKIXYdTGY2VCav3upcW1WCxNqMw1AqSOH4Ald4dG70yJAWaSGbchgSGS246Oc2UcXOfTqvrJ/pssshvIUGN3fKi4gL5eOd+bsjaVDAmHS8F5o+iB+KDT8Rv9FYySmZRm+Xro/c7VjtjSEOk13pXv7zqltEJEKOm/km0SQrv2gbJ/PqxdRuFaJqTRcA4w+VTHReP1sZW40n9qXNGwTlZYXBZsVe41eOYqa8fj/lmHgHAxO3BTYbHB3zVEafUPnqbYO+E1cOoz2VRWU/AXO0iULllWl7E0hqrx0P08yffQ9TbCd8bfS1jiu4kUOsT3WvNQhWXCLUGQRE6nUKCWnVJadxBH6ikWxc5/AyAzzLH8YwWJvNp2DcGN9IlJXmFJUDhIiTYlIQ2HYAKJrHrnUQWKKSX6WLDC4dofo6AwRBL2hCibpao1FH5LQQ2wGuZpOoCQYg2ZzUDwDmXYykymyH687OPtiquCwCDC/yeze6FXn1v5WOQbJ7bM375NWZPsC3x4Pxpmj3G6ymLDi6KHMmTFx2z1RkY1aEJAfWk4ixA98BVkyrxBgHBSQwYsGtBuWRR2PHWxbcM+hWL0ULiCvOSdpXEbqe+o+eGGsPlGQpGqEtYfvi90tDk666bQ1ExJ0xwt0fbo72DF0x6axbomRBD2XsR+A7xysCcFZDsOCHDsWdxDp0/ksRDXulFzX8UtgokkkpgVaZDUn2DFwaKK4G4GpKlY/jkpKL7jFXNq2pEoDR0tOzQ1kcfKaMdbfFbCbEoIAd7fPbfzZX3dswtDP/KlDKM5yUlphlp7p2BhMXJF03J8RjJ16euSuW7ziaGRibf1onDtv28PafVanz5gpxUQ2bAUihZcdB29xj68Lf36h4Ozb4xtj/RaKKIDWybZ+EfV3eB36Et6VBMWiY7Qy1tm3Y+NR6Xvi22HAAvPhvlNplYVe53nmSd5eUKQaWfDR4q1XvA0FVEsuRn3FrAp5jcDfa8Kg2L7o/g/xR6a3OxsELhNetzPQD6Hm9H+d2oceWpC1O43KswOR215HGl994zUfgPyRxdiTa+yZTF48oN+wpM6iexYNNEX66whOQwP49EncJMhWHFEoodVlKXi8YTNiPDoxdBEqVzhcmGxDeAvOD9UVjHL8pLjfWS4ZmFfOTTrlizE8mXoj45alHfUW293ZNm9JFezo+ZLm2qn7Qm03jXS1pcDR44ZsiJxoIqd9+Kgvc0m2R0D+PgKH5A0x4BdwviKS8ntWYnsJdv+9RqgmW8ibgoW9sXicWBwnd6yyg5cOrIlq6xlOzTjUizMqx42m/xXul7Hb3Lp2Q1/4/d/KplYbMIkU3cz5LUFf8/f6QsrMj7h1d1pI+1aPums9I7K0q5rSf3ENhq2Z+nIC5f+//TWWoGX7DbBF9qSHTLJ8Jj/Mmyeno45cZqQ2mJwjuhVhrbNLx8kOPDdAs+yZqXRK3iTfy5HVPIOXtKRg51yB74F2WjQ5T25SFzGZ8PdjNlD23jJz+KfsXOaXhe9sNE1DK5pRt0wlay+3ftMLXvFi0tabZ7F2o+6sJs4Xwsn3jMU0hJwR9CF5oL9tAts8s+qXFJtJFpKda2oNB64357q+xf/0ftLI+CPpKtoQ0Rzfcsg4ZM0mcrzsxqON1mKTtaHyb/Zb3nLS7qDhiZHscenfV8WdetTvnjgkPNGeKAd/955tf6A8Q/kFRI45VrPkqmhngFEtEEuTGEw/yDb/JaPEbxes2VStbalZLztL/oQfNlX97q+ROV5Rk364cXyUAmJjjGGjV7t2+8VUfC5H2T9jenq6WmuE+ADGEn4wIpr0PB1Z3nnjTuIFxp8WJ/87YqdcIo87uTX4nZ+xQYbWJN2j5Ee9o8cq7/mPx0kz/lM8+W9xmRSx08LD4ZTnAEG6iXM38A9ilVyXfCv5SYfX4XU+Gxz35+wnHXedUp1qHZNORIcQZf1EO7VPxarXFbrmH5zjdz3p6z1qiEHMqY4+eirpZDPtuZnJzuij0sa1qfomavRib+4LFEgIIIQoYkhiGdvIRY0NmwbLnOVG+hnjFn+bDyofNDx2DFDApYZNiTpnuQ0JQEDqtBdFNV1DS5e2Oe6MSSVLeipm1Kxad8mLXumz/5p6xmZWfora1qBpNCktu6RyDpGO9DfadKmYCklplfITUq4+v5RiL8a+2P/b8dp8nrlxI4iwyEz+fYWzKWmk3RtNlPdFbnXCn7anDHEZKr/q7MutpJ0u0ThujRjrcN6AQzGcqeiauRg6xtuWqfKhWH1ckslu7CFzgSIOk5sHCzdcu1L5+SV+sgxeGe93SCMqVaIfHmXCMsq3C8I4rdGfjbG8NIgmxJAvlpZ48/yptYOOmGqi/WdsysdjCMXNhOQ0AoY6f71vPFRAw6OPYVxU8HSsQJsJ/9ycH5vBHox9M1xH+bOJaMOhjbUIU/pHWx9dJy2XW8nS9EEpnGEzOM3GPImXhcBmH5OzMzm7MSHK8PXGlF6C7Bp6fNInHFBv7TuVXmXnJ70qJ9CGIEJ5jRAk0Wt7zgJtpbOcbFLYx4EThAd5hhRfK+sF4AAH/aH2cu2IOV/oBD48cOLQzYgDneGh09ufx3ReXSyEZaLgU/Lu7Hnyid/WJhdTLnUHLoP6Z/pIDG6ASsXVX2tUktsBEN3jad4W8AtMEGCvO3ltkDvQNvS/tuQ4VmI/iKL9kcJBblkrcT8q+5pAVTMfnvGjljgTXwvIOr+PLPFrJ/S50BJYQlqlHwuhaSnkkglD+nxQwp6PEQqv9ij5puHj1Qj9r6C1jichFeGibCW83GmiAhcPntoY+yHGTD0dA8fJFlB+yABN701EtUWs0cI0tRAftndvByFG6zVmfQFg0/ZgLsh70FjHcmvMybLf9WFQibPx7lWnyc843ShARUNCwdYiaz/kPUbgzg/KHf0BBxD4H/GRKRSYXA3omqEB1V5Fr1aNqU0H6f5cMJGr5b89C8MmostApPsnsgAsAQ8KdGOvD/EzojEDjUmfBQWmzdBl76/Mooz81dP76Y4WYf0pHwSCu+JYb2OupUxWKg/UtAA+sXXGUENAK3KTrW9259zxhzuR1Gj/jDZNDu9Ca7ygBYLLsM7CSbwigrh5uF9ZTv9vTuyKn4fRgKB4k9D1Ep1fMAuw1uVOXSAplmrv7fHcOXhssHvl9kxGW2r08Ou9D0Zr/7GlJXetk+z0KMkmgSbHk4cXLsLJvNb4nzKZ4amruAu0s39HEeGNZq5cbTcLUycZXS0g1v4S0dqgcsH+2xMmWbXzl6cMIAxXbMij82Ub5xU8hjQflj37BHKv9ae0Xe+PgsQ1X+2ZNEM1O/lzVncVEjSvrL8f20VUtv0QkrD8nTMaNcErY0NlFDCoUT0coJSuz0/3kzmq4qRJB7PVBvhs1eGzV/uGlZUZlaZtxWFyNIq3CJUbQ0f/+UZawZxyhts4W7fR3UjqoiBXXt7toCOho3vHpfj0FJLn7NzTNmJ7R+k3ANjGk4DQJK6wJAhDvB9n7eaQHCAUM9Qi8MLZCSVLRtkvEwqaQRqDesRM6wZM+RLQgxt7T3QSXCasyqapzw9DXl3Nkt6oi8cFx/8JuIZhVHtY+gqBMl6eCFlJ5gKJfkyBI0ock101cqLVVUB4RZBrtS7TBE3RxRoByodTjjnQIz2hx29lgDPUV4O2n7q+DniCixZEwB+l0P+EPOX75VhX2vExhlqzeJKIO3pLa4WtmZl3h3EAWqj8U0jzZ+vWYRpay1y0eL3jeNfqQny2pBHWBX5XdJ/ARzcy/J4CqMwemB2jTg2ulIjJ/SH1A65S51Ou/f5RN78vvMkCsjbHS0lqfu5kE8D0Buhvtq2QptVBoZpRGN1P/D/GKKHeavV4CLtuRFclQuku06NjrWsypNSWRfkz+0cLqvFIWU3GXnPaQgUqgU4z5OaIkf+9lV6zfU9zGueo6XwbO0FzSFNbaDx4ZFdHnOlG5Zw+C8Q4Ol+1hLlbBk1g9Mg5EwacesUi3VUkTA6MCqR/bLL8U/nG36ZQl/S6I7/oPPzuNAs+KTVS/nTkzhl4zzESFJUGSaKUocOsJvZ5FOh8gml7TKNnhlCLm8wQ18o1niKpnEGMQv35yklZcvgOYQn3Qg0t4vIw+WhizQIATh7W0q21Sm2C0V+rkhWZ0zIO1fBENnZ5UoUkOkdRQN3bAOXtEIuYKp0PIcpigUpWGIO4GTa4uc6C7wYybK0hS747n4c1bn2s9dL52+vxQV/BZXzI00q6zSBCWYdmPS3hKHCpHXa4ZIE6h2VFtYXbl5rXHpXSsDmUpeszgcZ7ihQ8cbD3+mvKjz6L/360wn1kx06pHJV2hryGG4VDlMLhOr3kyZeesBaERKEogKzEM9tEECxwq/K6j6KcQKT/fjIY6O061ZuoaI3JYoUyP0XHDpX4vmaOppG0tFP7EQbHbH1wiWzrnKKnkPDR/cQ/z0rWtmCye+RloKfSc352TOba9iH+umffHThzVkBuaJqAyJJQzbfwGT0szoBNK2qAEqZuPrC4Dtg/b13ro8Bef6Kl6p1oRYor7pd7bW7fgalt+iEiDVsPWnpA+r87OMMWQBP3I4h656yDNlBHnpu75V1xaweiSlh4zFceh9pjDuTOpaK3V1Z+OJ7zw0iaqdLPKvuBilMhfx9Gn9lvp7NnyZuNYHLkG90DDV4jbvW3IYd+QVQSavTFfRF2kMDI48uZ8YqEArOaUP6aeuWW8PnNRnBHkI8uFSZAvp1w3cy2cY3x5KBk7pCGIB1SDApYjaCrMROU3bT9y+8oijU0ecQMyuhpyENrNkKaM/SUtxzZsXgdrSG8t1TfLk0wPDvic0I3F4J6i6SwenYbpmatSiNKUB1clQuIAlaOukrLTv2hxaDHblou45vUey0+QNZvtl/ouYmP0Lh5OfbohHPoMl9BkqJqzbb+0+mxREe2p5lrAY6nhECFZ0RIov6wOhhCa1bzn+PYdCIoVTcCR85hq1TBn1HZaAW2YKHRtImVwo+W8abK2ZuCBonXHJxV6wxO24XWk1ohngX2RKuXk1sWRZVag38Ig/BHRPzBSuETi45oM+oJVdNLXkQHpPR/SK/dh6lWmEltlXKRUAkimJKqmcqw3TadOXrP4zlp0UUUEACggWTyIU2fTO5RAIfXZWNttJGJ33R1IfikzVI0+ghF7zvo988f4zTNklk3+2Zkfp/RLeq63hu+8Xu0myLalaOoejrtd/vtQd8ag8xIbX/c4orEofYsXyTjyCRpPK7mGx5IKe7bzMbOOftkZZY+qTvTrnP5ni1d4sy8uW5DJ5lqutdhlYn7PXPjzLnTmyenzbZZt67rWSQu9F/fryMiPwYmFg4uFzyu+NwIuZPx5sOXvwDBQsgphAkXKYqSippGNK1xdCWVnL6U0kovs6yyy8lQbnnlV1BhRRkrzpQ5S9XVVFtjtux16bHBZltstUu/3QYcdtKgM4YMu+Kqa64jcDuOFsiUq/6QAZ8rmQyVsl11j5o+tM07Kp2BwvtNf3hV8MVwuBbC9Tw0giADox1WG5xuzTVx6Y/XqauX8ztz63ypfFXYkfvVYrh9TSR6GQ9N8npqayu4rsfTwokbsEoAj0slQoBcmVR/f8rzwSDERMLiLs6cgOyw3AgPlQFVqO5J49d2qUMkhUmGjBf0+VNjMGjkIQpVipSMjOLHJ2amWzjV3BpgPab+7gb6ODTk6i7XjOsuNllIWAP1clZToE2oztZR0hXuLSHbIgZrnDEZusowXHERZCjCKlSLceBP8hXoZFnBRcoEdZyGbHQv2u4377IFBjmzEK4YPTIxsNqVZQSjCoPTKelV0keYYWCg2m+Lxo7pye6tsnldtqhsV86UY9QVNKDVKDwTccDwMNN9+g7oKywQBaMLq6cZ1F3ENzutBqxCo9gqsSOttVpmt/U3hM8dkxcZLp/CABtLWHEUEmWfqgJ1F/r5ixTMeIuwWlwz061ymShbs7u/5YHOz+AaEhl2rqzK4VMlAJ0SQglgi2AWpNaw0ogN+9taYY6onlJhUgoZUosx9aqa/OhM/aOu60wtLkYbzE0ZxC1LDS6nU9M7Bmqx0ojt7XaUo4fesO1ItKk4jzDKJxhQHFaiLKcqggrfBXQKeqnB/EV6FrBGVKtgFRrFVosdaZlJK7IN3/YgmSxGXU0D2i8XyjkanIkJwehNXWGFFWWLdWFkAZ86ATHB2MIaReFRc6choCWkW7XJXvVMPBWfjsiAGbzkiwsYRSIjvzgP3YyoNnJU6GrUk9jbx3oMAT6wtdG2qEOFg8gZC4caDXPlfDpGPivZJjYblQO5Ol/Wu4E9kAVn9ZnZM1EP4p6s/MQnEGBtYUbLxZ3Op95HKjFdyZDTfLk3uM2oapGj7a7o29Nrb58Uht3cyRaXrYSHMgflDOFQ0TBXRuaN0TOzGqsXUa44jcAm28EWRdVnCOjweh1pKjVdy4DLVyvSMOtIcEiCkPDiXdU2HPlomCE+yWFZEcSgAhOXJ0osGjdw3MDxkciQAhPYuOWGR4r0JtcPQtPIFQg6Hvc80CAjA/lERgYC3RBlRJhhxPnltDicKRqz3gDKHoUw3p6mlAkjKcRGpDhSU2TBfAPEuLz408npvWFKIukxZeQzqBREU5hArZwV0SixLxiqdyiH7D9AAWX+zFUOkYEgMEgxs1jxtlRMQTiEMVBNrkbLw2KUuVkSZW9FNSbV5SQ3mbLnQohRVHbmTDB2dqAaQieGSsZxDyVw/vq0gY+iCmKfOzVMlox3fzFENk+hBFJbS71jpVFsyDSw254KvbF5e2QHeEIVGs6pkLGIysSlUbh0GD0iTS+XrcVYlcZmD832VBuohXRd+SM/VA2fRcniVO1SzOoFqajMcGcJDbICA5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2px);--sd-ui-button-alt-min-width:5.5rem;--sd-ui-button-alt-icon-background-colour-hover:transparent;--sd-ui-button-alt-icon-border-colour-hover:#eb6500;--sd-ui-button-alt-icon-fill-hover:#1f1f1f;--sd-ui-button-alt-icon-padding:0.5rem;--sd-ui-button-alt-icon-size:2.5rem;--sd-ui-button-alt-icon-external-link-size:0.625rem}.button-alternative-secondary{--sd-ui-button-alt-icon-background-colour:transparent;--sd-ui-button-alt-icon-border-colour:#0272b1;--sd-ui-button-alt-icon-fill:#0272b1}.button-alternative-tertiary{--sd-ui-button-alt-icon-background-colour:transparent;--sd-ui-button-alt-icon-border-colour:#1f1f1f;--sd-ui-button-alt-icon-fill:#1f1f1f}.button-alternative:disabled{--sd-ui-button-alt-colour:#b8b8b8;--sd-ui-button-alt-cursor:default;--sd-ui-button-alt-icon-background-colour:#b8b8b8;--sd-ui-button-alt-icon-border-colour:#b8b8b8}.button-alternative-secondary:disabled,.button-alternative-tertiary:disabled{--sd-ui-button-alt-icon-background-colour:#ffffff;--sd-ui-button-alt-icon-border-colour:#b8b8b8;--sd-ui-button-alt-icon-fill:#b8b8b8}.button-alternative.large-alternative{--sd-ui-button-alt-font-size:1.25rem;--sd-ui-button-alt-gap:0.625rem;--sd-ui-button-alt-icon-padding:0.625rem;--sd-ui-button-alt-icon-size:3rem;--sd-ui-button-alt-icon-external-link-size:0.625rem;--sd-ui-button-alt-min-width:6rem}@media only screen and (min-width:48em){}@media only screen and (min-width:62em){}.button-alternative{-webkit-box-align:baseline;-ms-flex-align:baseline;align-items:baseline;background-color:rgba(0,0,0,0);border:none;color:var(--sd-ui-button-alt-colour);cursor:var(--sd-ui-button-alt-cursor);display:-webkit-inline-box;display:-ms-inline-flexbox;display:inline-flex;font-family:inherit;font-size:var(--sd-ui-button-alt-font-size);gap:var(--sd-ui-button-alt-gap);line-height:var(--sd-ui-line-height);min-width:var(--sd-ui-button-alt-min-width);text-decoration:none;-webkit-user-select:text;-moz-user-select:text;-ms-user-select:text;user-select:text}.button-alternative:focus-visible{outline:2px solid var(--sd-ui-button-alt-colour-focus);outline-offset:2px}.button-alternative .icon,.button-alternative-text-container{-ms-flex-item-align:center;align-self:center}.button-alternative .icon{-ms-flex-negative:0;flex-shrink:0}.button-alternative .icon:not(.arrow-external-link){background-color:var(--sd-ui-button-alt-icon-background-colour);border:2px solid var(--sd-ui-button-alt-icon-border-colour);fill:var(--sd-ui-button-alt-icon-fill);height:var(--sd-ui-button-alt-icon-size);padding:var(--sd-ui-button-alt-icon-padding);-webkit-transition:background-color .3s,border-color .3s,fill .3s;transition:background-color .3s,border-color .3s,fill .3s;width:var(--sd-ui-button-alt-icon-size)}.button-alternative:hover:not(:disabled) .icon:not(.arrow-external-link){background-color:var(--sd-ui-button-alt-icon-background-colour-hover);border-color:var(--sd-ui-button-alt-icon-border-colour-hover);fill:var(--sd-ui-button-alt-icon-fill-hover)}.button-alternative-text{border-bottom:var(--sd-ui-button-alt-border-bottom-width) solid var(--sd-ui-button-alt-border-bottom-colour);-webkit-transition:border-bottom .3s;transition:border-bottom .3s}.button-alternative:hover:not(:disabled) .button-alternative-text{border-bottom-color:var(--sd-ui-button-alt-border-bottom-colour-hover)}.button-alternative .arrow-external-link{fill:currentColor;height:var(--sd-ui-button-alt-icon-external-link-size);width:var(--sd-ui-button-alt-icon-external-link-size)}.anchor{--sd-ui-anchor-border-bottom-colour:transparent;--sd-ui-anchor-border-bottom-colour-hover:#eb6500;--sd-ui-anchor-border-bottom-width:2px;--sd-ui-anchor-border-bottom-width-hover:2px;--sd-ui-anchor-colour:#0272b1;--sd-ui-anchor-colour-focus:#eb6500;--sd-ui-anchor-cursor:pointer;--sd-ui-anchor-font-size:1em;--sd-ui-anchor-gap:calc(0.5em - 2px);--sd-ui-anchor-icon-colour:currentColor;--sd-ui-anchor-icon-size:calc(1em + 4px);--sd-ui-anchor-icon-external-link-size:clamp(8px,0.5em,0.5em)}.anchor-secondary{--sd-ui-anchor-colour:#1f1f1f}.anchor-underline{--sd-ui-anchor-border-bottom-colour:currentColor;--sd-ui-anchor-border-bottom-width:1px}.anchor-small{--sd-ui-anchor-font-size:0.875rem;--sd-ui-anchor-gap:0.25rem;--sd-ui-anchor-icon-size:1rem;--sd-ui-anchor-icon-external-link-size:0.5rem}.anchor-medium{--sd-ui-anchor-font-size:1rem;--sd-ui-anchor-gap:0.375rem;--sd-ui-anchor-icon-size:1.25rem;--sd-ui-anchor-icon-external-link-size:0.5rem}.anchor{color:var(--sd-ui-anchor-colour);cursor:var(--sd-ui-anchor-cursor);font-size:var(--sd-ui-anchor-font-size);line-height:var(--sd-ui-line-height);text-decoration:none}.anchor:focus-visible{outline:2px solid var(--sd-ui-anchor-colour-focus);outline-offset:2px}.anchor-with-icon{-webkit-box-align:baseline;-ms-flex-align:baseline;align-items:baseline;display:-webkit-inline-box;display:-ms-inline-flexbox;display:inline-flex;gap:var(--sd-ui-anchor-gap)}.anchor .icon{-ms-flex-item-align:center;align-self:center;fill:var(--sd-ui-anchor-icon-colour);-ms-flex-negative:0;height:var(--sd-ui-anchor-icon-size);width:var(--sd-ui-anchor-icon-size)}.anchor-text{border-bottom:var(--sd-ui-anchor-border-bottom-width) solid var(--sd-ui-anchor-border-bottom-colour);-webkit-transition:border-bottom-color .3s;transition:border-bottom-color .3s}.anchor:hover:not([aria-disabled=true]) .anchor-text{border-bottom-color:var(--sd-ui-anchor-border-bottom-colour-hover);border-bottom-width:var(--sd-ui-anchor-border-bottom-width-hover)}.anchor .arrow-external-link{height:var(--sd-ui-anchor-icon-external-link-size);margin-left:var(--sd-ui-anchor-gap);width:var(--sd-ui-anchor-icon-external-link-size)}.button-link{--sd-ui-button-link-border-bottom-colour:transparent;--sd-ui-button-link-border-bottom-colour-hover:#eb6500;--sd-ui-button-link-border-bottom-width:2px;--sd-ui-button-link-border-bottom-width-hover:2px;--sd-ui-button-link-colour:#0272b1;--sd-ui-button-link-colour-focus:#eb6500;--sd-ui-button-link-cursor:pointer;--sd-ui-button-link-font-size:1em;--sd-ui-button-link-gap:calc(0.5em - 2px);--sd-ui-button-link-icon-colour:currentColor;--sd-ui-button-link-icon-size:calc(1em + 4px)}.button-link-secondary{--sd-ui-button-link-colour:#1f1f1f}.button-link-underline{--sd-ui-button-link-border-bottom-colour:currentColor;--sd-ui-button-link-border-bottom-width:1px}.button-link-has-colored-icon{--sd-ui-button-link-icon-colour:#0272b1}.button-link:disabled{--sd-ui-button-link-cursor:default;--sd-ui-button-link-colour:#b8b8b8;--sd-ui-button-link-colour-focus:transparent;--sd-ui-button-link-icon-colour:#b8b8b8}.button-link-small{--sd-ui-button-link-font-size:0.875rem;--sd-ui-button-link-gap:0.25rem;--sd-ui-button-link-icon-size:1rem}.button-link-medium{--sd-ui-button-link-font-size:1rem;--sd-ui-button-link-gap:0.375rem;--sd-ui-button-link-icon-size:1.25rem}.button-link{border:none;background-color:rgba(0,0,0,0);font-family:inherit;line-height:var(--sd-ui-line-height);text-decoration:none;-webkit-box-align:baseline;-ms-flex-align:baseline;align-items:baseline;display:-webkit-inline-box;display:-ms-inline-flexbox;display:inline-flex;color:var(--sd-ui-button-link-colour);cursor:var(--sd-ui-button-link-cursor);font-size:var(--sd-ui-button-link-font-size);gap:var(--sd-ui-button-link-gap);-webkit-user-select:text;-moz-user-select:text;-ms-user-select:text;user-select:text}.button-link:focus-visible{outline:2px solid var(--sd-ui-button-link-colour-focus);outline-offset:2px}.button-link .icon{-ms-flex-item-align:center;align-self:center;fill:var(--sd-ui-button-link-icon-colour);-ms-flex-negative:0;flex-shrink:0;height:var(--sd-ui-button-link-icon-size);width:var(--sd-ui-button-link-icon-size)}.button-link-text{border-bottom:var(--sd-ui-button-link-border-bottom-width) solid var(--sd-ui-button-link-border-bottom-colour);-webkit-transition:border-bottom-color .3s;transition:border-bottom-color .3s}.button-link:hover:not(:disabled) .button-link-text{border-bottom-color:var(--sd-ui-button-link-border-bottom-colour-hover);border-bottom-width:var(--sd-ui-button-link-border-bottom-width-hover)}@media only screen and (min-width:48em){}@media only screen and (min-width:62em){}@media only screen and (min-width:20em){}@media only screen and (min-width:36em){}@media only screen and (min-width:48em){}@media only screen and (min-width:62em){}@media only screen and (min-width:75em){}@media only screen and (min-width:48em){}@media only screen and (min-width:62em){}@media only screen and (min-width:36em){}@-webkit-keyframes icon-spinner-anim{0%{opacity:1}100%{opacity:0}}@keyframes icon-spinner-anim{0%{opacity:1}100%{opacity:0}}.popover{position:relative;display:inline-block}.link-button{--sd-ui-link-button-background-colour:#0272b1;--sd-ui-link-button-background-colour-hover:transparent;--sd-ui-link-button-border-colour:#0272b1;--sd-ui-link-button-border-colour-hover:#eb6500;--sd-ui-link-button-colour:#ffffff;--sd-ui-link-button-outline-focus:#eb6500;--sd-ui-link-button-colour-hover:#1f1f1f;--sd-ui-link-button-cursor:pointer;--sd-ui-link-button-font-size:1em;--sd-ui-link-button-gap:0.375rem;--sd-ui-link-button-min-width:5.5rem;--sd-ui-link-button-icon-fill:#ffffff;--sd-ui-link-button-icon-fill-hover:#1f1f1f;--sd-ui-link-button-icon-size:calc(1em + 4px);--sd-ui-link-button-padding-icon-label:0.5rem;--sd-ui-link-button-padding-hor:0.625rem;--sd-ui-link-button-padding-ver:0.375rem;--sd-ui-link-button-icon-external-link-size:1.25rem}@media only screen and (min-width:48em){}@media only screen and (min-width:62em){}.link-button{-webkit-box-align:baseline;-ms-flex-align:baseline;align-items:baseline;background-color:var(--sd-ui-link-button-background-colour);border:2px solid var(--sd-ui-link-button-border-colour);color:var(--sd-ui-link-button-colour);cursor:var(--sd-ui-link-button-cursor);display:-webkit-inline-box;display:-ms-inline-flexbox;font-family:inherit;font-size:var(--sd-ui-link-button-font-size);gap:var(--sd-ui-link-button-gap);line-height:var(--sd-ui-line-height);min-width:var(--sd-ui-link-button-min-width);padding:var(--sd-ui-link-button-padding-ver) var(--sd-ui-link-button-padding-hor);text-decoration:none;-webkit-transition:background-color .3s,border-color .3s,color .3s;transition:background-color .3s,border-color .3s,color .3s;-webkit-user-select:none;-moz-user-select:none;-ms-user-select:none;user-select:none;white-space:nowrap}@media only screen and (min-width:36em){.link-button{max-width:100%}}.link-button:focus-visible{outline:2px solid var(--sd-ui-link-button-outline-focus);outline-offset:2px}.link-button:hover:not([aria-disabled=true]){background-color:var(--sd-ui-link-button-background-colour-hover);border-color:var(--sd-ui-link-button-border-colour-hover);color:var(--sd-ui-link-button-colour-hover)}.link-button .icon,.link-button-text-container{-ms-flex-item-align:center;align-self:center;text-align:center}.link-button .icon{fill:var(--sd-ui-link-button-icon-fill);-ms-flex-negative:0;flex-shrink:0;height:var(--sd-ui-link-button-icon-size);width:var(--sd-ui-link-button-icon-size);-webkit-transition:fill .3s ease;transition:fill .3s ease}.link-button-text-container{-webkit-box-flex:1;-ms-flex:1;flex:1;overflow:hidden;text-overflow:ellipsis}.link-button:hover:not([aria-disabled=true]) .icon{fill:var(--sd-ui-link-button-icon-fill-hover)}:root{--sd-ui-right-side-panel-width:calc(496px)}@media (min-width: calc(512px)){.side-panel{width:var(--sd-ui-right-side-panel-width)}}@media only screen and (min-width:36em){}@media (min-width: calc(512px)){.side-panel-border{background:linear-gradient(to left,rgba(240,240,240,0.8) 15px,#4c4c4c 1px)}}@media only screen and (min-width:36em){}@media (min-width: calc(512px)){.side-panel-overlay-is-expanded{opacity:0;visibility:hidden}.side-panel-overlay-is-expanded.side-panel-overlay-larger-breakpoints{opacity:1;visibility:visible}}@media (prefers-reduced-motion:reduce){}:root{--sd-ui-carousel-banner-color:#f5f5f5;--sd-ui-carousel-banner-opacity:80%}@media only screen and (min-width:36em){}.tooltip-wrapper{display:-webkit-inline-box;display:-ms-inline-flexbox;display:inline-flex}.tooltip{--sd-ui-tooltip-font-size:16px;--sd-ui-tooltip-line-height:24px;position:absolute;display:inline-block}@starting-style{.tooltip-content-visible{opacity:0}}.tooltip-small{max-width:320px}.floating-ui-node{position:absolute;top:0;left:0;width:100%;z-index:1001}.els-footer-links{display:-webkit-box;display:-ms-flexbox;display:flex;-webkit-box-orient:vertical;-webkit-box-direction:normal;-ms-flex-direction:column;flex-direction:column;-webkit-box-align:start;-ms-flex-align:start;align-items:flex-start;-ms-flex-wrap:wrap;flex-wrap:wrap}@media only screen and (min-width:36em){.els-footer-links{-webkit-box-orient:horizontal;-webkit-box-direction:normal;-ms-flex-direction:row;flex-direction:row}}.sd-flex-container{display:-webkit-box;display:-ms-flexbox;display:flex;-webkit-box-orient:vertical;-webkit-box-direction:normal;-ms-flex-direction:column;flex-direction:column;height:100vh}.sd-flex-content{-webkit-box-flex:1;-ms-flex:1 0 auto;flex:1 0 auto}.els-footer{border-top:.1rem solid #eb6500;display:-webkit-box;display:-ms-flexbox;display:flex;-webkit-box-orient:vertical;-webkit-box-direction:normal;-ms-flex-direction:column;flex-direction:column;-ms-flex-negative:0;flex-shrink:0}@media only screen and (min-width:48em){.els-footer{-webkit-box-orient:horizontal;-webkit-box-direction:normal;-ms-flex-direction:row;flex-direction:row}}.els-footer-content{-webkit-box-flex:1;-ms-flex:auto;flex:auto}.cookie-btn{border:none!important;background-color:#fff!important;padding:0!important;font-size:14px!important;line-height:1!important;font-weight:bold!important;color:#1f1f1f!important}.u-margin-0-top{margin-top:0px!important}.u-margin-xs-top{margin-top:8px!important}.u-padding-xs-bottom{padding-bottom:8px!important}.u-margin-xs-bottom{margin-bottom:8px!important}.u-padding-s-ver{padding-top:16px!important;padding-bottom:16px!important}.u-margin-s-ver{margin-top:16px!important;margin-bottom:16px!important}.u-padding-s-hor{padding-right:16px!important;padding-left:16px!important}.u-padding-s-top{padding-top:16px!important}.u-margin-s-top{margin-top:16px!important}.u-padding-s-right{padding-right:16px!important}.u-margin-s-right{margin-right:16px!important}.u-margin-s-bottom{margin-bottom:16px!important}.u-padding-s-left{padding-left:16px!important}.u-margin-s-left{margin-left:16px!important}.u-margin-m-top{margin-top:24px!important}.u-margin-m-bottom{margin-bottom:24px!important}.u-padding-l-ver{padding-top:32px!important;padding-bottom:32px!important}.u-margin-l-ver{margin-top:32px!important;margin-bottom:32px!important}.u-margin-l-top{margin-top:32px!important}.u-margin-l-bottom{margin-bottom:32px!important}.u-margin-l-left{margin-left:32px!important}@media only screen and (min-width:20em){.u-margin-m-top-from-xs{margin-top:24px!important}}@media only screen and (min-width:36em){.u-margin-0-bottom-from-sm{margin-bottom:0px!important}.u-padding-m-hor-from-sm{padding-right:24px!important;padding-left:24px!important}.u-margin-m-right-from-sm{margin-right:24px!important}.u-margin-xl-top-from-sm{margin-top:40px!important}}@media only screen and (min-width:48em){.u-margin-0-top-from-md{margin-top:0px!important}.u-margin-0-bottom-from-md{margin-bottom:0px!important}.u-margin-m-right-from-md{margin-right:24px!important}.u-padding-l-hor-from-md{padding-right:32px!important;padding-left:32px!important}.u-margin-l-top-from-md{margin-top:32px!important}.u-margin-l-right-from-md{margin-right:32px!important}}@media only screen and (min-width:62em){.u-margin-l-right-from-lg{margin-right:32px!important}}@media only screen and 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8px);line-height:var(--sd-ui-line-height)}.text-xs{font-size:14px;line-height:var(--sd-ui-line-height)}.text-s{font-size:16px;line-height:var(--sd-ui-line-height)}.text-m{font-size:20px;line-height:var(--sd-ui-line-height)}.u-h2{font-size:32px!important;line-height:var(--sd-ui-line-height)!important;font-weight:normal!important}.u-h3{font-size:24px!important;line-height:var(--sd-ui-line-height)!important;font-weight:normal!important}.u-h4{font-size:20px!important;line-height:var(--sd-ui-line-height)!important;font-weight:normal!important}.u-text-center{text-align:center!important}.u-text-italic{font-style:italic!important}.u-display-block{display:block!important}.u-display-inline-block{display:inline-block!important}.u-display-flex{display:-webkit-box!important;display:-ms-flexbox!important;display:flex!important}.u-position-relative{position:relative}@media only screen and (min-width:20em){}@media only screen and (min-width:36em){}@media only screen and (min-width:48em){}@media only 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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=#sec0025 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=#sec0050 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=#sec0065 data-aa-button="sd:product:journal:article:type=anchor:name=outlinelink" title="5. Conclusions"><span class=anchor-text-container><span class=anchor-text>5. Conclusions</span></span></a><li class=toc-list-entry-outline-padding><a class="anchor u-truncate-anchor-text anchor-primary" href=#coi0005 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=#ec-research-data data-aa-button="sd:product:journal:article:type=anchor:name=outlinelink" title="Research Data"><span class=anchor-text-container><span class=anchor-text>Research 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 (199)</span></span></a></h2><div class=PageDivider></div></div><div class=Figures id=toc-figures><h2 class=u-h4>Figures (4)</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. Effects of intercropping, conservation tillage and organic fertilization on…" class=u-display-block height=163px src=data:image/gif;base64,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 width=89px></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. Effects of intercropping, conservation tillage and organic fertilization on…" class=u-display-block height=163px src="data:image/gif;base64,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" width=79px></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. Effects of intercropping, conservation tillage and organic fertilization on…" class=u-display-block height=163px src="data:image/gif;base64,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" width=182px></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. Relationship between the weighted natural logarithm of the response ratio of…" class=u-display-block height=164px 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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/agricultural-systems title="Go to Agricultural Systems on ScienceDirect"><span class=anchor-text-container><span class=anchor-text>Agricultural Systems</span></span></a></h2><div class=text-xs><a class="anchor anchor-primary" href=https://www.sciencedirect.com/journal/agricultural-systems/vol/178/suppl/C title="Go to table of contents for this volume/issue"><span class=anchor-text-container><span class=anchor-text>Volume 178</span></span></a>, February 2020, 102736</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/agricultural-systems/vol/178/suppl/C><span class=anchor-text-container><span class=anchor-text><img class=publication-cover-image 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 alt="Agricultural Systems"></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>The impact of intercropping, tillage and fertilizer type on soil and crop yield in fruit orchards under Mediterranean conditions: A meta-analysis of field studies</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>Alicia</span> <span class="text surname">Morugán-Coronado</span></span></span></span></button>, <button class="button-link button-link-secondary 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export-citation-popover" id=export-citation-popover><div id=popover-trigger-export-citation-popover><button class="button-link button-link-secondary button-link-icon-left button-link-has-colored-icon" type=button aria-expanded=false aria-haspopup=true><svg focusable=false viewBox="0 0 104 128" height=20 class="icon icon-cited-by-66"><path d="M2 58.78V106h44V64H12v-5.22C12 40.28 29.08 32 46 32V22C20.1 22 2 37.12 2 58.78zM102 32V22c-25.9 0-44 15.12-44 36.78V106h44V64H68v-5.22C68 40.28 85.08 32 102 32z"></path></svg><span class=button-link-text-container><span class=button-link-text>Cite</span></span></button></div></div></div></div></div><div class="ArticleIdentifierLinks u-margin-xs-bottom text-xs" id=article-identifier-links><a class="anchor doi anchor-primary" href=https://doi.org/10.1016/j.agsy.2019.102736 target=_blank rel="noreferrer noopener" aria-label="Persistent link using digital object identifier" title="Persistent link using digital object identifier"><span 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class=License><span>Under a Creative Commons </span><a class="anchor anchor-primary" href=http://creativecommons.org/licenses/by/4.0/ target=_blank rel="noreferrer noopener"><span class=anchor-text-container><span class=anchor-text>license</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=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=spar0025><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>Meta-analysis to assess effects of crop diversification and management on soil and yield.</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>Intercropping associated with increases in soil organic C and N.</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>No overall negative effect of intercropping on tree crop yield.</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>Temperature tends to decrease the response of crop yield, while precipitation tends to increase it.</div></span><li class=react-xocs-list-item><span class=list-label>•</span><span class=list-content><div class=u-margin-s-bottom id=par0025><span>The best combination for high crop yields, <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/soil-organic-carbon title="Learn more about SOC from ScienceDirect's AI-generated Topic Pages" class=topic-link>SOC</a>, N and P is the adoption of annual alley crops, </span><a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/minimum-tillage title="Learn more about minimum tillage from ScienceDirect's AI-generated Topic Pages" class=topic-link>minimum tillage</a> and organic fertilization.</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=spar0030>A meta-analysis specially based on tree crops was conducted to evaluate the changes in soil organic carbon (SOC), soil N and P, and crop yield in a Mediterranean climate, which are affected by: (i) management practices (crop diversification, tillage, fertilization); (ii) environmental characteristics, such as soil clay and climatic variables; and (iii) study length. The aim of this study was to assess the benefits of crop diversification, conservation tillage (minimum tillage/no-tillage) and organic fertilization as alternatives to intensive conventional mono-cropping in field studies. All the diversified systems and conservation tillage systems and the use of organic fertilizers induced positive effects on SOC. The highest response in SOC was achieved by the growth of permanent crops in the alleys. Soil N showed a similar trend to that of SOC, but the effect of no-tillage was not significant compared to conventional tillage. No significant effect was observed in soil P except for the cultivation of permanent crops in the alleys, which had a negative effect. No effect was observed in tree crop yield due to the growth of alley crops, conservation tillage or organic fertilization. However, the response of crop yield was related to the specific climatic conditions of each region, with possible negative effects in warm and dry areas. Overall, the use of intercropping, conservation tillage and organic fertilization led to improvements in soil quality and fertility and maintenance of a ground cover that can protect soil. However, to avoid possible negative effects on soil P and N availability, the growth of annual alley crops with minimum tillage is suggested instead of permanent crops with no-tillage, especially in dry and warm areas. Our results also suggested that the soil properties evaluated were not the main drivers of long-term yield variability.</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/S0308521X19305906><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"><a class="button-alternative button-alternative-tertiary u-display-flex button-alternative-icon-right" href=https://www.sciencedirect.com/science/article/pii/S0308521X18303160><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></a></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>Intercropping</span></div><div class=keyword id=kw0010><span>Cover crops</span></div><div class=keyword id=kw0015><span>Tillage</span></div><div class=keyword id=kw0020><span>Fertilizer</span></div><div class=keyword id=kw0025><span>Orchard</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=par0030><span>The <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/mediterranean-climate title="Learn more about Mediterranean climate from ScienceDirect's AI-generated Topic Pages" class=topic-link>Mediterranean climate</a><span> is characterized by warm and rainy winters and hot and dry summers, with frequent, heavy, short rainfall events mainly in autumn. This climate is characteristic of the Mediterranean basin and parts of California, Chile, South Africa and south-western Australia. These conditions lead to water scarcity and <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/soil-erosion title="Learn more about soil erosion from ScienceDirect's AI-generated Topic Pages" class=topic-link>soil erosion</a> in the absence of ground cover (</span></span><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>Garcia et al., 2005</span></span></a><span>). <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/perennial-crop title="Learn more about Perennial crops from ScienceDirect's AI-generated Topic Pages" class=topic-link>Perennial crops</a><span>, such as almond, <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/olives title="Learn more about olive from ScienceDirect's AI-generated Topic Pages" class=topic-link>olive</a>, citrus or grapevines, represent ∼16% of the agroecosystems in the Mediterranean area (</span></span><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>FAO, 1998</span></span></a>), with great economic importance (<a class="anchor anchor-primary" href=#bib0345 name=bbib0345 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0345><span class=anchor-text-container><span class=anchor-text>Olesen and Bindi, 2002</span></span></a>).</div><div class=u-margin-s-bottom id=par0035><span>As in other parts of the world, intensive tree cultivation in Mediterranean soils frequently causes <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/land-degradation title="Learn more about land degradation from ScienceDirect's AI-generated Topic Pages" class=topic-link>land degradation</a><span> by depletion of <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/soil-organic-matter title="Learn more about soil organic matter from ScienceDirect's AI-generated Topic Pages" class=topic-link>soil organic matter</a> (SOM), erosion, and also, under irrigation farming, soil and water pollution (</span></span><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>Almagro et al., 2016</span></span></a>; <a class="anchor anchor-primary" href=#bib0240 name=bbib0240 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0240><span class=anchor-text-container><span class=anchor-text>Ibrikci et al., 2015</span></span></a>; <a class="anchor anchor-primary" href=#bib0365 name=bbib0365 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0365><span class=anchor-text-container><span class=anchor-text>Parras-Alcántara et al., 2016</span></span></a>). Mono-cropping can intensify these environmental problems due to the presence of a large bare soil surface, with added economic threats owing to the low resilience to variability in prices, markets, climate and pests/diseases due to the dependence on a single crop (<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>Barnes et al., 2015</span></span></a><span>). In view of these environmental and economic problems arising from the current mono-cropping and high-input systems used in woody crops, there is now a growing emphasis on crop diversification and optimized use of resources, including with the production of food, feed or industrial products that contribute to long-term sustainability of the agroecosystems and <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/climate-change title="Learn more about climate change from ScienceDirect's AI-generated Topic Pages" class=topic-link>climate change</a> mitigation and adaptation (</span><a class="anchor anchor-primary" href=#bib0280 name=bbib0280 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0280><span class=anchor-text-container><span class=anchor-text>Li et al., 2019</span></span></a>; <a class="anchor anchor-primary" href=#bib0405 name=bbib0405 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0405><span class=anchor-text-container><span class=anchor-text>Rosa-Schleich et al., 2019</span></span></a>; <a class="anchor anchor-primary" href=#bib0455 name=bbib0455 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0455><span class=anchor-text-container><span class=anchor-text>Yang et al., 2019</span></span></a><span>). In pre-industrial rural communities, orchards were commonly multi-functional, but they gradually evolved as a result of farm mechanization and increasing intensification towards <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/monoculture title="Learn more about monocultures from ScienceDirect's AI-generated Topic Pages" class=topic-link>monocultures</a> that in the late 20th century have become industrial crops dependent on external inputs (</span><a class="anchor anchor-primary" href=#bib0250 name=bbib0250 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0250><span class=anchor-text-container><span class=anchor-text>Infante-Amate and de Molina, 2013</span></span></a>).</div><div class=u-margin-s-bottom id=par0040>Soil health is defined as the continued capacity of soil to function as a vital living ecosystem that sustains plants, animals, and humans (<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>Doran and Zeiss, 2000</span></span></a><span>). Soil health is influenced by <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/agricultural-management title="Learn more about agricultural management from ScienceDirect's AI-generated Topic Pages" class=topic-link>agricultural management</a> (</span><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>Doran and Zeiss, 2000</span></span></a>), and therefore, healthy soils are related to high crop yields and low nutrient loss (<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>Congreves et al., 2015</span></span></a><span><span>). One way to reduce soil and nutrient losses in Mediterranean <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/perennials title="Learn more about perennial from ScienceDirect's AI-generated Topic Pages" class=topic-link>perennial</a><span> croplands is the adoption of crop diversification by cultivation of additional crops in the alleys, the use of cover crops or the introduction of <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/farm-animal title="Learn more about livestock from ScienceDirect's AI-generated Topic Pages" class=topic-link>livestock</a>. The use of cover crops can enhance the levels of nitrogen, phosphorus and SOM and improve </span></span><a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/soil-microbial-populations title="Learn more about soil microbial populations from ScienceDirect's AI-generated Topic Pages" class=topic-link>soil microbial populations</a> (</span><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>Gargouri et al., 2013</span></span></a>). Although trees compete for water and nutrients with adjacent crops, sometimes, in the case of intercropping systems with herbaceous crops in the alleys, trees can develop deeper rooting systems, which can obtain water and nutrients from deeper soil horizons and move them to the upper horizons, improving the water availability for shallower-rooted plants (<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>Dawson, 1993</span></span></a>; <a class="anchor anchor-primary" href=#bib0255 name=bbib0255 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0255><span class=anchor-text-container><span class=anchor-text>Jose et al., 2004</span></span></a><span>). However, this scenario depends on specific crop species, agricultural management and climate conditions. Cover crops can be used as natural permanent vegetation (spontaneously growing native plants), seeded permanent vegetation (plants introduced by the farmer) and no permanent annual covers that are removed annually with <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/crop-residue title="Learn more about crop residues from ScienceDirect's AI-generated Topic Pages" class=topic-link>crop residues</a><span> used as <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/green-manure title="Learn more about green manure from ScienceDirect's AI-generated Topic Pages" class=topic-link>green manure</a>, mulch or forage (</span></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>García-Orenes et al., 2009</span></span></a>; <a class="anchor anchor-primary" href=#bib0305 name=bbib0305 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0305><span class=anchor-text-container><span class=anchor-text>Lozano-García and Parras-Alcántara, 2013</span></span></a>; <a class="anchor anchor-primary" href=#bib0425 name=bbib0425 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0425><span class=anchor-text-container><span class=anchor-text>Simoes et al., 2014</span></span></a>). Cover crops can protect soil from erosion, increase soil nutrient availability, serve as animal feed, decrease the incidence of pests and diseases, and decrease CO<sub>2</sub> emissions (<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>Aguilera et al., 2013a</span></span></a>; <a class="anchor anchor-primary" href=#bib0265 name=bbib0265 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0265><span class=anchor-text-container><span class=anchor-text>Koch et al., 2015</span></span></a>; <a class="anchor anchor-primary" href=#bib0380 name=bbib0380 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0380><span class=anchor-text-container><span class=anchor-text>Ramos et al., 2011</span></span></a><span>). Some of the most typical characteristics of Mediterranean orchards are the presence of mono-cropping with long tree spacing, mostly <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/rainfed-farming title="Learn more about rainfed farming from ScienceDirect's AI-generated Topic Pages" class=topic-link>rainfed farming</a> (up to 10 m × 10 m in olive and almond orchards), and frequent tillage to avoid the growth of vegetation in the alleys. Therefore, soil remains bare practically all year (</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>Almagro and Martínez-Mena, 2014</span></span></a>; <a class="anchor anchor-primary" href=#bib0365 name=bbib0365 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0365><span class=anchor-text-container><span class=anchor-text>Parras-Alcántara et al., 2016</span></span></a>). Thus, a successful strategy to reduce the negative effects of woody cropping systems on soil is to manage tillage. Cover crops and reduced or no-tillage (avoiding bare soil during long periods) have been proposed as management practices to overcome the loss of soil, SOM and nutrients in woody crops (<a class="anchor anchor-primary" href=#bib0235 name=bbib0235 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0235><span class=anchor-text-container><span class=anchor-text>Hugo et al., 2008</span></span></a>; <a class="anchor anchor-primary" href=#bib0470 name=bbib0470 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0470><span class=anchor-text-container><span class=anchor-text>Zuazo et al., 2009</span></span></a>). A reduction of tillage intensity is normally needed to effectively reduce CO<sub>2</sub><span> emissions, enhance soil C sequestration and increase <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/soil-water title="Learn more about soil water from ScienceDirect's AI-generated Topic Pages" class=topic-link>soil water</a> availability (</span><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>Almagro et al., 2017</span></span></a>; <a class="anchor anchor-primary" href=#bib0450 name=bbib0450 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0450><span class=anchor-text-container><span class=anchor-text>Wolff et al., 2018</span></span></a>). Nonetheless, the effects of cover crops and agricultural management practices can be highly site specific due to soil and climate conditions. In this sense, <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>González-Sánchez et al. (2012)</span></span></a><span>, using meta-analysis techniques on <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/carbon-sequestration title="Learn more about carbon sequestration from ScienceDirect's AI-generated Topic Pages" class=topic-link>carbon sequestration</a> in soil in Spain (Southern Mediterranean region), reported higher C fixation values for native species when compared to sowed cover crops in the alleys of orchards.</span></div><div class=u-margin-s-bottom id=par0045>Despite the reported advantages, in areas under Mediterranean climate, the reduction in tillage intensity or the use of cover crops or intercropping are not widespread since farmers believe that these kinds of agricultural management practices could negatively affect the water status of the trees (<a class="anchor anchor-primary" href=#bib0385 name=bbib0385 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0385><span class=anchor-text-container><span class=anchor-text>Ramos et al., 2010</span></span></a>). In addition, local customs and the beliefs of the farmers mean that they prefer the alleys to have no vegetation, leading to the application of intensive tillage and removal of cover crops, since a field in which the alleys have vegetation has traditionally been considered a “dirty” field (<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>Cerdà et al., 2018</span></span></a>, <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>2017</span></span></a><span>). However, farmers’ perception of the benefits of sustainable management is essential for the success of measures against erosion and <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/soil-degradation title="Learn more about soil degradation from ScienceDirect's AI-generated Topic Pages" class=topic-link>soil degradation</a>. Hence, there is a need to spread scientific knowledge to initiate a change towards sustainable orchards. The term “sustainable”, used throughout this article, was coined by the World Commission on Environment and Development of the United Nations in 1987, which defined ‘sustainable development’ as, “Development which meets the needs of the present, without compromising the ability of future generations to meet their own needs” (</span><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>Brundtland, 1987</span></span></a>). Sustainable management includes three dimensions: social, environmental, and economic (<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>Aznar-Sánchez et al., 2019</span></span></a><span>), although only the environmental dimension was evaluated in this study. Thus, in practice, sustainable management involves ensuring food security and nutrition, providing social and economic equity, and building and protecting the ecosystem on which <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/agricultural-science title="Learn more about agriculture from ScienceDirect's AI-generated Topic Pages" class=topic-link>agriculture</a> depends (</span><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>Garibaldi et al., 2017</span></span></a><span><span>). This can be achieved by adoption, among others, of diversified cropping systems, <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/conservation-tillage title="Learn more about conservation tillage from ScienceDirect's AI-generated Topic Pages" class=topic-link>conservation tillage</a> and </span><a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/organic-fertilizer title="Learn more about organic fertilizers from ScienceDirect's AI-generated Topic Pages" class=topic-link>organic fertilizers</a> (</span><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>Aguilera et al., 2013a</span></span></a>; <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>Aznar-Sánchez et al., 2019</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>Garibaldi et al., 2017</span></span></a>).</div><div class=u-margin-s-bottom id=par0050>In recent years, some meta-analyses have focused on C sequestration in Mediterranean agroecosystems (<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>Aguilera et al., 2013a</span></span></a>; <a class="anchor anchor-primary" href=#bib0440 name=bbib0440 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0440><span class=anchor-text-container><span class=anchor-text>Vicente-Vicente et al., 2016</span></span></a>), highlighting the main role of agriculture in climate change adaptation and mitigation, since agriculture and land use change are together responsible for 21–24% of global anthropogenic greenhouse gas emissions (<a class="anchor anchor-primary" href=#bib0435 name=bbib0435 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0435><span class=anchor-text-container><span class=anchor-text>Tubiello et al., 2015</span></span></a><span>). Intensive agricultural management can accelerate soil erosion and affects the level of <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/soil-organic-carbon title="Learn more about SOC from ScienceDirect's AI-generated Topic Pages" class=topic-link>SOC</a> (</span><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>Chamizo et al., 2017</span></span></a>). Other variables studied by meta-analysis have been nitrous oxide emissions, total and available N, soil erosion and microbial content (<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>Cayuela et al., 2017</span></span></a>; <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>García-Ruiz et al., 2015</span></span></a>; <a class="anchor anchor-primary" href=#bib0420 name=bbib0420 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0420><span class=anchor-text-container><span class=anchor-text>Shackelford et al., 2019</span></span></a>). However, the majority of the published studies are based on annual herbaceous crops with no thorough assessment of the effect of crop type or crop diversification on crop yield and soil fertility of woody crops. One of the most important variables to assess in cropping systems is crop yield, which has not previously been assessed under Mediterranean conditions by meta-analysis. Several authors have reported that yield can decrease in young olive trees when cover crops are introduced, although this negative effect on yield disappears in mature trees (<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>Caruso et al., 2011</span></span></a>; <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>Gucci et al., 2012</span></span></a>; <a class="anchor anchor-primary" href=#bib0350 name=bbib0350 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0350><span class=anchor-text-container><span class=anchor-text>Palese et al., 2014a</span></span></a>, <a class="anchor anchor-primary" href=#bib0355 name=bbib0355 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0355><span class=anchor-text-container><span class=anchor-text>2014b</span></span></a>).</div><div class=u-margin-s-bottom id=par0055>To the best of our knowledge, this is the first meta-analysis dealing with the influence of crop diversification on soil properties and crop yields in woody crops in a Mediterranean climate. Furthermore, it is the first attempt to study through meta-analysis the impact of tillage and fertilization on crop yields in Mediterranean orchards. The main novelty of this study is to jointly present results on crop yields and soil dynamics, as these variables are closely interrelated but most studies, and particularly most meta-analyses, do not take both into account. Our study aimed to assess the implication of crop diversification, tillage and fertilization in Mediterranean orchards on soil nutrients, soil organic carbon and crop yield. For this purpose, we compared the use of cover crops in the alleys related to mono-cropping, and the use of organic fertilizers and minimum tillage/no-tillage related to conventional <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/mineral-fertilizers title="Learn more about mineral fertilizer from ScienceDirect's AI-generated Topic Pages" class=topic-link>mineral fertilizer</a><span> and <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/conventional-tillage title="Learn more about conventional tillage from ScienceDirect's AI-generated Topic Pages" class=topic-link>conventional tillage</a>, respectively. To achieve these objectives, we conducted a meta-analysis of 46 papers.</span></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. Data collection</h3><div class=u-margin-s-bottom id=par0060><span>Literature searches were conducted in SCOPUS, targeting peer reviewed articles published online through July 2019. The results included 187 experimental treatments from 46 peer-reviewed articles, including the countries of Spain, Italy, France, Portugal, Greece, Turkey, Slovenia, Tunisia, Chile and the United States of America. To obtain the papers listed, we used the keywords “almond OR <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/olives title="Learn more about olive from ScienceDirect's AI-generated Topic Pages" class=topic-link>olive</a> OR citrus OR vineyard OR grapevine OR orchard”, “AND” combinations of the following items: “Mediterranean climate”, “cover crop”, “intercropping”, “alley crop”, “multicrop”, “agroforestry”, “crop yield” and “soil”. Laboratory or greenhouse studies were excluded, and only studies performed in field conditions and carried out in a </span><a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/mediterranean-climate title="Learn more about Mediterranean climate from ScienceDirect's AI-generated Topic Pages" class=topic-link>Mediterranean climate</a> were chosen. When several papers included data from the same experiment, the longest study with the most soil and crop variables was chosen.</div><div class=u-margin-s-bottom id=par0065><span>A database was compiled with the relevant data extracted for (i) management practices (crop diversification, tillage, fertilization); (ii) environmental characteristics, such as soil clay and climatic variables, (iii) study length and (iv) response variables (total nitrogen (N); available phosphorus (P), <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/soil-organic-carbon title="Learn more about soil organic carbon from ScienceDirect's AI-generated Topic Pages" class=topic-link>soil organic carbon</a> (SOC) and crop yield). Very few articles showed the yield of the alley crops, so we were unable to perform a meta-analysis on alley crop yields (n < 8) (</span><a class="anchor anchor-primary" href=#bib0270 name=bbib0270 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0270><span class=anchor-text-container><span class=anchor-text>Lee et al., 2019</span></span></a><span>). Consequently, only the tree crop yield is used in this meta-analysis. The database is included as an Excel file in the Supplementary Material, including soil depth used and specific soil characteristics and management. The <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/fruit-tree-crops title="Learn more about fruit tree crops from ScienceDirect's AI-generated Topic Pages" class=topic-link>fruit tree crops</a> used for the study were mostly grapevines (</span><span><em><a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/vitis-vinifera title="Learn more about Vitis vinifera from ScienceDirect's AI-generated Topic Pages" class=topic-link>Vitis vinifera</a></em></span> L.) at 36% of the sample size, olive trees (<em>Olea europaea</em> L.) at 34% of the sample size, almond trees (<span><em><a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/prunus-dulcis title="Learn more about Prunus dulcis from ScienceDirect's AI-generated Topic Pages" class=topic-link>Prunus dulcis</a></em></span> (Mill.) D.A. Webb) at 15% of the sample size and citrus trees (<em>Citrus x sinensis</em> Osbeck, <em>Citrus x limon</em> (L.) Osbeck) at 7% of the sample size. We also used other fruit trees, such as avocado (<span><em><a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/persea-americana title="Learn more about Persea americana from ScienceDirect's AI-generated Topic Pages" class=topic-link>Persea americana</a></em></span><span> Mill.), <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/carob title="Learn more about carob from ScienceDirect's AI-generated Topic Pages" class=topic-link>carob</a> (</span><span><em><a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/ceratonia-siliqua title="Learn more about Ceratonia siliqua from ScienceDirect's AI-generated Topic Pages" class=topic-link>Ceratonia siliqua</a></em></span> L.), peach (<span><em><a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/prunus-persica title="Learn more about Prunus persica from ScienceDirect's AI-generated Topic Pages" class=topic-link>Prunus persica</a></em></span> (L.) Stokes), chestnut (<span><em><a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/castanea-sativa title="Learn more about Castanea sativa from ScienceDirect's AI-generated Topic Pages" class=topic-link>Castanea sativa</a></em></span> Mill.) and walnut (<span><em><a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/juglans-regia title="Learn more about Juglans regia from ScienceDirect's AI-generated Topic Pages" class=topic-link>Juglans regia</a></em></span> L.), representing 8% of the total dataset.</div><div class=u-margin-s-bottom id=par0070>To assess the effects of intercropping, tillage and fertilization on soil N, soil P, SOC and yield, we individually studied the following categories (percentages between brackets indicate the frequency of each subgroup within each category):<ul class=list><li class=react-xocs-list-item><span class=list-label>A</span><span class=list-content><div class=u-margin-s-bottom id=par0075>Diversification type, comparing permanent intercropping (PC) (45%) and annual intercropping (AC) (55%) against mono-cropping. Permanent intercropping refers to the maintenance of a permanent cover crop in the alleys, such as aromatics (<em>Thymus</em> sp, <span><em><a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/lavandula title="Learn more about Lavandula from ScienceDirect's AI-generated Topic Pages" class=topic-link>Lavandula</a></em></span> sp, <span><em><a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/salvia title="Learn more about Salvia from ScienceDirect's AI-generated Topic Pages" class=topic-link>Salvia</a></em></span> sp, <span><em><a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/rosmarinus title="Learn more about Rosmarinus from ScienceDirect's AI-generated Topic Pages" class=topic-link>Rosmarinus</a></em></span> sp, <span><em><a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/brachypodium title="Learn more about Brachypodium from ScienceDirect's AI-generated Topic Pages" class=topic-link>Brachypodium</a></em></span> sp, <em>Asparagus</em> sp or natural grass), while annual intercropping means the presence of cover crops in the alleys that are annually harvested or incorporated into the soil. Mono-cropping indicates the presence of the tree crop alone with no other vegetation cover in the alleys (bare soil).</div></span><li class=react-xocs-list-item><span class=list-label>B</span><span class=list-content><div class=u-margin-s-bottom id=par0080>Tillage intensity, comparing <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/conservation-tillage title="Learn more about conservation tillage from ScienceDirect's AI-generated Topic Pages" class=topic-link>conservation tillage</a><span> (no-tillage (NT) (66%) and <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/minimum-tillage title="Learn more about minimum tillage from ScienceDirect's AI-generated Topic Pages" class=topic-link>minimum tillage</a> (MT) (34%)) against conventional ploughing. Minimum tillage involves residue retention in soil since cover crops or weeds are incorporated into the soil.</span></div></span><li class=react-xocs-list-item><span class=list-label>C</span><span class=list-content><div class=u-margin-s-bottom id=par0085><span>Fertilization type, comparing <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/organic-fertilizer title="Learn more about organic fertilizer from ScienceDirect's AI-generated Topic Pages" class=topic-link>organic fertilizer</a><span> (Org) against conventional <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/inorganic-fertiliser title="Learn more about inorganic fertilizer from ScienceDirect's AI-generated Topic Pages" class=topic-link>inorganic fertilizer</a><span>. Organic fertilizers contain plant or animal-based materials that are either a by-product or an end product of naturally occurring processes, such as <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/humic-acid title="Learn more about humic acids from ScienceDirect's AI-generated Topic Pages" class=topic-link>humic acids</a>, manure, compost, sludge or </span></span></span><a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/crop-residue title="Learn more about crop residues from ScienceDirect's AI-generated Topic Pages" class=topic-link>crop residues</a>. Inorganic fertilizers are artificially manufactured and contain minerals or synthetic chemicals.</div></span></ul></div></section><section id=sec0020><h3 id=sect0035 class="u-h4 u-margin-m-top u-margin-xs-bottom">2.2. Statistical analyses</h3><div class=u-margin-s-bottom id=par0090><span>The influence of crop diversification, tillage and fertilization on soil and <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/crop-characteristics title="Learn more about crop characteristics from ScienceDirect's AI-generated Topic Pages" class=topic-link>crop characteristics</a> was studied through meta-analysis. The response ratio was calculated as the effect size unit for each indicator (</span><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>Aguilera et al., 2013a</span></span></a>). This ratio has been widely used for meta-analysis in agricultural studies (e.g., <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>Aguilera et al., 2013a</span></span></a>; <a class="anchor anchor-primary" href=#bib0270 name=bbib0270 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0270><span class=anchor-text-container><span class=anchor-text>Lee et al., 2019</span></span></a>; <a class="anchor anchor-primary" href=#bib0285 name=bbib0285 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0285><span class=anchor-text-container><span class=anchor-text>Li et al., 2018</span></span></a>). 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transform="translate(335.87603878116346,0) scale(0.36149584487534625,1)"><use href=#MJMAIN-AF></use></g><use href=#MJMAIN-AF x=422 y=0></use></g></g></g></svg><span class=MJX_Assistive_MathML role=presentation><math xmlns=http://www.w3.org/1998/Math/MathML><mover accent=true is=true><mi is=true>X</mi><mo is=true>¯</mo></mover></math></span></span></span> <sub>SM</sub>) compared to the pairwise control group (conventional management: mono-cropping, inorganic fertilization and conventional tillage) ((<span class=math><span class=MathJax_Preview></span><span class=MathJax_SVG id=MathJax-Element-11-Frame tabindex=0 style=font-size:90%;display:inline-block;position:relative data-mathml='<math xmlns="http://www.w3.org/1998/Math/MathML"><mover accent="true" is="true"><mi is="true">X</mi><mo is="true">&#xAF;</mo></mover></math>' role=presentation><svg xmlns:xlink=http://www.w3.org/1999/xlink width=2.372ex height=2.317ex viewBox="0 -896.2 1021.4 997.6" role=img focusable=false style=vertical-align:-0.235ex aria-hidden=true><g stroke=currentColor fill=currentColor stroke-width=0 transform="matrix(1 0 0 -1 0 0)"><g is=true><g is=true transform=translate(35,0)><use href=#MJMATHI-58></use></g><g is=true transform=translate(98,215)><use href=#MJMAIN-AF x=-70 y=0></use><g transform="translate(335.87603878116346,0) scale(0.36149584487534625,1)"><use href=#MJMAIN-AF></use></g><use href=#MJMAIN-AF x=422 y=0></use></g></g></g></svg><span class=MJX_Assistive_MathML role=presentation><math xmlns=http://www.w3.org/1998/Math/MathML><mover accent=true is=true><mi is=true>X</mi><mo is=true>¯</mo></mover></math></span></span></span> <sub>C</sub>)) (Eq. <a class="anchor anchor-primary" href=#eq0005 name=beq0005 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=eq0005><span class=anchor-text-container><span class=anchor-text>(1)</span></span></a>):<span class=display><span class=formula id=eq0005><span class=label>(1)</span><span class=math><span class=MathJax_Preview></span><span class=MathJax_SVG id=MathJax-Element-12-Frame tabindex=0 style=font-size:90%;display:inline-block;position:relative data-mathml='<math xmlns="http://www.w3.org/1998/Math/MathML"><mi is="true">R</mi><mi is="true">R</mi><mo is="true">=</mo><mtext is="true"></mtext><mfrac is="true"><mrow is="true"><msub is="true"><mrow is="true"><mover accent="true" is="true"><mi is="true">X</mi><mo is="true">&#xAF;</mo></mover></mrow><mrow is="true"><mi is="true">S</mi><mi is="true">M</mi></mrow></msub></mrow><mrow is="true"><msub is="true"><mrow is="true"><mover accent="true" is="true"><mi is="true">X</mi><mo is="true">&#xAF;</mo></mover></mrow><mi is="true">C</mi></msub></mrow></mfrac></math>' role=presentation><svg xmlns:xlink=http://www.w3.org/1999/xlink width=11.332ex height=4.394ex viewBox="0 -1194.3 4878.9 1891.8" role=img focusable=false style=vertical-align:-1.62ex aria-hidden=true><g stroke=currentColor fill=currentColor stroke-width=0 transform="matrix(1 0 0 -1 0 0)"><g is=true><use href=#MJMATHI-52></use></g><g is=true transform=translate(759,0)><use href=#MJMATHI-52></use></g><g is=true transform=translate(1796,0)><use href=#MJMAIN-3D></use></g><g is=true></g><g is=true transform=translate(2853,0)><g transform=translate(120,0)><rect stroke=none width=1785 height=60 x=0 y=220></rect><g is=true transform=translate(60,524)><g is=true><g is=true><g is=true><g is=true transform=translate(24,0)><use transform=scale(0.707) href=#MJMATHI-58></use></g><g is=true transform=translate(94,174)><use transform=scale(0.707) href=#MJMAIN-AF x=-70 y=0></use><g transform="translate(237.50022466023648,0) scale(0.36149584487534625,1)"><use transform=scale(0.707) href=#MJMAIN-AF></use></g><use transform=scale(0.707) href=#MJMAIN-AF x=422 y=0></use></g></g></g><g is=true transform=translate(746,-110)><g is=true><use transform=scale(0.5) href=#MJMATHI-53></use></g><g is=true transform=translate(322,0)><use transform=scale(0.5) href=#MJMATHI-4D></use></g></g></g></g><g is=true transform=translate(294,-496)><g is=true><g is=true><g is=true><g is=true transform=translate(24,0)><use transform=scale(0.707) href=#MJMATHI-58></use></g><g is=true transform=translate(94,174)><use transform=scale(0.707) href=#MJMAIN-AF x=-70 y=0></use><g transform="translate(237.50022466023648,0) scale(0.36149584487534625,1)"><use transform=scale(0.707) href=#MJMAIN-AF></use></g><use transform=scale(0.707) href=#MJMAIN-AF x=422 y=0></use></g></g></g><g is=true transform=translate(746,-110)><use transform=scale(0.5) href=#MJMATHI-43></use></g></g></g></g></g></g></svg><span class=MJX_Assistive_MathML role=presentation><math xmlns=http://www.w3.org/1998/Math/MathML><mi is=true>R</mi><mi is=true>R</mi><mo is=true>=</mo><mtext is=true></mtext><mfrac is=true><mrow is=true><msub is=true><mrow is=true><mover accent=true is=true><mi is=true>X</mi><mo is=true>¯</mo></mover></mrow><mrow is=true><mi is=true>S</mi><mi is=true>M</mi></mrow></msub></mrow><mrow is=true><msub is=true><mrow is=true><mover accent=true is=true><mi is=true>X</mi><mo is=true>¯</mo></mover></mrow><mi is=true>C</mi></msub></mrow></mfrac></math></span></span></span></span></span></div><div class=u-margin-s-bottom id=par0095>The natural logarithm of the response ratio was used for the analysis (log (RR)) (Eq. <a class="anchor anchor-primary" href=#eq0010 name=beq0010 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=eq0010><span class=anchor-text-container><span class=anchor-text>(2)</span></span></a>). This transformation linearizes the metric in small samples (<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>Hedges et al., 1999</span></span></a>).<span class=display><span class=formula id=eq0010><span class=label>(2)</span><span class=math><span class=MathJax_Preview></span><span class=MathJax_SVG id=MathJax-Element-13-Frame tabindex=0 style=font-size:90%;display:inline-block;position:relative data-mathml='<math xmlns="http://www.w3.org/1998/Math/MathML"><mtext is="true">L</mtext><mtext is="true">o</mtext><mtext is="true">g</mtext><mtext is="true"></mtext><mfenced open="(" close=")" is="true"><mrow is="true"><mtext is="true">R</mtext><mtext is="true">R</mtext></mrow></mfenced><mo is="true">=</mo><mrow is="true"><mtext is="true">ln</mtext><mrow is="true"><mfrac is="true"><mrow is="true"><msub is="true"><mrow is="true"><mover accent="true" is="true"><mi is="true">X</mi><mo is="true">&#xAF;</mo></mover></mrow><mrow is="true"><mi is="true">S</mi><mi is="true">M</mi></mrow></msub></mrow><mrow is="true"><msub is="true"><mrow is="true"><mover accent="true" is="true"><mi is="true">X</mi><mo is="true">&#xAF;</mo></mover></mrow><mi is="true">C</mi></msub></mrow></mfrac></mrow></mrow><mo is="true">=</mo><mrow is="true"><mtext is="true">ln</mtext><mrow is="true"><mfenced open="(" close=")" is="true"><mrow is="true"><msub is="true"><mrow is="true"><mover accent="true" is="true"><mi is="true">X</mi><mo is="true">&#xAF;</mo></mover></mrow><mrow is="true"><mi is="true">S</mi><mi is="true">M</mi></mrow></msub></mrow></mfenced></mrow></mrow><mo is="true">&#x2013;</mo><mtext is="true"></mtext><mtext is="true">l</mtext><mtext is="true">n</mtext><mtext is="true"></mtext><mo stretchy="false" is="true">(</mo><msub is="true"><mrow is="true"><mover accent="true" is="true"><mi is="true">X</mi><mo is="true">&#xAF;</mo></mover></mrow><mi is="true">C</mi></msub><mo stretchy="false" is="true">)</mo></math>' role=presentation><svg xmlns:xlink=http://www.w3.org/1999/xlink width=39.497ex height=4.394ex viewBox="0 -1194.3 17005.4 1891.8" role=img focusable=false style=vertical-align:-1.62ex aria-hidden=true><g stroke=currentColor fill=currentColor stroke-width=0 transform="matrix(1 0 0 -1 0 0)"><g is=true><use href=#MJMAIN-4C></use></g><g is=true transform=translate(625,0)><use href=#MJMAIN-6F></use></g><g is=true transform=translate(1126,0)><use href=#MJMAIN-67></use></g><g is=true></g><g is=true transform=translate(1626,0)><use href=#MJMAIN-28 x=0 y=0></use><g is=true transform=translate(389,0)><g is=true><use href=#MJMAIN-52></use></g><g is=true transform=translate(736,0)><use href=#MJMAIN-52></use></g></g><use href=#MJMAIN-29 x=1862 y=0></use></g><g is=true transform=translate(3878,0)><use href=#MJMAIN-3D></use></g><g is=true transform=translate(4934,0)><g is=true><use href=#MJMAIN-6C></use><use href=#MJMAIN-6E x=278 y=0></use></g><g is=true transform=translate(835,0)><g is=true><g transform=translate(120,0)><rect stroke=none width=1785 height=60 x=0 y=220></rect><g is=true transform=translate(60,524)><g is=true><g is=true><g is=true><g is=true transform=translate(24,0)><use transform=scale(0.707) href=#MJMATHI-58></use></g><g is=true transform=translate(94,174)><use transform=scale(0.707) href=#MJMAIN-AF x=-70 y=0></use><g transform="translate(237.50022466023648,0) scale(0.36149584487534625,1)"><use transform=scale(0.707) href=#MJMAIN-AF></use></g><use transform=scale(0.707) href=#MJMAIN-AF x=422 y=0></use></g></g></g><g is=true transform=translate(746,-110)><g is=true><use transform=scale(0.5) href=#MJMATHI-53></use></g><g is=true transform=translate(322,0)><use transform=scale(0.5) href=#MJMATHI-4D></use></g></g></g></g><g is=true transform=translate(294,-496)><g is=true><g is=true><g is=true><g is=true transform=translate(24,0)><use transform=scale(0.707) href=#MJMATHI-58></use></g><g is=true transform=translate(94,174)><use transform=scale(0.707) href=#MJMAIN-AF x=-70 y=0></use><g transform="translate(237.50022466023648,0) scale(0.36149584487534625,1)"><use transform=scale(0.707) href=#MJMAIN-AF></use></g><use transform=scale(0.707) href=#MJMAIN-AF x=422 y=0></use></g></g></g><g is=true transform=translate(746,-110)><use transform=scale(0.5) href=#MJMATHI-43></use></g></g></g></g></g></g></g><g is=true transform=translate(8073,0)><use href=#MJMAIN-3D></use></g><g is=true transform=translate(9129,0)><g is=true><use href=#MJMAIN-6C></use><use href=#MJMAIN-6E x=278 y=0></use></g><g is=true transform=translate(835,0)><g is=true><use href=#MJMAIN-28></use><g is=true transform=translate(389,0)><g is=true><g is=true><g is=true><g is=true transform=translate(35,0)><use href=#MJMATHI-58></use></g><g is=true transform=translate(98,215)><use href=#MJMAIN-AF x=-70 y=0></use><g transform="translate(335.87603878116346,0) scale(0.36149584487534625,1)"><use href=#MJMAIN-AF></use></g><use href=#MJMAIN-AF x=422 y=0></use></g></g></g><g is=true transform=translate(1021,-155)><g is=true><use transform=scale(0.707) href=#MJMATHI-53></use></g><g is=true transform=translate(456,0)><use transform=scale(0.707) href=#MJMATHI-4D></use></g></g></g></g><use href=#MJMAIN-29 x=2710 y=0></use></g></g></g><g is=true transform=translate(13065,0)><use href=#MJMAIN-2013></use></g><g is=true></g><g is=true transform=translate(13732,0)><use href=#MJMAIN-6C></use></g><g is=true transform=translate(14010,0)><use href=#MJMAIN-6E></use></g><g is=true></g><g is=true transform=translate(14567,0)><use href=#MJMAIN-28></use></g><g is=true transform=translate(14956,0)><g is=true><g is=true><g is=true transform=translate(35,0)><use href=#MJMATHI-58></use></g><g is=true transform=translate(98,215)><use href=#MJMAIN-AF x=-70 y=0></use><g transform="translate(335.87603878116346,0) scale(0.36149584487534625,1)"><use href=#MJMAIN-AF></use></g><use href=#MJMAIN-AF x=422 y=0></use></g></g></g><g is=true transform=translate(1021,-155)><use transform=scale(0.707) href=#MJMATHI-43></use></g></g><g is=true transform=translate(16615,0)><use href=#MJMAIN-29></use></g></g></svg><span class=MJX_Assistive_MathML role=presentation><math xmlns=http://www.w3.org/1998/Math/MathML><mtext is=true>L</mtext><mtext is=true>o</mtext><mtext is=true>g</mtext><mtext is=true></mtext><mfenced open close=) is=true><mrow is=true><mtext is=true>R</mtext><mtext is=true>R</mtext></mrow></mfenced><mo is=true>=</mo><mrow is=true><mtext is=true>ln</mtext><mrow is=true><mfrac is=true><mrow is=true><msub is=true><mrow is=true><mover accent=true is=true><mi is=true>X</mi><mo is=true>¯</mo></mover></mrow><mrow is=true><mi is=true>S</mi><mi is=true>M</mi></mrow></msub></mrow><mrow is=true><msub is=true><mrow is=true><mover accent=true is=true><mi is=true>X</mi><mo is=true>¯</mo></mover></mrow><mi is=true>C</mi></msub></mrow></mfrac></mrow></mrow><mo is=true>=</mo><mrow is=true><mtext is=true>ln</mtext><mrow is=true><mfenced open close=) is=true><mrow is=true><msub is=true><mrow is=true><mover accent=true is=true><mi is=true>X</mi><mo is=true>¯</mo></mover></mrow><mrow is=true><mi is=true>S</mi><mi is=true>M</mi></mrow></msub></mrow></mfenced></mrow></mrow><mo is=true>–</mo><mtext is=true></mtext><mtext is=true>l</mtext><mtext is=true>n</mtext><mtext is=true></mtext><mo stretchy=false is=true>(</mo><msub is=true><mrow is=true><mover accent=true is=true><mi is=true>X</mi><mo is=true>¯</mo></mover></mrow><mi is=true>C</mi></msub><mo stretchy=false is=true>)</mo></math></span></span></span></span></span></div><div class=u-margin-s-bottom id=par0100>Positive values indicate higher values in the sustainable management, while negative values indicate higher values in the conventional management. In meta-analysis, studies are usually weighted by the inverse of their variance, but this information was not provided in many of the selected studies. We decided to weight observations using the sample sizes to ensure statistical significance by keeping a sufficient sample size: studies with larger sample sizes were weighted higher during aggregation (<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>Adams et al., 1997</span></span></a>). The weighted log (RR) (Wlog(RR)) of management option i was calculated as Eq. <a class="anchor anchor-primary" href=#eq0015 name=beq0015 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=eq0015><span class=anchor-text-container><span class=anchor-text>(3)</span></span></a>:<span class=display><span class=formula id=eq0015><span class=label>(3)</span><span class=math><span class=MathJax_Preview></span><span class=MathJax_SVG id=MathJax-Element-14-Frame tabindex=0 style=font-size:90%;display:inline-block;position:relative data-mathml='<math xmlns="http://www.w3.org/1998/Math/MathML"><mtext is="true">W</mtext><mtext is="true">l</mtext><mtext is="true">o</mtext><mtext is="true">g</mtext><msub is="true"><mrow is="true"><mo stretchy="false" is="true">(</mo><mtext is="true">R</mtext><mtext is="true">R</mtext><mo stretchy="false" is="true">)</mo></mrow><mtext is="true">i</mtext></msub><mo is="true">=</mo><mfrac is="true"><mn is="true">1</mn><mrow is="true"><msub is="true"><mi is="true">N</mi><mi is="true">i</mi></msub><mtext is="true"></mtext></mrow></mfrac><mtext is="true"></mtext><mrow is="true"><mo stretchy="false" is="true">&#x2211;</mo><mrow is="true"><msub is="true"><mrow is="true"><mrow is="true"><mo stretchy="false" is="true">(</mo><mtext is="true">log</mtext></mrow><mrow is="true"><mo stretchy="false" is="true">(</mo><mi is="true">R</mi><mi is="true">R</mi><mo stretchy="false" is="true">)</mo></mrow></mrow><mrow is="true"><mi is="true">i</mi><mi is="true">j</mi></mrow></msub></mrow></mrow><mtext is="true"></mtext><mi is="true">x</mi><mtext is="true"></mtext><msub is="true"><mi is="true">W</mi><mrow is="true"><mi is="true">i</mi><mi is="true">j</mi></mrow></msub><mo stretchy="false" is="true">)</mo></math>' role=presentation><svg xmlns:xlink=http://www.w3.org/1999/xlink width=37.311ex height=3.586ex viewBox="0 -945.9 16064.6 1544.1" role=img focusable=false style=vertical-align:-1.389ex aria-hidden=true><g stroke=currentColor fill=currentColor stroke-width=0 transform="matrix(1 0 0 -1 0 0)"><g is=true><use href=#MJMAIN-57></use></g><g is=true transform=translate(1028,0)><use href=#MJMAIN-6C></use></g><g is=true transform=translate(1307,0)><use href=#MJMAIN-6F></use></g><g is=true transform=translate(1807,0)><use href=#MJMAIN-67></use></g><g is=true transform=translate(2308,0)><g is=true><g is=true><use href=#MJMAIN-28></use></g><g is=true transform=translate(389,0)><use href=#MJMAIN-52></use></g><g is=true transform=translate(1126,0)><use href=#MJMAIN-52></use></g><g is=true transform=translate(1862,0)><use href=#MJMAIN-29></use></g></g><g is=true transform=translate(2252,-287)><use transform=scale(0.707) href=#MJMAIN-69></use></g></g><g is=true transform=translate(5134,0)><use href=#MJMAIN-3D></use></g><g is=true transform=translate(5913,0)><g transform=translate(397,0)><rect stroke=none width=931 height=60 x=0 y=220></rect><g is=true transform=translate(288,403)><use transform=scale(0.707) href=#MJMAIN-31></use></g><g is=true transform=translate(60,-387)><g is=true><g is=true><use transform=scale(0.707) href=#MJMATHI-4E></use></g><g is=true transform=translate(568,-107)><use transform=scale(0.5) href=#MJMATHI-69></use></g></g><g is=true></g></g></g></g><g is=true></g><g is=true transform=translate(7529,0)><g is=true><use href=#MJSZ1-2211></use></g><g is=true transform=translate(1223,0)><g is=true><g is=true><g is=true><g is=true><use href=#MJMAIN-28></use></g><g is=true transform=translate(389,0)><use href=#MJMAIN-6C></use><use href=#MJMAIN-6F x=278 y=0></use><use href=#MJMAIN-67 x=779 y=0></use></g></g><g is=true transform=translate(1835,0)><g is=true><use href=#MJMAIN-28></use></g><g is=true transform=translate(389,0)><use href=#MJMATHI-52></use></g><g is=true transform=translate(1149,0)><use href=#MJMATHI-52></use></g><g is=true transform=translate(1908,0)><use href=#MJMAIN-29></use></g></g></g><g is=true transform=translate(4133,-287)><g is=true><use transform=scale(0.707) href=#MJMATHI-69></use></g><g is=true transform=translate(244,0)><use transform=scale(0.707) href=#MJMATHI-6A></use></g></g></g></g></g><g is=true></g><g is=true transform=translate(13522,0)><use href=#MJMATHI-78></use></g><g is=true></g><g is=true transform=translate(14094,0)><g is=true><use href=#MJMATHI-57></use></g><g is=true transform=translate(944,-150)><g is=true><use transform=scale(0.707) href=#MJMATHI-69></use></g><g is=true transform=translate(244,0)><use transform=scale(0.707) href=#MJMATHI-6A></use></g></g></g><g is=true transform=translate(15675,0)><use href=#MJMAIN-29></use></g></g></svg><span class=MJX_Assistive_MathML role=presentation><math xmlns=http://www.w3.org/1998/Math/MathML><mtext is=true>W</mtext><mtext is=true>l</mtext><mtext is=true>o</mtext><mtext is=true>g</mtext><msub is=true><mrow is=true><mo stretchy=false is=true>(</mo><mtext is=true>R</mtext><mtext is=true>R</mtext><mo stretchy=false is=true>)</mo></mrow><mtext is=true>i</mtext></msub><mo is=true>=</mo><mfrac is=true><mn is=true>1</mn><mrow is=true><msub is=true><mi is=true>N</mi><mi is=true>i</mi></msub><mtext is=true></mtext></mrow></mfrac><mtext is=true></mtext><mrow is=true><mo stretchy=false is=true>∑</mo><mrow is=true><msub is=true><mrow is=true><mrow is=true><mo stretchy=false is=true>(</mo><mtext is=true>log</mtext></mrow><mrow is=true><mo stretchy=false is=true>(</mo><mi is=true>R</mi><mi is=true>R</mi><mo stretchy=false is=true>)</mo></mrow></mrow><mrow is=true><mi is=true>i</mi><mi is=true>j</mi></mrow></msub></mrow></mrow><mtext is=true></mtext><mi is=true>x</mi><mtext is=true></mtext><msub is=true><mi is=true>W</mi><mrow is=true><mi is=true>i</mi><mi is=true>j</mi></mrow></msub><mo stretchy=false is=true>)</mo></math></span></span></span></span></span>where N<sub>i</sub> is the number of studies for the management i, log(RR)<sub>ij</sub> is the log(RR) of management i in study j, and W<sub>ij</sub> is the weight, calculated as Eq. <a class="anchor anchor-primary" href=#eq0020 name=beq0020 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=eq0020><span class=anchor-text-container><span class=anchor-text>(4)</span></span></a>:<span class=display><span class=formula id=eq0020><span class=label>(4)</span><span class=math><span class=MathJax_Preview></span><span class=MathJax_SVG id=MathJax-Element-15-Frame tabindex=0 style=font-size:90%;display:inline-block;position:relative data-mathml='<math xmlns="http://www.w3.org/1998/Math/MathML"><mtext is="true"></mtext><msub is="true"><mtext is="true">W</mtext><mrow is="true"><mtext is="true">i</mtext><mtext is="true">j</mtext></mrow></msub><mo is="true">=</mo><mfrac is="true"><mrow is="true"><msubsup is="true"><mi is="true">N</mi><mi is="true">i</mi><mrow is="true"><mi is="true">S</mi><mi is="true">M</mi><mtext is="true"></mtext></mrow></msubsup><mtext is="true"></mtext><msubsup is="true"><mi is="true">N</mi><mi is="true">i</mi><mi is="true">C</mi></msubsup></mrow><mrow is="true"><msubsup is="true"><mi is="true">N</mi><mi is="true">i</mi><mrow is="true"><mi is="true">S</mi><mi is="true">M</mi><mtext is="true"></mtext></mrow></msubsup><mo is="true">+</mo><mtext is="true"></mtext><msubsup is="true"><mi is="true">N</mi><mi is="true">i</mi><mi is="true">C</mi></msubsup></mrow></mfrac></math>' role=presentation><svg xmlns:xlink=http://www.w3.org/1999/xlink width=14.98ex height=4.855ex viewBox="0 -1293.7 6449.6 2090.5" role=img focusable=false style=vertical-align:-1.851ex aria-hidden=true><g stroke=currentColor fill=currentColor stroke-width=0 transform="matrix(1 0 0 -1 0 0)"><g is=true></g><g is=true><g is=true><use href=#MJMAIN-57></use></g><g is=true transform=translate(1028,-150)><g is=true><use transform=scale(0.707) href=#MJMAIN-69></use></g><g is=true transform=translate(196,0)><use transform=scale(0.707) href=#MJMAIN-6A></use></g></g></g><g is=true transform=translate(1819,0)><use href=#MJMAIN-3D></use></g><g is=true transform=translate(2598,0)><g transform=translate(397,0)><rect stroke=none width=3333 height=60 x=0 y=220></rect><g is=true transform=translate(335,588)><g is=true><g is=true><use transform=scale(0.707) href=#MJMATHI-4E></use></g><g is=true transform=translate(646,290)><g is=true><use transform=scale(0.5) href=#MJMATHI-53></use></g><g is=true transform=translate(322,0)><use transform=scale(0.5) href=#MJMATHI-4D></use></g><g is=true></g></g><g is=true transform=translate(568,-180)><use transform=scale(0.5) href=#MJMATHI-69></use></g></g><g is=true></g><g is=true transform=translate(1565,0)><g is=true><use transform=scale(0.707) href=#MJMATHI-4E></use></g><g is=true transform=translate(646,290)><use transform=scale(0.5) href=#MJMATHI-43></use></g><g is=true transform=translate(568,-180)><use transform=scale(0.5) href=#MJMATHI-69></use></g></g></g><g is=true transform=translate(60,-547)><g is=true><g is=true><use transform=scale(0.707) href=#MJMATHI-4E></use></g><g is=true transform=translate(646,290)><g is=true><use transform=scale(0.5) href=#MJMATHI-53></use></g><g is=true transform=translate(322,0)><use transform=scale(0.5) href=#MJMATHI-4D></use></g><g is=true></g></g><g is=true transform=translate(568,-180)><use transform=scale(0.5) href=#MJMATHI-69></use></g></g><g is=true transform=translate(1565,0)><use transform=scale(0.707) href=#MJMAIN-2B></use></g><g is=true></g><g is=true transform=translate(2116,0)><g is=true><use transform=scale(0.707) href=#MJMATHI-4E></use></g><g is=true transform=translate(646,290)><use transform=scale(0.5) href=#MJMATHI-43></use></g><g is=true transform=translate(568,-180)><use transform=scale(0.5) href=#MJMATHI-69></use></g></g></g></g></g></g></svg><span class=MJX_Assistive_MathML role=presentation><math xmlns=http://www.w3.org/1998/Math/MathML><mtext is=true></mtext><msub is=true><mtext is=true>W</mtext><mrow is=true><mtext is=true>i</mtext><mtext is=true>j</mtext></mrow></msub><mo is=true>=</mo><mfrac is=true><mrow is=true><msubsup is=true><mi is=true>N</mi><mi is=true>i</mi><mrow is=true><mi is=true>S</mi><mi is=true>M</mi><mtext is=true></mtext></mrow></msubsup><mtext is=true></mtext><msubsup is=true><mi is=true>N</mi><mi is=true>i</mi><mi is=true>C</mi></msubsup></mrow><mrow is=true><msubsup is=true><mi is=true>N</mi><mi is=true>i</mi><mrow is=true><mi is=true>S</mi><mi is=true>M</mi><mtext is=true></mtext></mrow></msubsup><mo is=true>+</mo><mtext is=true></mtext><msubsup is=true><mi is=true>N</mi><mi is=true>i</mi><mi is=true>C</mi></msubsup></mrow></mfrac></math></span></span></span></span></span>where <span class=math><span class=MathJax_Preview></span><span class=MathJax_SVG id=MathJax-Element-16-Frame tabindex=0 style=font-size:90%;display:inline-block;position:relative data-mathml='<math xmlns="http://www.w3.org/1998/Math/MathML"><msubsup is="true"><mi is="true">N</mi><mi is="true">i</mi><mrow is="true"><mi is="true">S</mi><mi is="true">M</mi><mtext is="true"></mtext></mrow></msubsup></math>' role=presentation><svg xmlns:xlink=http://www.w3.org/1999/xlink width=5.142ex height=3.125ex viewBox="0 -945.9 2214 1345.3" role=img focusable=false style=vertical-align:-0.928ex aria-hidden=true><g stroke=currentColor fill=currentColor stroke-width=0 transform="matrix(1 0 0 -1 0 0)"><g is=true><g is=true><use href=#MJMATHI-4E></use></g><g is=true transform=translate(914,360)><g is=true><use transform=scale(0.707) href=#MJMATHI-53></use></g><g is=true transform=translate(456,0)><use transform=scale(0.707) href=#MJMATHI-4D></use></g><g is=true></g></g><g is=true transform=translate(803,-304)><use transform=scale(0.707) href=#MJMATHI-69></use></g></g></g></svg><span class=MJX_Assistive_MathML role=presentation><math xmlns=http://www.w3.org/1998/Math/MathML><msubsup is=true><mi is=true>N</mi><mi is=true>i</mi><mrow is=true><mi is=true>S</mi><mi is=true>M</mi><mtext is=true></mtext></mrow></msubsup></math></span></span></span> and <span class=math><span class=MathJax_Preview></span><span class=MathJax_SVG id=MathJax-Element-17-Frame tabindex=0 style=font-size:90%;display:inline-block;position:relative data-mathml='<math xmlns="http://www.w3.org/1998/Math/MathML"><msubsup is="true"><mi is="true">N</mi><mi is="true">i</mi><mi is="true">C</mi></msubsup></math>' role=presentation><svg xmlns:xlink=http://www.w3.org/1999/xlink width=3.604ex height=3.125ex viewBox="0 -945.9 1551.8 1345.3" role=img focusable=false style=vertical-align:-0.928ex aria-hidden=true><g stroke=currentColor fill=currentColor stroke-width=0 transform="matrix(1 0 0 -1 0 0)"><g is=true><g is=true><use href=#MJMATHI-4E></use></g><g is=true transform=translate(914,360)><use transform=scale(0.707) href=#MJMATHI-43></use></g><g is=true transform=translate(803,-304)><use transform=scale(0.707) href=#MJMATHI-69></use></g></g></g></svg><span class=MJX_Assistive_MathML role=presentation><math xmlns=http://www.w3.org/1998/Math/MathML><msubsup is=true><mi is=true>N</mi><mi is=true>i</mi><mi is=true>C</mi></msubsup></math></span></span></span> are the sample sizes of the sustainable and conventional management of the management i in study j, respectively (<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>Adams et al., 1997</span></span></a>). For the uncertainty analysis, we reported the means and 95% confidence intervals (CIs) of the Wlog(RR). The CIs were constructed by non-parametric bootstrapping (nboot = 10 000). The bootstrapping was only carried out for treatments with n ≥ 8, as the bootstrap is unreliable when the sample size is too small (<a class="anchor anchor-primary" href=#bib0270 name=bbib0270 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0270><span class=anchor-text-container><span class=anchor-text>Lee et al., 2019</span></span></a>). We considered the effect of treatment as significant if the 95% bootstrap CI did not overlap with zero (<a class="anchor anchor-primary" href=#bib0270 name=bbib0270 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0270><span class=anchor-text-container><span class=anchor-text>Lee et al., 2019</span></span></a>).</div><div class=u-margin-s-bottom id=par0105>C sequestration rate was calculated according to Eq. <a class="anchor anchor-primary" href=#eq0025 name=beq0025 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=eq0025><span class=anchor-text-container><span class=anchor-text>(5)</span></span></a>:<span class=display><span class=formula id=eq0025><span class=label>(5)</span><span class=math><span class=MathJax_Preview></span><span class=MathJax_SVG id=MathJax-Element-18-Frame tabindex=0 style=font-size:90%;display:inline-block;position:relative data-mathml="<math xmlns="http://www.w3.org/1998/Math/MathML"><mtext is="true">C</mtext><mtext is="true"></mtext><mtext is="true">s</mtext><mtext is="true">e</mtext><mtext is="true">q</mtext><mtext is="true">u</mtext><mtext is="true">e</mtext><mtext is="true">s</mtext><mtext is="true">t</mtext><mtext is="true">r</mtext><mtext is="true">a</mtext><mtext is="true">t</mtext><mtext is="true">i</mtext><mtext is="true">o</mtext><mtext is="true">n</mtext><mtext is="true"></mtext><mtext is="true">r</mtext><mtext is="true">a</mtext><mtext is="true">t</mtext><mtext is="true">e</mtext><mtext is="true"></mtext><mo is="true">=</mo><mfrac is="true"><mrow is="true"><mo stretchy="false" is="true">(</mo><msub is="true"><mi is="true">C</mi><mrow is="true"><mi is="true">t</mi><mtext is="true"></mtext></mrow></msub><mo is="true">-</mo><mtext is="true"></mtext><msub is="true"><mi is="true">C</mi><mrow is="true"><msup is="true"><mi is="true">t</mi><mtext is="true">'</mtext></msup></mrow></msub><mo stretchy="false" is="true">)</mo></mrow><mi is="true">t</mi></mfrac></math>" role=presentation><svg xmlns:xlink=http://www.w3.org/1999/xlink width=29.558ex height=3.932ex viewBox="0 -1244 12726.4 1693.1" role=img focusable=false style=vertical-align:-1.043ex aria-hidden=true><g stroke=currentColor fill=currentColor stroke-width=0 transform="matrix(1 0 0 -1 0 0)"><g is=true><use href=#MJMAIN-43></use></g><g is=true></g><g is=true transform=translate(722,0)><use href=#MJMAIN-73></use></g><g is=true transform=translate(1117,0)><use href=#MJMAIN-65></use></g><g is=true transform=translate(1561,0)><use href=#MJMAIN-71></use></g><g is=true transform=translate(2097,0)><use href=#MJMAIN-75></use></g><g is=true transform=translate(2653,0)><use href=#MJMAIN-65></use></g><g is=true transform=translate(3098,0)><use href=#MJMAIN-73></use></g><g is=true transform=translate(3492,0)><use href=#MJMAIN-74></use></g><g is=true transform=translate(3882,0)><use href=#MJMAIN-72></use></g><g is=true transform=translate(4274,0)><use href=#MJMAIN-61></use></g><g is=true transform=translate(4775,0)><use href=#MJMAIN-74></use></g><g is=true transform=translate(5164,0)><use href=#MJMAIN-69></use></g><g is=true transform=translate(5443,0)><use href=#MJMAIN-6F></use></g><g is=true transform=translate(5943,0)><use href=#MJMAIN-6E></use></g><g is=true></g><g is=true transform=translate(6500,0)><use href=#MJMAIN-72></use></g><g is=true transform=translate(6892,0)><use href=#MJMAIN-61></use></g><g is=true transform=translate(7393,0)><use href=#MJMAIN-74></use></g><g is=true transform=translate(7782,0)><use href=#MJMAIN-65></use></g><g is=true></g><g is=true transform=translate(8504,0)><use href=#MJMAIN-3D></use></g><g is=true transform=translate(9283,0)><g transform=translate(397,0)><rect stroke=none width=2925 height=60 x=0 y=220></rect><g is=true transform=translate(60,657)><g is=true><use transform=scale(0.707) href=#MJMAIN-28></use></g><g is=true transform=translate(275,0)><g is=true><use transform=scale(0.707) href=#MJMATHI-43></use></g><g is=true transform=translate(505,-107)><g is=true><use transform=scale(0.5) href=#MJMATHI-74></use></g><g is=true></g></g></g><g is=true transform=translate(1032,0)><use transform=scale(0.707) href=#MJMAIN-2212></use></g><g is=true></g><g is=true transform=translate(1583,0)><g is=true><use transform=scale(0.707) href=#MJMATHI-43></use></g><g is=true transform=translate(505,-249)><g is=true><g is=true><use transform=scale(0.5) href=#MJMATHI-74></use></g><g is=true transform=translate(180,144)><use transform=scale(0.5) href=#MJMAIN-27></use></g></g></g></g><g is=true transform=translate(2529,0)><use transform=scale(0.707) href=#MJMAIN-29></use></g></g><g is=true transform=translate(1334,-347)><use transform=scale(0.707) href=#MJMATHI-74></use></g></g></g></g></svg><span class=MJX_Assistive_MathML role=presentation><math xmlns=http://www.w3.org/1998/Math/MathML><mtext is=true>C</mtext><mtext is=true></mtext><mtext is=true>s</mtext><mtext is=true>e</mtext><mtext is=true>q</mtext><mtext is=true>u</mtext><mtext is=true>e</mtext><mtext is=true>s</mtext><mtext is=true>t</mtext><mtext is=true>r</mtext><mtext is=true>a</mtext><mtext is=true>t</mtext><mtext is=true>i</mtext><mtext is=true>o</mtext><mtext is=true>n</mtext><mtext is=true></mtext><mtext is=true>r</mtext><mtext is=true>a</mtext><mtext is=true>t</mtext><mtext is=true>e</mtext><mtext is=true></mtext><mo is=true>=</mo><mfrac is=true><mrow is=true><mo stretchy=false is=true>(</mo><msub is=true><mi is=true>C</mi><mrow is=true><mi is=true>t</mi><mtext is=true></mtext></mrow></msub><mo is=true>-</mo><mtext is=true></mtext><msub is=true><mi is=true>C</mi><mrow is=true><msup is=true><mi is=true>t</mi><mtext is=true>'</mtext></msup></mrow></msub><mo stretchy=false is=true>)</mo></mrow><mi is=true>t</mi></mfrac></math></span></span></span></span></span>where <em>C<sub>t</sub></em> and <em>C<sub>t’</sub></em> are SOC stocks (Mg C ha<sup>−1</sup>) at the end and at the beginning of the experiment, respectively, and <em>t</em> is the duration of the experiment (years). In most cases, data on initial SOC content were not available, and so they were equalled to SOC stocks in the conventional treatment. This is justified because only comparisons performed under similar soil and climatic conditions were selected for the analysis, and we focused only on the relative performance of sustainable management versus conventional management (<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>Aguilera et al., 2013a</span></span></a>). Most articles did not show SOC stocks, so they were calculated as indicated in equation 6:<span class=display><span class=formula id=eq0030><span>SOC stock = <em>d ρ SOC</em></span></span></span>where <em>d</em> and <em>ρ</em> are soil depth (m) and bulk density (Mg m<sup>−3</sup>) in the soil Ap horizon, respectively. For those studies not showing <em>d</em> or <em>ρ</em>, we could not calculate the SOC stock. We could not assess the effect of fertilization on C sequestration rate since very few studies dealing with organic fertilizers and SOC included the bulk density.</div><div class=u-margin-s-bottom id=par0110>Correlations and regressions between Wlog(RR) of SOC, N, P and yield and the variables soil clay, mean annual temperature, mean annual precipitation and study length were carried out to assess the effect of these environmental variables and the length of study on the response rate of the analysed properties. Statistical analyses were performed with the software IBM SPSS Statistics 24.</div></section></section><section id=sec0025><h2 id=sect0040 class="u-h4 u-margin-l-top u-margin-xs-bottom">3. Results</h2><section id=sec0030><h3 id=sect0045 class="u-h4 u-margin-m-top u-margin-xs-bottom">3.1. Influence of crop diversification</h3><div class=u-margin-s-bottom><div id=par0115>Both annual and permanent intercropping were associated with a significant increase in SOC compared to mono-cropping (<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>a). SOC was slightly higher in PC systems than in AC systems, with a mean Wlog(RR) of 0.33 and 0.17, respectively. On average, C sequestration rate also increased by 0.43 mg ha<sup>−1</sup> yr<sup>−1</sup> in AC and 1.01 mg ha<sup>−1</sup> yr<sup>-1</sup> in PC, with 60% and 71% of studies showing a positive rate (<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>b). The growth of annual crops had no significant effect on soil N, although 71% of values observed were positive, with a mean Wlog(RR) of 0.11. The growth of permanent alley crops was associated with a significant increase in N compared to mono-cropping, with a mean Wlog(RR) of 0.36 (<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). The growth of AC had no significant effect on soil P. The mean of Wlog(RR) for P was negative (-0.20), with 67% of studies showing a negative effect (<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>b). PC systems showed a significant detrimental effect on soil P compared to mono-cropping, with a mean Wlog(RR) of -0.21. Nevertheless, 50% of the studies showed a positive, but very small, effect of PC on soil P, so the mean Wlog(RR) was negative, owing of the high weight of the studies showing a negative effect. Crop yield was not affected by intercropping compared to mono-cropping, with 42–45 % of the studies showing positive effects (<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>).</div><figure class="figure text-xs" id=fig0005><span><img 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height=624 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-S0308521X19306055-gr1_lrg.jpg target=_blank download title="Download high-res image (226KB)"><span class=anchor-text-container><span class=anchor-text>Download: <span class=download-link-title>Download high-res image (226KB)</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-S0308521X19306055-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>. Effects of intercropping, conservation tillage and organic fertilization on soil organic carbon (shown as weighted log response ratio: Wlog(RR)) (A) and differences in Carbon sequestration rates with conventional management (Mg C ha<sup>−1</sup> yr<sup>−1</sup>) (B). The “׀” denotes the mean, and the horizontal bar represents the confidence interval at 95%. The number below each bar indicates the size of the sample. AC: annual crops in intercropping; PC: permanent crops in intercropping; MT: minimum tillage; NT: no-tillage; ORG: organic fertilization.</p></span></span></figure><figure class="figure text-xs" id=fig0010><span><img 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" height=718 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-S0308521X19306055-gr2_lrg.jpg target=_blank download title="Download high-res image (281KB)"><span class=anchor-text-container><span class=anchor-text>Download: <span class=download-link-title>Download high-res image (281KB)</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-S0308521X19306055-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>. Effects of intercropping, conservation tillage and organic fertilization on soil nitrogen and available phosphorus (shown as weighted log response ratio: Wlog(RR)). The “׀” denotes the mean, and the horizontal bar represents the confidence interval at 95%. The number below each bar indicates the size of the sample. The percentages at the right represent the proportion of observations with Wlog(RR) > 0. The number next to each bar indicates the size of the sample. AC: annual crops in intercropping; PC: permanent crops in intercropping; MT: minimum tillage; NT: no-tillage; ORG: organic fertilization.</p></span></span></figure><figure class="figure text-xs" id=fig0015><span><img 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" height=305 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-S0308521X19306055-gr3_lrg.jpg target=_blank download title="Download high-res image (139KB)"><span class=anchor-text-container><span class=anchor-text>Download: <span class=download-link-title>Download high-res image (139KB)</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-S0308521X19306055-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>. Effects of intercropping, conservation tillage and organic fertilization on crop yield (shown as weighted log response ratio: Wlog(RR)). The “׀” denotes the mean, and the horizontal bar represents the confidence interval at 95%. The number below each bar indicates the size of the sample. The percentages at the right represent the proportion of observations with Wlog(RR) > 0. AC: annual crops in intercropping; PC: permanent crops in intercropping; MT: minimum tillage; NT: no-tillage; ORG: organic fertilization.</p></span></span></figure></div></section><section id=sec0035><h3 id=sect0050 class="u-h4 u-margin-m-top u-margin-xs-bottom">3.2. Influence of conservation tillage</h3><div class=u-margin-s-bottom id=par0120>Both MT and NT were associated with a significant increase in SOC compared to conventional tillage (<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>a). There was high overlapping in the response ratio between MT and NT, with Wlog(RR) = 0.28 and 0.26 for MT and NT, respectively. On average, C sequestration rate also increased by 1.54 mg ha<sup>−1</sup> yr<sup>−1</sup> in MT and 1.40 mg ha<sup>−1</sup> yr<sup>-1</sup> in NT, with 75% and 78% of studies showing a positive rate, respectively (<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>b). MT significantly increased soil N compared to conventional tillage (Wlog(RR) = 0.21). However, NT systems had no significant negative effect on N compared to conventional tillage, with Wlog(RR) = 0.09 (<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), although 71% of the studies showed a positive effect. Tillage systems had no significant effect on soil P (<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>b) or crop yield (<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>). However, 78% and 36% of studies showed a positive effect on soil P for MT and NT, respectively.</div></section><section id=sec0040><h3 id=sect0055 class="u-h4 u-margin-m-top u-margin-xs-bottom">3.3. Influence of organic fertilization</h3><div class=u-margin-s-bottom id=par0125>Organic fertilization was associated with a significant increase in SOC and N compared to inorganic fertilization (<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>Figs. 1</span></span></a>a and <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>2</span></span></a> a). This increase was higher for SOC (Wlog(RR) = 0.20) than for N (Wlog(RR) = 0.14). The use of organic fertilizers did not significantly affect soil P, with 50% of studies showing a positive effect (<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>), or yield, with 67% of studies showing a positive effect (<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><span>) compared to <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/inorganic-fertiliser title="Learn more about inorganic fertilizers from ScienceDirect's AI-generated Topic Pages" class=topic-link>inorganic fertilizers</a>. These results indicate that most studies showed positive effects of organic fertilization compared to inorganic fertilization.</span></div></section><section id=sec0045><h3 id=sect0060 class="u-h4 u-margin-m-top u-margin-xs-bottom">3.4. Influence of soil clay, climate and length of study on the studied properties</h3><div class=u-margin-s-bottom><div id=par0130>The response ratios calculated for SOC, N and P were not significantly correlated with clay, temperature or precipitation. However, the response ratios for crop yield showed significant negative correlations with soil clay (R = 0.60; P < 0.01) and temperature (R = 0.36; P < 0.05), and a positive correlation with precipitation (R = 0.35; P < 0.05) (<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>). The experimental length of the different studies was not significantly correlated with any of the studied response ratios (P > 0.05).</div><figure class="figure text-xs" id=fig0020><span><img 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" height=634 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-S0308521X19306055-gr4_lrg.jpg target=_blank download title="Download high-res image (278KB)"><span class=anchor-text-container><span class=anchor-text>Download: <span class=download-link-title>Download high-res image (278KB)</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-S0308521X19306055-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>. Relationship between the weighted natural logarithm of the response ratio of crop yield Wlog(RR) and soil clay (A), mean annual temperature (B) and mean annual precipitation (C).gr4</p></span></span></figure></div></section></section><section id=sec0050><h2 id=sect0065 class="u-h4 u-margin-l-top u-margin-xs-bottom">4. Discussion</h2><section id=sec0055><h3 id=sect0070 class="u-h4 u-margin-m-top u-margin-xs-bottom">4.1. Changes in soil organic carbon and nutrients with intercropping, conservation tillage and organic fertilization</h3><div class=u-margin-s-bottom id=par0135><span>Mediterranean orchards can provide many ecosystem services, such as food production, biodiversity or <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/climate-change title="Learn more about climate change from ScienceDirect's AI-generated Topic Pages" class=topic-link>climate change</a> mitigation (</span><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>Aguilera et al., 2013b</span></span></a>; <a class="anchor anchor-primary" href=#bib0270 name=bbib0270 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0270><span class=anchor-text-container><span class=anchor-text>Lee et al., 2019</span></span></a><span><span>). However, they are influenced by socioeconomic factors, such as subsidies, farm mechanization, permanent accessibility to fertilizers, government policies, international agreements and farmers’ training, that have led overall to intensive mono-cropping systems. This cropping system may compromise long-term sustainability owing to <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/soil-degradation title="Learn more about soil degradation from ScienceDirect's AI-generated Topic Pages" class=topic-link>soil degradation</a> and loss by intensive tillage and maintenance of bare soil in the alleys during the entire </span><a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/growing-season title="Learn more about growing season from ScienceDirect's AI-generated Topic Pages" class=topic-link>growing season</a> (</span><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>Almagro et al., 2016</span></span></a>; <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>Almagro and Martínez-Mena, 2014</span></span></a>; <a class="anchor anchor-primary" href=#bib0365 name=bbib0365 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0365><span class=anchor-text-container><span class=anchor-text>Parras-Alcántara et al., 2016</span></span></a>). The overall absence of cover crops and the intense tillage in Mediterranean orchards is related to farmers’ perceptions about competition with the cash crop for nutrients and especially water, and the traditional belief that a “clean” and “tidy” orchard must always be free of vegetation except for the trees (<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>Cerdà et al., 2018</span></span></a>, <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>2017</span></span></a>; <a class="anchor anchor-primary" href=#bib0385 name=bbib0385 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0385><span class=anchor-text-container><span class=anchor-text>Ramos et al., 2010</span></span></a><span>). This perception is magnified during the pronounced <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/dry-season title="Learn more about dry season from ScienceDirect's AI-generated Topic Pages" class=topic-link>dry season</a><span>, a characteristic of the Mediterranean climate, which causes long periods of water stress due to potentially higher levels of <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/evapotranspiration title="Learn more about evapotranspiration from ScienceDirect's AI-generated Topic Pages" class=topic-link>evapotranspiration</a> than precipitation in many areas (</span></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>Almagro and Martínez-Mena, 2014</span></span></a>; <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>Guzmán et al., 2019</span></span></a>; <a class="anchor anchor-primary" href=#bib0370 name=bbib0370 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0370><span class=anchor-text-container><span class=anchor-text>Pérez-Álvarez et al., 2015</span></span></a>; <a class="anchor anchor-primary" href=#bib0415 name=bbib0415 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0415><span class=anchor-text-container><span class=anchor-text>Sastre et al., 2018</span></span></a>; <a class="anchor anchor-primary" href=#bib0465 name=bbib0465 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0465><span class=anchor-text-container><span class=anchor-text>Zornoza et al., 2018</span></span></a>). However, the combination of soil degradation and climate change can increase the vulnerability of the Mediterranean orchards and therefore their long-term sustainability, compromising the economy depending on them (<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>Dono et al., 2016</span></span></a>; <a class="anchor anchor-primary" href=#bib0395 name=bbib0395 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0395><span class=anchor-text-container><span class=anchor-text>Rocamora-Montiel et al., 2014</span></span></a><span>). As a consequence, actions are needed to revert the current <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/land-degradation title="Learn more about land degradation from ScienceDirect's AI-generated Topic Pages" class=topic-link>land degradation</a> trends through adoption of sustainable cropping systems that decrease soil loss by erosion, increase soil fertility and biodiversity and secure food production by maintenance of high yields.</span></div><div class=u-margin-s-bottom id=par0140><span>Crop diversification and conservation <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/agricultural-science title="Learn more about agriculture from ScienceDirect's AI-generated Topic Pages" class=topic-link>agriculture</a> is now increasingly recognized for its capacity to minimize trade-offs between ecosystem services and maximize synergies between them (</span><a class="anchor anchor-primary" href=#bib0280 name=bbib0280 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0280><span class=anchor-text-container><span class=anchor-text>Li et al., 2019</span></span></a>; <a class="anchor anchor-primary" href=#bib0405 name=bbib0405 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0405><span class=anchor-text-container><span class=anchor-text>Rosa-Schleich et al., 2019</span></span></a>; <a class="anchor anchor-primary" href=#bib0455 name=bbib0455 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0455><span class=anchor-text-container><span class=anchor-text>Yang et al., 2019</span></span></a><span><span>). This meta-analysis helps confirm the overall benefits of <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/alley-cropping title="Learn more about alley cropping from ScienceDirect's AI-generated Topic Pages" class=topic-link>alley cropping</a><span> in orchards that associated with conservation tillage, organic fertilization on soil quality and health, and C sequestration in Mediterranean agroecosystems due to the maintained inputs of <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/soil-organic-matter title="Learn more about SOM from ScienceDirect's AI-generated Topic Pages" class=topic-link>SOM</a>, which improve </span></span><a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/soil-structure title="Learn more about soil structure from ScienceDirect's AI-generated Topic Pages" class=topic-link>soil structure</a> and fertility and are therefore associated with increased soil biological activity (</span><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>Álvarez et al., 2007</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>Bastida et al., 2012</span></span></a>; <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>Castro et al., 2008</span></span></a>; <a class="anchor anchor-primary" href=#bib0385 name=bbib0385 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0385><span class=anchor-text-container><span class=anchor-text>Ramos et al., 2010</span></span></a>; <a class="anchor anchor-primary" href=#bib0445 name=bbib0445 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0445><span class=anchor-text-container><span class=anchor-text>Vignozzi et al., 2019</span></span></a>). Although the discussion continues regarding the most appropriate soil properties or approaches able to indicate soil quality or soil health, SOC and N are two of the most commonly used internationally recognised soil quality indicators owing to the ecosystem services they provide (<a class="anchor anchor-primary" href=#bib0460 name=bbib0460 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0460><span class=anchor-text-container><span class=anchor-text>Zornoza et al., 2015</span></span></a><span>). Therefore, the increases observed in the SOC, soil N and C sequestration rates in this study following the adoption of sustainable cropping systems, associated with high yields, can be used as indicators of soil quality improvement with maintenance of <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/land-productivity title="Learn more about land productivity from ScienceDirect's AI-generated Topic Pages" class=topic-link>land productivity</a>. This finding aligns with the principles addressed by </span><a class="anchor anchor-primary" href=#bib0275 name=bbib0275 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0275><span class=anchor-text-container><span class=anchor-text>Letey et al. (2003)</span></span></a> to assess soil quality, focusing more on soil use, not function or capacity, as the criteria for attribute evaluation. These results, therefore, should be used to raise farmers’ awareness about the strengths of the cropping practices assessed through this meta-analysis, which achieve the combined goals of high crop production, low environmental degradation and sustained use of resources (<a class="anchor anchor-primary" href=#bib0275 name=bbib0275 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0275><span class=anchor-text-container><span class=anchor-text>Letey et al., 2003</span></span></a>; <a class="anchor anchor-primary" href=#bib0460 name=bbib0460 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0460><span class=anchor-text-container><span class=anchor-text>Zornoza et al., 2015</span></span></a>).</div><div class=u-margin-s-bottom id=par0145>The use of intercropping, associated with conservation tillage, is characterized by minimal soil disturbance, ground cover in the alleys during at least some periods of the crop cycle, improved biodiversity and biological processes in the soil, and the preservation of multiple ecosystem services (<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>Aguilera et al., 2013a</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>Chamizo et al., 2017</span></span></a>; <a class="anchor anchor-primary" href=#bib0270 name=bbib0270 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0270><span class=anchor-text-container><span class=anchor-text>Lee et al., 2019</span></span></a>; <a class="anchor anchor-primary" href=#bib0430 name=bbib0430 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0430><span class=anchor-text-container><span class=anchor-text>Taguas et al., 2015</span></span></a><span><span>). Annual or permanent crops can be grown in the alleys solely to prevent <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/soil-erosion title="Learn more about soil erosion from ScienceDirect's AI-generated Topic Pages" class=topic-link>soil erosion</a> and enhance soil quality, water retention, soil nutrients, contribute to weed suppression and attract </span><a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/pollinator title="Learn more about pollinators from ScienceDirect's AI-generated Topic Pages" class=topic-link>pollinators</a> and auxiliary fauna, which are especially important effects in desertification-prone Mediterranean agroecosystems (e.g., </span><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>Almagro et al., 2016</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>Chamizo et al., 2017</span></span></a>; <a class="anchor anchor-primary" href=#bib0225 name=bbib0225 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0225><span class=anchor-text-container><span class=anchor-text>Hernández et al., 2005</span></span></a>; <a class="anchor anchor-primary" href=#bib0265 name=bbib0265 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0265><span class=anchor-text-container><span class=anchor-text>Koch et al., 2015</span></span></a>; <a class="anchor anchor-primary" href=#bib0380 name=bbib0380 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0380><span class=anchor-text-container><span class=anchor-text>Ramos et al., 2011</span></span></a>; <a class="anchor anchor-primary" href=#bib0430 name=bbib0430 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0430><span class=anchor-text-container><span class=anchor-text>Taguas et al., 2015</span></span></a>). However, they can also be grown to provide, despite the latter ecosystem services, an alternative crop with economic profitability for the farmer, such as food, feed or industrial products, increasing the resilience of the system to pest/disease incidences and market volatility (e.g., <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>Barnes et al., 2015</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>Bateni et al., 2019</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>Cardinael et al., 2015</span></span></a>; <a class="anchor anchor-primary" href=#bib0235 name=bbib0235 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0235><span class=anchor-text-container><span class=anchor-text>Hugo et al., 2008</span></span></a>; <a class="anchor anchor-primary" href=#bib0375 name=bbib0375 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0375><span class=anchor-text-container><span class=anchor-text>Querné et al., 2017</span></span></a><span><span>). Most alley crops used in Mediterranean orchards are either natural grasses, cereals, legumes or a mixture of legumes and cereals for environmental benefits or aromatics, such as <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/lavandula title="Learn more about lavender from ScienceDirect's AI-generated Topic Pages" class=topic-link>lavender</a>, sage, rosemary, thyme, alfalfa, </span><a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/vicia-faba title="Learn more about fava bean from ScienceDirect's AI-generated Topic Pages" class=topic-link>fava bean</a>, wheat, barley or asparagus for direct economic profitability (</span><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>Almagro et al., 2016</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>Bateni et al., 2019</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>Cardinael et al., 2015</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>Chamizo et al., 2017</span></span></a>; <a class="anchor anchor-primary" href=#bib0235 name=bbib0235 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0235><span class=anchor-text-container><span class=anchor-text>Hugo et al., 2008</span></span></a>; <a class="anchor anchor-primary" href=#bib0375 name=bbib0375 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0375><span class=anchor-text-container><span class=anchor-text>Querné et al., 2017</span></span></a>; <a class="anchor anchor-primary" href=#bib0380 name=bbib0380 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0380><span class=anchor-text-container><span class=anchor-text>Ramos et al., 2011</span></span></a>, <a class="anchor anchor-primary" href=#bib0385 name=bbib0385 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0385><span class=anchor-text-container><span class=anchor-text>2010</span></span></a>; <a class="anchor anchor-primary" href=#bib0430 name=bbib0430 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0430><span class=anchor-text-container><span class=anchor-text>Taguas et al., 2015</span></span></a>). Independent of the final objective of the alley crops, they were shown to have increased SOC and C sequestration rates with permanent or annual intercropping and soil N content in permanent intercropping, contributing to the maintenance of high quality soils.</div><div class=u-margin-s-bottom id=par0150><span>In our meta-analysis, SOC and N were positively influenced by the presence of alley crops, independent of the orchard type. The presence of permanent vegetation had a more positive effect than the growth of annual crops, mostly for N. Permanent vegetation can enhance SOC and N through the continuous release of <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/root-exudate title="Learn more about root exudates from ScienceDirect's AI-generated Topic Pages" class=topic-link>root exudates</a> and litter deposition content, contributing to effective C sequestration (</span><a class="anchor anchor-primary" href=#bib0415 name=bbib0415 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0415><span class=anchor-text-container><span class=anchor-text>Sastre et al., 2018</span></span></a>). The growth of annual crops is normally related to bare soil periods with at least minimum tillage. Therefore, annual alley crops have lower potential to increase SOM as much as permanent vegetation, related to the lower C inputs to the soil (<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>Belmonte et al., 2018</span></span></a>; <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>Daryanto et al., 2018</span></span></a>). When permanent cover crops were used, the P content in the soil did not follow the increasing trend observed with N, which may likely be due to the higher P demands of the permanent vegetation growing in the alleys.</div><div class=u-margin-s-bottom id=par0155>The synergy between intercropping and conservation tillage is associated with physical soil improvement, water conservation and the prevention of increases in CO<sub>2</sub> emissions (<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>Almagro et al., 2016</span></span></a>; <a class="anchor anchor-primary" href=#bib0425 name=bbib0425 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0425><span class=anchor-text-container><span class=anchor-text>Simoes et al., 2014</span></span></a>). Intensive tillage is applied by farmers to promote soil aeration and water infiltration and to reduce the growth of weeds. However, it can have other drawbacks, such as the destruction of soil aggregates, decreases in soil aggregate stability, damage to soil organisms and an increase in soil vulnerability to erosion (<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>García-Díaz et al., 2018</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>Gómez et al., 2009</span></span></a>; <a class="anchor anchor-primary" href=#bib0410 name=bbib0410 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0410><span class=anchor-text-container><span class=anchor-text>Ruiz-Colmenero et al., 2013</span></span></a><span>). In addition, intensive tillage may induce <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/alpha-oxidation title="Learn more about oxidation from ScienceDirect's AI-generated Topic Pages" class=topic-link>oxidation</a> of organic compounds by aerobic microorganisms due to increased aeration, which could result in a loss of SOC and increased greenhouse gas emissions (</span><a class="anchor anchor-primary" href=#bib0350 name=bbib0350 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0350><span class=anchor-text-container><span class=anchor-text>Palese et al., 2014a</span></span></a>, <a class="anchor anchor-primary" href=#bib0355 name=bbib0355 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0355><span class=anchor-text-container><span class=anchor-text>2014b</span></span></a><span>). Conservation tillage, however, is usually associated with increases in SOC concentrations by decreasing SOM mineralization, which is associated with increases in <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/soil-water-retention title="Learn more about soil water retention from ScienceDirect's AI-generated Topic Pages" class=topic-link>soil water retention</a> (</span><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>Almagro et al., 2016</span></span></a>; <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>Garcia-Franco et al., 2015</span></span></a><span>). In addition to decreasing aeration and disruption of soil aggregates, this positive effect on soil organic matter due to conservation tillage is also related to the stratification of SOM in different depths, which has been reported to positively affect <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/erosion-control title="Learn more about erosion control from ScienceDirect's AI-generated Topic Pages" class=topic-link>erosion control</a> and nutrient and water conservation (</span><a class="anchor anchor-primary" href=#bib0230 name=bbib0230 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0230><span class=anchor-text-container><span class=anchor-text>Hernanz et al., 2009</span></span></a><span>). Despite the absence of differences with regard to NT and MT in SOC, N showed higher values in MT than in NT. This finding can be related to the high <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/soil-compaction title="Learn more about soil compaction from ScienceDirect's AI-generated Topic Pages" class=topic-link>soil compaction</a> and sealing that takes place in dry Mediterranean areas when NT is applied as a consequence of the low SOM content, leading to reduced N mineralization rates and the resulting low soil N availability (</span><a class="anchor anchor-primary" href=#bib0290 name=bbib0290 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0290><span class=anchor-text-container><span class=anchor-text>López-Garrido et al., 2014</span></span></a>; <a class="anchor anchor-primary" href=#bib0310 name=bbib0310 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0310><span class=anchor-text-container><span class=anchor-text>Martínez-Mena et al., 2013</span></span></a>). Nonetheless, the average value of soil depth in the studies used in this meta-analysis is 19 cm, ranging from 5 to 60 cm (see the database attached as Supplementary Material). The effect of conservation tillage on deeper soil layers, therefore, could not be assessed within this meta-analysis.</div><div class=u-margin-s-bottom id=par0160><span>The use of organic fertilizers has been proposed to enhance soil quality and <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/carbon-sequestration title="Learn more about carbon sequestration from ScienceDirect's AI-generated Topic Pages" class=topic-link>carbon sequestration</a> in comparison to inorganic fertilizers (</span><a class="anchor anchor-primary" href=#bib0325 name=bbib0325 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0325><span class=anchor-text-container><span class=anchor-text>Montes-Borrego et al., 2013</span></span></a>; <a class="anchor anchor-primary" href=#bib0360 name=bbib0360 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0360><span class=anchor-text-container><span class=anchor-text>Parras-Alcántara et al., 2015</span></span></a><span>). Moreover, the use of lignin-rich organic fertilizers in fruit orchards can create an <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/organic-horizons title="Learn more about organic horizon from ScienceDirect's AI-generated Topic Pages" class=topic-link>organic horizon</a> with high biological activity, which could transfer the organic C to the mineral horizons (</span><a class="anchor anchor-primary" href=#bib0295 name=bbib0295 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0295><span class=anchor-text-container><span class=anchor-text>López et al., 2014</span></span></a><span>). Our results demonstrate the increase of SOC in orchards with organic <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> compared to inorganic fertilizers. In addition, from a climate change mitigation approach, the addition of organic fertilizers is also related to the reduction in the use of synthetic fertilizers and the GHG emissions related to their production (</span><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>Aguilera et al., 2013b</span></span></a>). However, the growth of permanent crops and conservation tillage resulted in a larger increase in SOC than the addition of organic fertilizers (<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><span>). Thus, although the replacement of inorganic fertilizers by organic fertilizers is a positive strategy to increase soil organic matter, the adoption of diversified cropping systems with conservation tillage is even more effective. This disparity may be related to the protection exerted by vegetation on the soil, with the release of root exudates, accumulation of litter, and incorporation of crop residues into the soil as <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/green-manure title="Learn more about green manure from ScienceDirect's AI-generated Topic Pages" class=topic-link>green manure</a> in the case of annual crops.</span></div><div class=u-margin-s-bottom id=par0165>It is interesting to highlight that the response ratios of the different soil properties analysed were not correlated with the climatic variables of mean annual temperature and mean annual precipitation. Thus, these results suggest that the response of SOC, soil N and soil P to management practices is not highly dependent on the specific climatic conditions of the region, with positive effects of intercropping, conservation tillage and organic fertilization on soil quality occurring independent of the specific heat or aridity of the area. Although no significant effect of the experimental length of study was observed in our analysis, this lack of effect could have been influenced by the relatively small quantity of papers showing long-term results. Only 40% of the experimental treatments had an experimental length > 5 years, and only 13% of them had an experimental length > 10 years. Thus, there is a need for publication of studies dealing with the long-term effect of intercropping, conservation tillage and organic fertilization in Mediterranean orchards to assess their trends over time.</div></section><section id=sec0060><h3 id=sect0075 class="u-h4 u-margin-m-top u-margin-xs-bottom">4.2. Changes in tree crop yield with intercropping, conservation tillage and organic fertilization</h3><div class=u-margin-s-bottom id=par0170>Food production is the primary function of orchards, but unsustainable cropping systems and climate change threaten high crop yields in Mediterranean climates (<a class="anchor anchor-primary" href=#bib0245 name=bbib0245 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0245><span class=anchor-text-container><span class=anchor-text>Iglesias et al., 2011</span></span></a><span>). Our results showed a potential for alternative cropping systems with no negative effects on the cash crop yield, but with benefits for soil quality and biodiversity. Despite farmers’ perceptions about reduced crop yield with the implementation of alley crops, conservation tillage or organic fertilizers, these practices have not provided negative effects on crop yields compared to conventional systems. This result supports that alley crops, no-tillage or <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/reduced-tillage title="Learn more about reduced tillage from ScienceDirect's AI-generated Topic Pages" class=topic-link>reduced tillage</a> and the incorporation of nutrients as organic amendments affect soil structure and fertility positively, with higher availability of nutrients and water retention due to increased SOM and soil aggregation (</span><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>Almagro et al., 2017</span></span></a>; <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>Daryanto et al., 2018</span></span></a>; <a class="anchor anchor-primary" href=#bib0320 name=bbib0320 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0320><span class=anchor-text-container><span class=anchor-text>Montanaro et al., 2017</span></span></a><span>). Moreover, the presence of a vegetation cover in the alleys of orchards can provide habitat for arthropod predators and <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/parasitoid title="Learn more about parasitoids from ScienceDirect's AI-generated Topic Pages" class=topic-link>parasitoids</a>, which promote biological control by feeding on pests and microorganisms (Paredes et al., 2015).</span></div><div class=u-margin-s-bottom id=par0175><span>Alley crops showed no negative overall effect size on crop yield. However, it is true that some studies used in this meta-analysis detected that the growth of annual crops and mostly permanent crops can have negative effects on the <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/tree-yields title="Learn more about tree yield from ScienceDirect's AI-generated Topic Pages" class=topic-link>tree yield</a> (e.g., </span><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>Atucha et al., 2013</span></span></a>; <a class="anchor anchor-primary" href=#bib0225 name=bbib0225 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0225><span class=anchor-text-container><span class=anchor-text>Hernández et al., 2005</span></span></a>; <a class="anchor anchor-primary" href=#bib0260 name=bbib0260 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0260><span class=anchor-text-container><span class=anchor-text>Klodd et al., 2016</span></span></a>; <a class="anchor anchor-primary" href=#bib0390 name=bbib0390 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0390><span class=anchor-text-container><span class=anchor-text>Ripoche et al., 2011</span></span></a>; <a class="anchor anchor-primary" href=#bib0430 name=bbib0430 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0430><span class=anchor-text-container><span class=anchor-text>Taguas et al., 2015</span></span></a>). Furthermore, while climatic conditions were not correlated to the response ratio of soil properties to the analysed management practices, they were related to the response ratio of the crop yield. Our results showed that the response ratio of crop yields tended to be lower in those areas with higher temperature and lower precipitation compared to the control (<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>), and therefore, there were lower increases or even decreases in crop yields compared to the conventional systems. Therefore, farmers’ perception that alley crops can decrease soil moisture and consequently compete with tree crops for water seems to be important in those areas with higher aridity and warm temperatures. As a consequence, to avoid the excessive competition with alley crops which can negatively affect the cash crop yield, the use of annual crops can be used instead of permanent crops that need to be efficiently managed. The growth of annual crops allows the management of the ground cover to remove the secondary crops in the critical periods when competition for water or nutrients is high, such as summer or when the fruit is forming, avoiding negative effects on yields (<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>Daryanto et al., 2018</span></span></a>; <a class="anchor anchor-primary" href=#bib0350 name=bbib0350 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0350><span class=anchor-text-container><span class=anchor-text>Palese et al., 2014a</span></span></a>, <a class="anchor anchor-primary" href=#bib0355 name=bbib0355 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0355><span class=anchor-text-container><span class=anchor-text>2014b</span></span></a>). The nutrient requirements of the trees are higher when the fruit is forming, so the early elimination of competition for nutrients by alley crop removal at this critical stage should be encouraged (<a class="anchor anchor-primary" href=#bib0350 name=bbib0350 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0350><span class=anchor-text-container><span class=anchor-text>Palese et al., 2014a</span></span></a>, <a class="anchor anchor-primary" href=#bib0355 name=bbib0355 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0355><span class=anchor-text-container><span class=anchor-text>2014b</span></span></a>). Furthermore, it has been reported that due to their deep and fibrous rooting systems, species from the Poaceae family generally result in higher evapotranspiration rates than legumes (<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>Duval et al., 2016</span></span></a>), so legumes could be good candidates for alley cropping in dry areas. According to our results, a limit of 470 mm of mean annual precipitation and a mean annual temperature of 15.5 °C may be suggested as thresholds for which caution should be exercised by farmers to avoid negative effects on tree crop yields (<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>). A thorough management of the alley crops in regions with temperatures over and precipitation under this threshold should be implemented with the removal of annual crops during those critical periods when there can be competition with the cash crop, as discussed above.</div><div class=u-margin-s-bottom id=par0180>Conventional tillage is usually performed to remove weeds, and thus avoid water and nutrient competition, and to incorporate fertilizers and manure into the soil (<a class="anchor anchor-primary" href=#bib0350 name=bbib0350 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0350><span class=anchor-text-container><span class=anchor-text>Palese et al., 2014a</span></span></a>, <a class="anchor anchor-primary" href=#bib0355 name=bbib0355 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0355><span class=anchor-text-container><span class=anchor-text>2014b</span></span></a>). However, conservation tillage showed no negative effects on crop yields because the increase in SOM can positively influence water storage capacity and the availability of nutrients in soil (<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>Almagro et al., 2016</span></span></a>; <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>Garcia-Franco et al., 2015</span></span></a>). However, after assessing all effects on crop yields with regard to no-tillage or minimum tillage, we have found that, although no overall negative effects have been detected under minimum tillage in the various studies, under arid and semiarid conditions, no-tillage may have negative effects on crop yields in rainfed orchards, especially in almond and olive groves (<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>De Leijster et al., 2019</span></span></a>; <a class="anchor anchor-primary" href=#bib0225 name=bbib0225 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0225><span class=anchor-text-container><span class=anchor-text>Hernández et al., 2005</span></span></a>; <a class="anchor anchor-primary" href=#bib0310 name=bbib0310 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0310><span class=anchor-text-container><span class=anchor-text>Martínez-Mena et al., 2013</span></span></a>; <a class="anchor anchor-primary" href=#bib0445 name=bbib0445 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0445><span class=anchor-text-container><span class=anchor-text>Vignozzi et al., 2019</span></span></a>). This negative impact can be related to the high soil compaction and sealing due to low SOM content, leading to a lack of sufficient soil aeration and reduced N mineralization rate (<a class="anchor anchor-primary" href=#bib0290 name=bbib0290 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0290><span class=anchor-text-container><span class=anchor-text>López-Garrido et al., 2014</span></span></a>; <a class="anchor anchor-primary" href=#bib0310 name=bbib0310 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0310><span class=anchor-text-container><span class=anchor-text>Martínez-Mena et al., 2013</span></span></a>). This soil compaction may induce N limitations in the crop, hamper root development and hinder gas exchange in the roots. Under these conditions, minimum tillage is recommended to break soil compactness, unless until SOM is increased so that no compaction is produced (<a class="anchor anchor-primary" href=#bib0290 name=bbib0290 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0290><span class=anchor-text-container><span class=anchor-text>López-Garrido et al., 2014</span></span></a>; <a class="anchor anchor-primary" href=#bib0310 name=bbib0310 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0310><span class=anchor-text-container><span class=anchor-text>Martínez-Mena et al., 2013</span></span></a>).</div><div class=u-margin-s-bottom id=par0185>Crop yield differences between organic and conventional farming have been reported to average 20% (<a class="anchor anchor-primary" href=#bib0270 name=bbib0270 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0270><span class=anchor-text-container><span class=anchor-text>Lee et al., 2019</span></span></a>), a difference that is normally explained by the difficulty of managing soil P in organic systems (<a class="anchor anchor-primary" href=#bib0340 name=bbib0340 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0340><span class=anchor-text-container><span class=anchor-text>Oehl et al., 2002</span></span></a>). The lack of a significant negative effect of organic fertilization compared to inorganic fertilization on crop yield might therefore be related to the absence of a negative influence of organic fertilization on available P in soil (<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>). Soil available P content was significantly correlated with crop yields using all the experiments included in this meta-analysis (R = 0.34; P < 0.01), highlighting the importance of soil P on land productivity. Thus, under current management practices in Mediterranean orchards, nutrients such as N and P are not reduced with the adoption of organic fertilizers, while also maintaining the same yields. Therefore, increasing soil organic matter leads to no economic losses expected for farmers in addition to positive effects on soil quality.</div><div class=u-margin-s-bottom id=par0190><span>Texture is one of the most important variables of soil because it can affect gas exchange, thermic conductivity, aggregates and <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/root-growth title="Learn more about root growth from ScienceDirect's AI-generated Topic Pages" class=topic-link>root growth</a>. Moreover, clay enhances water retention in soils and has a high capacity for cation exchange (</span><a class="anchor anchor-primary" href=#bib0330 name=bbib0330 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0330><span class=anchor-text-container><span class=anchor-text>Nguyen and Marschner, 2014</span></span></a>). Therefore, soils with low clay content tend to be associated with low availability of nutrients and water for plant growth (<a class="anchor anchor-primary" href=#bib0460 name=bbib0460 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0460><span class=anchor-text-container><span class=anchor-text>Zornoza et al., 2015</span></span></a>). Our study has detected that soil clay content can influence the response of crop yield to intercropping, conservation tillage and organic fertilization since soils with lower clay content were related to higher response ratios in crop yield than soils with high clay content (<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>). Thus, in soils with low clay content and the associated lower potential fertility, the effects of intercropping, conservation tillage and organic fertilization are more evident than in soils with higher potential fertility, likely associated with the improvements in soil structure and fertility by the adoption of these practices, as discussed in Section 4.1.</div><div class=u-margin-s-bottom id=par0195>It is important to highlight that the consulted articles only reported data on the tree yield, without specifications about complementary yields with cultivation of secondary crops in the alleys (intercropping systems) nor the effects on the land equivalent ratio (LER). LER is used to characterize land use efficiency by representing the sum of the relative yields in an intercrop compared to the sole crop yields. When LER > 1, the intercropping system is advantageous since it produces more yields with the same land requirements (<a class="anchor anchor-primary" href=#bib0315 name=bbib0315 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0315><span class=anchor-text-container><span class=anchor-text>Mead and Willey, 1980</span></span></a>). Thus, for the study of yield from all crops in the orchard, the analysis of LER is needed to conclude that intercropping has actual detrimental effects on crop yield since the overall productivity of the land could be enhanced. In this sense, <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>Bai et al. (2016)</span></span></a><span> reported LERs of 1.34, 1.44 and 1.33 in mixed systems between rainfed apricots and peanuts, <a href=https://www.sciencedirect.com/topics/agricultural-and-biological-sciences/panicum-miliaceum title="Learn more about millet from ScienceDirect's AI-generated Topic Pages" class=topic-link>millet</a> and sweet potato, respectively, in a semiarid area of China. </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>Arenas-Corraliza et al. (2018)</span></span></a> also reported an LER > 1.34 in a hybrid walnut silvoarable system intercropped with wheat and barley in Spain. These authors concluded that intercropping systems may improve the productivity of rainfed agriculture more than sole pure plantations, especially when a drought adapted crop is used. However, it is true that many cover crops are just grown for environmental benefits, so the LER concept should be adjusted for the value of the product in orchards to make sense as a management decision-making criterion.</div><div class=u-margin-s-bottom id=par0200>Social services were not assessed in this meta-analysis. However, the adoption of diversified cropping systems in Mediterranean orchards, with high diversity and aesthetic value, can attract tourism to rural areas and provide an opportunity for farmers to diversify their incomes (<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>Brandth and Haugen, 2011</span></span></a>). For example, almond and olive groves intercropped with flowers such as legumes or aromatics in the alleys (<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>Belmonte et al., 2018</span></span></a>; <a class="anchor anchor-primary" href=#bib0235 name=bbib0235 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0235><span class=anchor-text-container><span class=anchor-text>Hugo et al., 2008</span></span></a>; <a class="anchor anchor-primary" href=#bib0335 name=bbib0335 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0335><span class=anchor-text-container><span class=anchor-text>Novara et al., 2019</span></span></a>; <a class="anchor anchor-primary" href=#bib0400 name=bbib0400 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0400><span class=anchor-text-container><span class=anchor-text>Rodrigues et al., 2015</span></span></a>) can increase the aesthetic value of the landscape, attracting tourism and enhancing the profitability of the agroecosystems, as in the case of the High Provence in France, where lavender has become a tourist attraction (<a class="anchor anchor-primary" href=#bib0300 name=bbib0300 data-sd-ui-side-panel-opener=true data-xocs-content-type=reference data-xocs-content-id=bib0300><span class=anchor-text-container><span class=anchor-text>Lorenzini, 2010</span></span></a>).</div></section></section><section id=sec0065><h2 id=sect0080 class="u-h4 u-margin-l-top u-margin-xs-bottom">5. Conclusions</h2><div class=u-margin-s-bottom id=par0205>The results of our meta-analysis highlighted the overall positive effects of intercropping, conservation tillage (minimum tillage and no-tillage) and organic fertilization on SOC and soil N contents, with general increases compared to mono-cropping, conventional tillage and inorganic fertilization. Nonetheless, the adoption of no-tillage had no positive effect on soil N. The growth of permanent crops in the alleys led to higher increases in SOC and soil N. However, this practice was related to negative effects on available P in the soil. Intercropping, conservation tillage or organic fertilizers had no significant effects on crop yield compared to conventional systems. However, the response of crop yield to these practices was related to the specific climatic conditions of the area, with possible negative effects in regions with low precipitation and high mean annual temperature. Thus, to avoid potential problems with nutritional deficits for crops and water stress, the growth of annual crops in the alleys, together with minimum tillage and organic fertilization seems the best alternative, with increases in soil organic matter and nitrogen content that positively improve soil quality and make the agroecosystem more resilient to drought and erosion events, with no negative effects on tree crop yield. The incorporation of such cropping systems and practices in policy measures could provide a meaningful contribution to securing the long-term soil quality of Mediterranean orchards. Our results also suggested the soil properties evaluated were not the main drivers of long-term yield variability.</div></section></div><section id=coi0005><h2 id=sect0085 class="u-h4 u-margin-l-top u-margin-xs-bottom">Declaration of Competing Interest</h2><div class=u-margin-s-bottom id=par0215>The authors declare that they have no known competing financial interests or personal relationships that could have appeared to influence the work reported in this paper.</div></section><section id=ack0005><h2 id=sect0090 class="u-h4 u-margin-l-top u-margin-xs-bottom">Acknowledgements</h2><div class=u-margin-s-bottom id=par0220>This work was supported by the <span id=gs0005>European Commission Horizon 2020 project Diverfarming</span> [grant agreement <a class="anchor anchor-primary" href=#gs0005><span class=anchor-text-container><span class=anchor-text>728003</span></span></a>]. Raúl Zornoza acknowledges the financial support from the <span id=gs0010>Spanish Ministry of Science, Innovation and Universities</span> through the “Ramón y Cajal” Program [RYC-2015-18758].</div></section></div><div class="related-content-links u-display-none-from-md sf-hidden"></div><div id=ec-research-data class=u-margin-s-bottom><h2 class=text-m>Research data for this article</h2><div class="ec-research-data-card ec-mendeley-data"><div class="ec-research-data-card-header ec-md"><img alt="Mendeley logo" src=data:image/svg+xml;base64,<?xml version="1.0" encoding="utf-8"?>
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></div><div><div class="ec-research-data-card-entry ec-md"><div class="ec-research-data-card-licence ec-md">for download under the <a class="anchor ec-anchor-licence anchor-primary" href=http://creativecommons.org/licenses/by/4.0 target=_blank aria-label="CC BY 4.0 licence"><span class=anchor-text-container><span class=anchor-text>CC BY 4.0 licence</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="ec-research-data-card-name ec-md"><a class="anchor anchor-primary" href=https://data.mendeley.com/datasets/yzyh767b6z/1 target=_blank aria-label="Data for: The impact of intercropping, cover cropping and management practices on soil and woody crops yield under Mediterranean conditions: a meta-analysis of field studies"><span class=anchor-text-container><span class=anchor-text><span><span>Data for: The impact of intercropping, cover cropping and management practices on soil and woody crops yield under Mediterranean conditions: a meta-analysis of field studies</span></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></span></a></div><div class="ec-research-data-card-description ec-md"><div><div>We provide the data and meta-data of a data mining performed on in SCOPUS, targeting peer reviewed articles published online until July 2019. The resulting database includes 187 experimental treatments from 46 peer-reviewed articles including the countries: Spain, Italy, France,…</div></div></div><div class="ec-research-data-card-dataset ec-md"><h3 class="text-s u-margin-xs-bottom">Dataset</h3><div><div class="ec-research-data-card-dataset-entry ec-md"><div class=ec-md-file-icon><svg focusable=false viewBox="0 0 95 128" height=18 width=18 class="icon icon-document"><path d="m35.6 1e1c-5.38 0-10.62 1.92-14.76 5.4-9.1 7.68-18.84 20.14-18.84 32.1v70.5h9e1v-108zm0 1e1h46.4v88h-7e1v-49c0-6.08 4.92-11 11-11h17v-2e1h-6c-2.2 0-4 1.8-4 4v6h-7c-3.32 0-6.44 0.78-9.22 2.16 2.46-5.62 7.28-11.86 13.5-17.1 2.34-1.98 5.3-3.06 8.32-3.06z"></path></svg></div><div class=ec-md-filename>Diverfarming WP2.1_Woody crops_v6.xlsx</div><div class=ec-md-filesize>373KB</div><div class="ec-anchor-icon ec-md-download-icon"><a class="anchor ec-anchor-filelink anchor-primary anchor-icon-left anchor-with-icon" href="https://data.mendeley.com/datasets/yzyh767b6z/1/files/ca59b87d-e426-40f3-a0d6-d67a46baa413/Diverfarming%20WP2.1_Woody%20crops_v6.xlsx?dl=1" aria-label="Download file"><svg focusable=false viewBox="0 0 98 128" height=20 class="icon icon-download"><path d="M77.38 56.18l-6.6-7.06L54 66.36V26H44v40.34L26.28 49.1l-7.3 7.08 29.2 29.32 29.2-29.32M88 74v20H10V74H0v30h98V74H88"></path></svg></a></div></div></div><div class=ec-research-data-card-dataset-link><a class="anchor anchor-primary" href=https://data.mendeley.com/datasets/yzyh767b6z/1 target=_blank><span class=anchor-text-container><span class=anchor-text>View dataset on Mendeley Data</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></div></div></div><a class="anchor anchor-primary anchor-icon-left anchor-with-icon" href=https://service.elsevier.com/app/answers/detail/a_id/35539/c/10546/supporthub/sciencedirect/ target=_blank aria-label="Further information on research data"><svg focusable=false viewBox="0 0 128 128" height=20 class="icon icon-info"><path d="M63 8c-14.692 0-28.503 5.721-38.893 16.11C13.72 34.5 8 48.31 8 63c0 30.328 24.672 55 55 55h.01c14.688 0 28.497-5.72 38.883-16.105C112.28 91.505 118 77.692 118 63c0-30.328-24.672-55-55-55zm0 10c24.814 0 45 20.186 45 45 0 12.022-4.68 23.324-13.18 31.824A44.688 44.688 0 0 1 63.01 108h-.008C38.188 108 18 87.814 18 63c0-12.02 4.68-23.32 13.18-31.82S50.98 18 63 18zm-5 16v10h10V34H58zm0 18v40h10V52H58z"></path></svg><span class=anchor-text-container><span class=anchor-text>Further information on research data</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=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>Adams et al., 1997</span></span></a></span><span class=reference id=sbref0005><div class=contribution><div class="authors u-font-sans">D.C. Adams, J. Gurevitch, M.S. Rosenberg</div><div id=ref-id-sbref0005 class="title text-m">Resampling tests for meta‐analysis of ecological data</div></div><div class="host u-font-sans">Ecology, 78 (1997), pp. 1277-1283, <a class="anchor anchor-primary" href=https://doi.org/10.1890/0012-9658(1997)078[1277:RTFMAO]2.0.CO;2 target=_blank><span class=anchor-text-container><span class=anchor-text>10.1890/0012-9658(1997)078[1277:RTFMAO]2.0.CO;2</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="ReferenceLinks u-font-sans"><span class="link lazy-third-party-pdf-link"><span><a class="anchor anchor-primary" href=https://doi.org/10.1890/0012-9658(1997)078[1277:RTFMAO]2.0.CO;2 target=_blank><span class=anchor-text-container><span class=anchor-text>View at publisher</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></span></span><a class="anchor link anchor-primary" href="https://www.scopus.com/inward/record.url?eid=2-s2.0-0030613897&partnerID=10&rel=R3.0.0" target=_blank rel="noopener noreferrer" aria-describedby=ref-id-sbref0005><span class=anchor-text-container><span class=anchor-text>View in Scopus</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><a class="anchor link anchor-primary" href="https://scholar.google.com/scholar_lookup?title=Resampling%20tests%20for%20metaanalysis%20of%20ecological%20data&publication_year=1997&author=D.C.%20Adams&author=J.%20Gurevitch&author=M.S.%20Rosenberg" target=_blank rel="noopener noreferrer" aria-describedby=ref-id-sbref0005><span class=anchor-text-container><span class=anchor-text>Google Scholar</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></span><li><span class="label u-font-sans"><a class="anchor anchor-primary" href=#bbib0010 id=ref-id-bib0010 data-aa-button="sd:product:journal:article:location=references:type=anchor:name=citation-name"><span class=anchor-text-container><span class=anchor-text>Aguilera et al., 2013a</span></span></a></span><span class=reference id=sbref0010><div class=contribution><div class="authors u-font-sans">E. Aguilera, L. Lassaletta, A. Gattinger, B.S. Gimeno</div><div id=ref-id-sbref0010 class="title text-m">Managing soil carbon for climate change mitigation and adaptation in Mediterranean cropping systems: a meta-analysis</div></div><div class="host u-font-sans">Agric. Ecosyst. Environ., 168 (2013), pp. 25-36, <a class="anchor anchor-primary" href=https://doi.org/10.1016/j.agee.2013.02.003 target=_blank><span class=anchor-text-container><span class=anchor-text>10.1016/j.agee.2013.02.003</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="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/S0167880913000303/pdfft?md5=3d799544c44037d6183469b348eb690a&pid=1-s2.0-S0167880913000303-main.pdf" target=_blank rel=nofollow aria-describedby=ref-id-sbref0010><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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