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63V2KPUFYuBx8033s+Ge/rTWqErQAQVjx6CcS+lWhQ3O/u22+fYnUzxfzNp9Yyp1B7Lv1uvsvQwd7vH6ItGAfgcX0ubme3eo9LtFqS+r9LrBcIqpsaRimj3XyBwHWTq/QlTgV5/cJU/vlisKEToRvXx92RijuTJWkUYbWN4fwHcseyclzwx2NDpFQLK6lFafZ3WZkqzTto8iBmJifcL7xE/TcRw0npnp/Fk5EROVZ1+7+BfI2Oo4nwSMVq7+T76lASL3Mih12slWwcbAeML5e3r/mMuYMeF+EcetamnS4KYxiTHZaHcN0EECLYVbd41rBQJLXM9Le7NN6k7t2qtxZHLuqb8G5bXPNmUuCTq0y9zBn8iXlq6fZf5jsRz/D4u80lMqVux9VHGA8Kin70dYtknPvBw8bJ9Kb/YpqWRkEsottnkpbhBrbzAlfStLSeCWMZFq/DcAYpxsbH5+0bpZl8pmm1afyemIRCOPkv7uBACkvw9hAqosjVGdIkcZN+ubbCTO+RqHJ1JlApUmohI2GDaGut9+O5rDssY2mdofAgfo4hn/Exf+iUfPyHHHRyKK4sH0+TFYKnVa5+6IXA9QK2ix9+wy1lagIJQFC0Zmr+PresZWTVUzTpeCK03RFO/RIODrk5Fd/896/OiGjKkqFf3YpDHrBGr5s3AZlXb6eeTS7MdOQgCpZN5jVRjkyCzY2XdV79DIw1uvJBde/Na7kv9b0Wrl8UZvFnhKJosqy69q6UUi1EovN7Oz5ogKQ6IXVZtJ7ZBZIzUvESMP1lEk1h3bEDGenXeXcX8vB06paC0RrVCf8BIGP69A1LNargewZ9LX2FAvQJJffLFCi/5UBSc7eUGCQUjUO2GFaGFi77DYq/y0e8MU0eyNs92VtzoB7F7TFVGnElE8ibP8MOmUPLZmQ8AERZlor2Br51houMAp2HHuJHWONPijttIIFPbChdNJjut0RRUMOZNot+uy6nhVeru0wrUVgYJ/j/6JlFURNePs4fDAjPp9YYXrfcQEvlSk0SLv5hnwLX+itX5zCcOG2HUBYbuRrEMOO17PTh62bnukmi3opJYaNcrUnwflmKh6a3GVopJ90etEQ/zruqUGZDw1EAf2EyDNkjvGkxoBKrHgQ2qmWlywwu26DaNkO/lNp/kuaHqYo504u49AzM1U8p6o/6j0VJ9AOtgCjA5/0yhq6jha07B6LKxZPqwt4IxIlY8hK4V5FR1iGMulXzFqXbVh/J1ykcKS958Ij67PNgGMMrOqM154nfCRnGjocPlCjEql+IqrriR7dV5d7SM3cmwU1jnMx5YLvx+9eYW7pxPWrjk3auMxbGi8dU+IaQEBIdKtWNYLPEabYbVVqCiHUtdxZt/MacbqVqNVTOANMQerQaRbbuOL536T8/A6WQT3mVXnAEiZnh4PYw2NYYdG2exMRm1pl2wxbT9bVMSPMWyaRzbb9hKZCNurO+JAzN4BLgNLwOrFYmXJOMgvAEU+8B+QkyngqRpltddGlz4v8eL24WWyVxEXfc21dzmzmYWwKwCez9BBJ/RVnWBegR4rt6nHERoKbj7yNkJ4fokOgC/RxSI4LNqljp/ox4aftpKrVHDiVLsJuVVBUZeng+5zWGR7CduzilCVKQEnjgMMcSGWy9TPlZEVTTjrzFzPk5YGowr+FzeRflLc3Iz++l7anZF6smnEiu6W+98BSWOttSZIdVTh/kn9bgEyZAqG3FDnp/BX9D6tQliLN/Zoa46x3uDO/QnaTRcCt5Le57y2Pqy8EWEP6ROrirAkpo9e7OkdRc/rFXJSQL0sKkv/Fy7EQ3d8k5XOEn/Ft4iNfVGGx0b6Twn+9ox8KW8q66zp6ZyX+4FrIV3v1kwxISrsS13Y4FkF6iV6eRWrx4nqpX/ehUar8cJQD5QLfAdffz6ePxJ6xT7v3gC/TWYQ1jh8DeAGKpkZ9wqKUZ4ES65J94euysbVVnrUp8fWktY4yx6lbFp85lZWZkSRiCpe2cROhBWmHP7a5zuY+p9l27JQAktIfHK7DD5jDoAflMRPkhACDa1C6zicZpm7kml3kqBZdx7ChFySoVl0mvtJtVf6NSv7XMH9ktqj/hz0ibOsfPhikg1N3Y2NJp1wgSKXtHliUpzwKWUrvX8OBfmWhENQ8JM5CIUVzhFMvVcfj+mx1wFOyNFhgVlXxl/VlFvM5wqcqnKbJUbIwZrro55GGuWHhjEkiQglm3ioL+Bb+sd6SIfOF3fsLF7gERDV+rK2WRTRcAENIjsYCoRpcnXqgwt9nu0y2lmQ3gb0R2TqQIWIVHtgmzV/Guqlb4ERNMUBFMVMRTOUZGwIiWfKuHRVxIjr8SZYGVK7Uoqu2POpR5aeSeLZMbrBE4x/n3OlPZVpgPUID9bM3zNGqzbw5mMVGYNW83lLengY6ICQbdQpnYDfDgkOtzA0vua2cziK//6QjrngzdMJCIdP2osKkIXUMxPv3oAz8OAoOhH2QeSFjTs94FrrlHcT5cYAo9JqOy3K2jBSYIxIyxqWfQfMv+XDsS4DXL2g6XcuB8XXhmoZ2tNiD0YhWqi3osJvqMkTb2KwY3Gi6ncbHqdBzSOKCP4mp9WjIaKsUE3C4RNWtJpx2bAZ38bMg6WQ10tyJ6Uukdlc/SCoJz9t/kDD7p/wMfByy/ajS+kIxKnpny+64SUuNsI01mzUOqihfQ+fkwQ35y4t6bJ3UWChL+iwNStZqWhJ3ahTsuo5kNVYN/VxloXrw0bfALhJdgYsUv2kAr2XfnjFdNoQmTZ7lMCNMB2EQG+Fer1UM7rRrmGRWd5ZEp37VE8QPF+Cfy/XwSHaARmjO6RCMlgzBiO28nkNlhK9vXA4yWJ6efKrIMTVEWQOPrzddUycjTALdcchQj45aoBMbz7nR7jVqOr3RUjQK1wt5Cc5wacN4apcxBSMgckSoiguziRNKbWh4lqVnzFogW3jrQxnX6LKucZte24QDOUTa6nmc04hNATHnYFFiQoTGBOGrMOqADdQbz/rxJ4Q9sYunxGS34Y1FvyT8r+X2BH4eS8cZrrMKuXMEISrATtr8o66d1scbNosTTeH5I3nUlOxVgcUBbiTcNdLQMsEH3NLklvdKtCP6/tGRxrY0sbxs7jMk1KDHbid5yrmB6TvEP4gVZjHWGyiGU4ZVx2BBxoGKpbC4OEHHc28ir/c6et4xtnUOBSvrjMJ1nhIem/h2oE0KiYZkWucVLh8ZVOwtqh0qc4cuO7epw1QpBJcfsW54u87CSg1o/dPdQenFpZpeRNfBJ1YNKV4kX9UcsXp3YDR81Op4z7sTvjLeOkr4g6HhMQQaNqlONOk5tZGnwXGFJam25y/dtJFpYX4j6rgaADKL7FhihPokzJkdr0WNkugjS1uB0bSUF/nsCghHrSAa4Wszq0XWSgApNRNfe92O186BC5UYLkKSaNlBKbgyqcKzPYE/uo0EdATAaUnyC7YVABu1heIpvCHfpAiUEcxXkBopoEfXon6PmGSgzCSyXQl//+GYH1DWkXgc0jyu61pCrsJFlK+59z+6q99Os+RwwkpUhl1Cwuhzkooe0MaRO2hyN/PbvY9cGhDvUu31/zzIvFGjTRQJs1H55ynwluHJCog6sJ/5ZF95otBYBHzXEx5EWni8sHk+sDKH22/CfNxpSZuKl41rm3vUK6eLv5lDZgy+PsiR8EgUn8zLrEtMERwFzwcsLwYACo1GwHQZqBABoXRpVtNiwOSO9AAivg+MRU4A/ND/NDhbkl3NzpPwIWQTcFhBTYGgV8iR4mk/KZkC5RkcZ110pwp4IDMhaRA/uecfS6vjEWEaO45Yf1SRFKNVM7aJI/+YBl5yVwFg1/ycfwuLU/TmKT13FwEi/JSICcTeYki2lxMvlJ3Hnm4pocEsmbQVzaZ+6bQlMlPm8M/GtUiceitvf8B5ShsuZ/ckKUuUbLo9GQ2iccUOalH3U5ZVrE1YXbmJBnxiyXM+x8gBQNRm8pMu9zYHgV3nmYeyeBS9tkg44bjWzlDUakEhQ5ez/MoRQ+cXnpVaWaexrBgNVtmcAAFDPyTLbkHbffOo1lJ9t7Iz2QvYZ18YI7Fb/tCRVpeVQpBHQL0ml/kuOwlDszxhdyWSxh7Qo4sEEAeJtb6BnwAwPG0rzdprD2E28Bd+A4Bzieo1idPmfO77tIq4NnspEg5FfFAQypeiSzmEYx0sR+1Jo0wNodxNHJYNtvn9aFoLc2fvwJtDpLcbTKUu/bbrjNBNWZw1pkmr2PaT1Rs5T2StV6+gC80M8vkwvVjYu/dXctgnZrr5knhk9yxZPotwdaF19Fnth4iIwa9eyKKhtB/3MmUrtTdkv7vGu0wnwlkk+RFhSWu2sGd7yKpLG6TQzBxXI8Gk0bV9lY+rtIMGxjAD1AVBCLF6FNvkVqPPO7ANTVw/7W3ZB4SRQ/U59tjDYhVV6iOU5+N3E4ex9sZrrxJZ8kDt3UhNjPJjtuOo+ko1jBEJFGSicBU7/GJul+YG8oNDRmXvWJP0QxndSY/wtJwtF5Pl893xSqWd3/JZjRNnitoJXipExWnryn0BA06L2D2xFQ9gY/EXs6hCPfrF+iF1YLyTA27544w8tfzZysjd/gE69cMndbrMnzPN8RTIxo0z10mUM37qM56/BjKwg2U6DKzJv/UCTGmzvFgUSn4wXqWSMjSvKDVtdX2cJqcs6KGSlJ7Ro2+V7t27K0K5BO33DkZCuIhwwIZOHZfLI8cs3JAHccIwZghDphcjmnKijueG2K+3E8fyp4YoKAYnvOiUJM0pQA2CigYxhAE0l5uDqPwjjtq0Gq4X88B0pqrW6nvoXUddI+Q67fdnbXGMSuuWKzbzqXg0hYGQqix+Ks6MPrfkPiAN0D4ptSZqh9CPihgOPsW1ab8PEGaTXMRxIRSQp3lkelifKC+CEDuu5bSK6okk+/AJb/AwmO7aHqSOau9oqyoCzNSvv+IdnfDMf4AUkZl7AIVWPHDZ/t8a1TY/mjGRf9xcV5oe57SDKXgzSTnuYGB6yspkmPDCPPvHxQd6lAp6k9vYVDsqlT5J7ZN5icN+JXmUqW4Pk9GJjNvuyN6RCJpprbQdimPj6gTFw8PxKJb2wMy9NH3TCN5UZBT92Jc1QbZM2VdVTqyXDFUzKvFRPvJOs62M83DLZi+gc0ZpNc6eN/atdhXSx9oDyDsra2JnP3quHZNLct4wwLi2ZuiZGurowxCuy0Nl/ZVyEwZII73q0R01p9g32gRchA31HYo1Lf8EVwVMO1Pk3EFhS0zJoEOXiXk587WUgfbLKEmhTvrPSDvdiJge4TIw9Rgv0NFtoimkD+fbxx0/tHxHskm5JYd3A9IWatr7tEyJhPBv5ys+uNXOpwn4
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
63i8qI/3SlHv7dha0WUB9HCCfIlCovOZoziNX9+9t5YQul47r8qlGhAEaz4hjBiZzY37KI364RGzTGNnWv/9ebuyvIiFLcX2MPhoQ5BXIHts5dr3RJI5HLhKvLJwo3HuH5YQdExKdJzX8RgHD02jOSsn4trJvCgeAlS7pqSf2Ui4plVryMvYdbRdcuP21SHJBkXpDIQZYtpFEzVXtpA5vJK9C0mgVAl14Rs7KNQJnZThLie6QSJvyZNscI4afCBisFQj4/KtM2o3RDlmppxjj/RSAKc9lVXcH8VM0adp1c0pmADPaI81+a7BrbJnvY5bGqeKlsxERixWhPeKG3veMvLNFt2+fSfOf20zCrIp4nkNplQ38XPj8B/2ykY3DEXVxrWFb8W6+apatO1JLLp+U7hw2Z1pN2sDyKP7I5mWJDOtXYN71O6NkyR/qQQqAOnKwHATCFBy32B8YRAE0cvpgJxKB43REukWvuw/D6Jk/4vWqy29T4V9Go4cAK7k9qxxwGrpuqlAqMUrsq/h7JhtWVy64OPOkjxqcanXQAt9KoaMwhHlCAsAsWr++H3DOKqwHjVnjMLMLshJ3NFI9ugtRlJXR6wRzVOxDUaWAxhiZto8aOON7RKc+B3wj7/PU0bDBCKx6rk0hfIo2OMnaXPhjqK9zzXySyW2bYYcF9KfDCXoEhb74oldIVm/sypid738O1ssOMp05QiFssxYlVJGkeU3zG65qkjpmNZtrafzdo3aN99hgZaQPv2vc5MCZnmsqV5r1HEkl0mAjp1TD2idB120w3TtRaCNHNWvk1hHR+LqLqIQrJh15L9/NzwitiqnEvJxko92edE3vi1P1MfKonB5a1WfJ5Mn/0Pf/BF/4TKHgecLtOGrpbUqjkwLSjQ7eLr612GTzceiZm9kuBvaVSJ5D8svELJhJFIcJAl8A4GPavIk6fr9DwYb065EomC547yCOHmgoMK1lU5lPQ/g+t38SwwGQbYjoq2XnOocHkpi9zv8ZW4fj9KRKEAXnnQVrvmHfbDah27WxzwyAOklgh0re1r5vKaUujeThUIfEDGU9duCivUORK9Mus4hmQHERw5HaqWkv8vZ2G8G9uN1JKyS04CRY678pFW9mlSmOn/AAKeNnvPCo2+WAaWGLQMqG9Ii9iBlnaXrQPpxSNSENDNxuNP7lhd+pmLNySkYCKvrUQpjRr+FM+oK8OKYirZ/AzyL9iokHZGEufjtYYAq+8yapStxHKCLHdfVB8y8ctuh/q2AcqUnLe9DBeR0uzm3q6f4PFmftlBm1lLPbzxFcjo1Qcmn8JBc/XtBUvbFFsq3K7Q7Kqc3vjsSOhjGyUkJuxkvuzvl5hjqs/oaPl+fqEzqGexVbCyWaa+++JkFkQs4LIQN9Hsu1Yrb5Zw15jlgKmwMDvcMJtKOGB2BuPu3rLWKam3jOAUoGovHsNwciEkQup3gTnEEml414z1uTQVxvi+qYLXHzsIIfPMTDXv47CmzGTZxmBIOFSV38u89hRlWKHtVpeKDPBW8bvx3n0UdyCPPRygmdPlW5cxBS0X1WIR31yjr2k3W5bUl/1OJoWTqMjCydsznaxDY4ms003MPn4aEtZT39heQDcGcemXu3tmqk/n8K0crgznWGvNkTPFmrWj9BCCD9HahsaIdjd5aEEoGTnWLq/JaWKIh7iy+SaOPY6WdEbU8GU3LFMNspkdbYV5+hX4FZWKTd9yZw6P8IxXDGAd5VQBBrwz9CTVzMxG3XLQ+xsFGQLVJwmDlOdsm8gl8xgWPkc7AiOXo9U3c6skV4CDhJrS9DJ65ZjgRSgPPSDW9/tdfeMbj6Di+7LaJM3bhITUuep+sJiMlPkN2rJGEcljxBP07AixFFtQLBLB3L274QQhppG1TOLfN887bwXua50bCN5BaolWG7t118itRH8iCVZR10McUFzoZE/UPqsCd3CdahB1CO14jTle5PAPvfGBRrOk93Np76hhw6CceLJ3M0AcySh4u99tvODXn26qobtMFD4F/Ss9mZZ3JgeqLyW0cxGLnqrzLNHCuKIloSD3BQDLxhJNiX0CDi6EUFPO6l7qKlAebrXZxAzUGXEBx7rDctku/izwhl8m+/ZY9fieIzLKS+KXAX03QDyN5nDlezYkq/aLbG8FOH2Zk72O9F8WkCHEL5jCGrKu1yTok9YMaNPqr62fBOKRkmuBL7M/QQThWjS7JR2V1fjgx1oiTAv10/MhDR/5rubeXuB3OEMX8vrO1GUTkZ+mnykzE+AK48oM16rtznZsgGBq+FGMxbi0pmxs30cd83KvBztp4CbQodcl6wCMNK+u7Jal4ofEW43GXzJ3hGaXenDLuiFkIbIIWAZ/I56mbxG9JoXn9Zv96vK0FfMYH9WheS0rGY/RffOWksn3jVJ6hmUkvfm9NEnV1xIuZfXYd09NXSiTf7P885vuxinvn/UlvbP8ZDGp1dL98Bqz13JaWMbGGwmHd3T/cO16GBmDmshDAxvp+vNVsMwOp9CdKF9fCIXCIi+JcsXX9i3hB5IGYknGtiYClIGoQxw3hPN4XoE/qporcJ09IN6Uuu0Y77K4TDJt9+O2t8/bTUGHI6eunrWQlsw3e9eyN4Za3RNJKEZBu02VwUXq1aeg87AVza2kBNWdu5mfDyeUFvuf4uIDwQ2X39TJ/4hIhd4bgM7VXj2bOCbHvCoCFsd8ATdsEDrLqLg602fXzxK2Hw89SbgInXTMeAA/R3dkUDhReDLt/TgoQW0eauc1Nw3OOFvnxUIjS6iBcxVfwfoYCmDO7YD+YydRg1FdIKatJXmXg1/HQuzgSCogy891XobyKgbqX4ikFh8qb214zbHWx9gN0mK8P7BBnH3dvuO9hTcZUxP9tCtT7A0ECkaKLNbwy6DFvaLgAFnJM1VAooaF/3iOreWEA+VIMiFEUT9JgMWmudPg2KnsRP46KTSShtB555+isWBpYKQNvHulE3v7DAUZiMo23u1WfOlbsi2BS216JSMe8r9tSg5QlKyoSkDL5L5EuyjS7uFG9fBYrleqZwbft72Te2sLGbXz+AjymMqcJHsF6+/nL9jl84eTAuLsIk4D4dWv66eW3ADaxKKDYk3SmOgBfV3NX9KnzMCDWL6ipw463w4RN0+Fv8W+tB3HjKoRMWethbIur6YJ3UAEzNSz9Ob/ZD+XWjhyIq8ilHO4885vBm+2Ofi5ux2kQRo30oMHfpl3QCp0lBkJHTUITnm9xVXLs5euNofRBpLjnzyW8hGW9WRsUssTvP9qaK61Ro+ll5C6zCQTX2vbCahDiznlWSzfS8uaBoPGn5ScPSseydXD/uQBRiubSAEgeuqwhXKpvf4QTCxTzezWkoqAe+MeG0725lGFCp/CMrkx4Q4EmQWrsMYQtqoQrMrUHscztXAjVvgv4qnfgilrNKmyLPSBeA99Zh7+O+I6ft2JWBxY97dbjtV23iVOs6CfddSfvQ44WxUf/ADjZIrjjcjw+sgxsuOIY6nHxT169d1z+NvlAvche9YiPhEnB/5HiQo+mZsnoRidPi6uVdM4mmv1Z5PkQd0trkTN9gRKk/96lbuWe5VFThT1v8wMG6G664l8dw1V5VW4Xr2HwXzDWUKyR+WstJDsZcV4voDC2qyIPlSxWsZntSsF6WJ26jSyL8XfKm+jrwio9SxovTL/hP3YnqsE/l4StBKvnbl4CrExAw1zCm0G5miSXdahpZrTKjL+1OzebcVN1SBvG3ioVLzbLTBSNQ3FHvWr9R/eHAQWvme0mnQ7hJOjTww2wXHN2gPlS/rQzS8M0rXY1TZ5FTSLmrVCm8L7Sjlk/QvCe8I1LLFNBwnVnnfCBqVmWiTYSFsin0kIpLOFzT3moVgFQJlMLKfnsH1WKrmteCTZhs0miAfEFgesnfvm2mxmoYowHIoRU6OdUEas31tm4Jx5XTUdtL0rz1DQGga+gJgVutk67fGBDkj5kCLDueiRvxqCCgW5bxo02cDMQd985GXTevyxbkklUq6tM9ewbklbD+iFgLqDgiqVMjizbKTzmG2OIGLVZr0sey3x/h+uCNgDd/nxC1Y/ldHM3n9IW7lcQ+00s5XJx9C71muHWOTF72yLHXVgFcqJy6WVpoZPJKaHdH+WoE+Ku48qRwR8gxHs3A4EPCO7j+3+HDz5eCEdrtRwTr5gRYTA3UGT8z9iBkRKOwVHQSTKHUxNnRx2PkW1XqEbBjed54/fSaXq7Y+kjwZo6cFvbakf9dKwDWGCOSRD9mz2NyHbg/e6q11kgljsZ+sctH/PosYMdOeb4jxu33vN5glLlKzMvgBZoCKsqqAzWhkPlHityulMjQBVxkFBfwhlgdHqneH+a/llylusoi8x+0/stoWH2eegKDFdthrEOXqK+5j5wwm2CfsxaESki1skwlV1OOQW94aoOujp+zcxvfVi0v4PDrbaCWoT2jGurfcmKJA4+D2WoytlgZ6HwK5Bzjwq7yjJ5gSUstAAcljs7B9uKXG6AKeq90nhjG848P+R/csxhJOdmUyTY1WpJwyUIBuk5fncYV3t3T1xoqQEcHCUWRoDmFpHV0XeVPnFlOmF8lrmmA54g6JeMawXNGIQmMtwld94/Y0nI7wvAy7HELnCLD87aq15Yj+24hRwysQ/WhJcMg7pd4KMsBpfnN290bKTOkXoxnp/fxrvhQXBPMqzsu64G1m1LlNv1Xm7FFp7yaJk0M0vnoEb0NZdUbzYa6lChjZ9UhEsgGNd6Bbfv95XhwYM8Y1SN+p8NnA2LG7yzo5f73yFExPU7meWEZwlylFK4EPqN3NFewvoN7kgoCLF56//ik8jnWppPfrJRosjeC3YdcyKT8egRi+FlG1e3AF5gtKbPjyEZ9tsEAbKeiWfYR3bYcumR5c6OnENuyfJgAe72lIW/UD/R8ejqy7Vz5w532Ch+bmYiCGb13bNBXSb0uWwxntq1N8t6PDPTpz1aDIlMqQnIJZ7PHRrX+yXM5biEXFdLq1gAEnMn9MG+NUfDP1r00QOiZVqXJLchbypmtKKv3pbLmWoLvyLsh7GWc+eQ1FdxIP8Xidty9RCTny2I4G0BRhmLz/s6NgLz9GxTLqGArvjaonoGV2Ifkx2dTjG/+G5iKOW12NIxmN8fK5Kl22P+p1lRYZc8xnXwTbIUgJEuz0WjvIxiBccIaV6m0GRUe34MDccjaGIsyxkkanCqtahwmCpr0JXmO5ZX1TDW2CSPyHGlCgTupPPY2FVk2vUIe+wJV4BrNgHx+v296tc3AwVXPd/OSJ84HGwnZBbsgcKnIkmGhQ5i8lGCE/pz4cENoiZgwpOD2prqGgUmquOU11hAXZ66W/rWx/haPRKFK/aOJMrHAfJbLcjNHtem0G5wB0pKgAAN7G7+C6ckbsv3cIzFnam8gWAPcpyRn7zL8RwpU0hYfDPD5NUrO0JPS0BwWv+DOjnHyuKYqjDMXZFWMNhoJyfQNDYXT86JOXf7nbpk5XdPVD2tspD3/vAIQPhodi6v9aaaCWJ9JuvLvbFGUoNtX7HaoPfUvZaYdr7srL9GX0y8RjpwFwUSyBXuV0RG7J0NSOYRFpZm9lBqlRozGtwuRfhfv8mKanEo+kMmHoCbkPnKMaao8rVYpeeD1g5VHEQ22EJCfAaiGlOU6J8R5IiE4uO+cqM0F45xVaobqUmNBM18VCxL6pCeX0MfUtOFjy5dvay7oAKkV7cABLSaUFb/d0ybGml2cb9ZHGDoYKKxFhmTIXMPA8ABPjYKuQW2tJCFyT7QLlJvBdpB/15BkTdAYW6if8Wvj0VrBUT1GheuTPmgjqH6CvJarJP8XIWfnddqTGYPh9HqDhDP/xeGBwCdzUORSHBTzdG80e2ZV0Lxz6OIP2gMwMDrB11E6Azhk2gDTG1sM2aSVRP46eyzTrpouHP6pLNrazTmDUfDs1n1d94Qv3bFQGZa/SS+EIhOfLz/yxr0KVly/Mt/8rs2bd/piIc5CDPfMUo9p7OGrlgKaZnLkTbz3V2PnVTRNocLjuKKyzg7Occ4I+1ATpOP1/QGqhYyQg4s07Fkjvuw8jeO8kBLFlKKkIxonEWjZQPletFbtiy3kVRPCeNjT5BUhSdQrQBhA78OJHDmN15wcBwFlPCb7cwCJCfhe5hMre3dpfKeXlBD3Xt09gI8oS502WJpsHl1MtyMRHyL/g6iCjF9tr0b4sjEU+HeTTJg9aHw5M6lic1oIpOKz2D+p/vB3xmwYbThqCgyAVwAAIt5c/7oDoPVQv7QFDolB/hAqydch0rZvTZerHffn8OAI6ajSdiGY7HVgi4Mm+xdvqLzfwReVg2tK2uKhYfruR4TDzGgHg3nB1bpkKRpzv4ymf1aYqEb7uN2lBvp869psleqUbNOa6BsXXFrnbB9fjj6f+0lbyBpB4fcKRmZf7QOj9BMgT56NDWt0Rv+8ZWCgEG/Dpx36KApYY7IV4eNqdF03PJdwdoRZ9ygQI1QYM9L1HAoU4Uy67LKeC5IFUIyIel+4VXOhLsMRbMvZFJdt1vWlWE/tyWmAYvLsFK9u55EaIHo31vYGwzh2dNHBGutEbGVJ0cz+zZWy+Bmi1GFbxeFcqOwJuv7zIn4jtsUnV8Pc/Qi/dnCULrzZoZVbs5b8b5qYRy2r6Hlr1WFjpTCFursGcg1N/F4otUTQCYsFmeBCgxPPafq/VsQ10cA+Gkyic75yplzr+JtCS0/y+4E/ftFjihMdViNGhTAzUfy49syC5tGky1roKyEJucV9xHp1tgMbWBFROze9xkOoqbPfSHR+1QXmiRIKRjEYMXkBcWz+uJaDfiqUoNZomp76kbP
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979Gain a strong academic foundation with our 1-year programme </h2> 980<p>Begin your pathway to a world-class UK degree with Nottingham’s Foundation Programme (NFP). Designed for high school leavers, this flexible one-year course helps you build a strong academic foundation and prepares you for the transition to university life. </p> 981<p>The course offers a variety of optional modules like Biology, Programming, Business, and Social Science to name a few. This allows you to curate your subjects based on your future degree or try out different options to discover the pathway that suits you best. Along the way, you’ll experience our vibrant residential campus, passionate academics, and a diverse community that helps you grow with confidence. </p> 982<!-- 983<h4>Programme Fee</h4> 984<ul> 985<li><strong>Malaysian fee</strong>: RM35,000</li> 986<li><strong>International fee</strong>: RM38,000</li> 987</ul>--> 988<p><a class="CTA-ButtonDarkWithArrow" title="Register to speak with a counsellor" href="#Register">Register to speak to a consultant</a> <a class="CTA-ButtonTransparentWithDarkArrow" title="test" onclick="void(window.open('https://www.nottingham.edu.my/ugstudy/course/nottingham-foundation-programme',''));return false;" onkeypress="void(window.open('https://www.nottingham.edu.my/ugstudy/course/nottingham-foundation-programme',''));return false;" href="https://www.nottingham.edu.my/ugstudy/course/nottingham-foundation-programme">Full programme details</a></p> 989 990</div> 991</div> 992<p> </p> 993<div class="container-beige-bg"> 994<div class="container"> 995<div class="generalFullWidth-content"> 996 997<p> </p> 998<h3 style="text-align: center;">Why Choose Nottingham's Foundation Programme? </h3> 999<br /> 1000<div class="sys_threeColumns"> <div class="sys_one"> 1001<p style="text-align: center;"><strong><img alt="icon-foundation-guaranteed-pathways" height="100" width="100" src="/Study/images-multimedia/2023-study-foundation/icon-foundation-guaranteed-pathways.png" /></strong></p> 1002<h5 style="text-align: center;">Flexible Module Options </h5> 1003<p style="text-align: center;">Choose modules that match your future degree goals, plus explore free electives based on your interests. </p> 1004</div> <div class="sys_two"> 1005<p style="text-align: center;"><strong><img alt="icon-foundation-scholarships" height="100" width="100" src="/Study/images-multimedia/2023-study-foundation/icon-foundation-scholarships.png" /></strong></p> 1006<h5 style="text-align: center;">Scholarships Available </h5> 1007<p style="text-align: center;">Eligible students can enjoy the <a target="_blank" rel="noreferrer noopener" class="sys_16" onclick="void(window.open('https://www.nottingham.edu.my/Study/Fees-and-Scholarships/Scholarships/Foundation-undergraduate-scholarships.aspx',''));return false;" onkeypress="void(window.open('https://www.nottingham.edu.my/Study/Fees-and-Scholarships/Scholarships/Foundation-undergraduate-scholarships.aspx',''));return false;" href="https://www.nottingham.edu.my/Study/Fees-and-Scholarships/Scholarships/Foundation-undergraduate-scholarships.aspx">Foundation High-Achiever's Scholarship</a> to enjoy up to 25% off* based on their results. </p> 1008<p style="text-align: center;"><em>*Terms and conditions apply</em> </p> 1009</div> <div class="sys_three"> 1010<p style="text-align: center;"><img alt="foundation-uktransfer-icon" height="100" width="100" src="/Study/images-multimedia/2025/icon-foundation-uktransfer.png" /></p> 1011<h5 style="text-align: center;">Smooth Progression to the UK </h5> 1012<p style="text-align: center;">Complete your Foundation Programme at UNM and progress seamlessly to the UK campus for your undergraduate studies*. </p> 1013<p style="text-align: center;"><em>*Terms and conditions apply</em> </p> 1014</div></div> <div class="clear"> </div> 1015<p> </p> 1016<!-- 1017<div contenteditable="false" atomicselection="true" id="TEMPL5Columns20percent" class="sys_template" style="border: 1px dashed #ff0000;" data-cms="{"name":"5Columns20percent"}"> 1018 <div class="sys_fiveColumns"> 1019 <div class="sys_one"> 1020 <div contenteditable="true" id="LeftColumn" class="sys_placeholder sys_placeholder-LeftColumn PLACE" style="width: 100%; min-height: 100%; border: 1px dashed #00ff00;" data-cms="{"height":"100%","width":"100%","allowLinks":true,"allowSubTemplates":true,"allowHTMLSnippets":true,"allowImages":true,"allowMedia":true,"allowForms":false,"allowWebControls":true,"allowRazorViews":true,"constrainWidth":false,"constrainHeight":false,"tagToRender":"none","textOnly":false,"allowUsersToChangeStyles":false,"title":"LeftColumn","placeholderClass":"PLACE"}"> 1021 <p style="text-align: center;"><strong><img alt="icon-foundation-fast-track-success" src="/CachedImage.axd?ImageName=icon-foundation-fast-track-success.png&ImageWidth=100&ImageHeight=100&ImageVersionID=9587918&ImageModified=20241128142836" height="100" width="100" data-cms="{"contentId":9417564,"contentVersionId":9587918}" /></strong></p> 1022 <h5 style="text-align: center;"><strong>Fast-Track Your Success</strong></h5> 1023 <p style="text-align: center;">Complete your pre-university programme in just one year.</p> 1024 </div> 1025 </div> 1026 <div class="sys_two"> 1027 <div contenteditable="true" id="MiddleLeftColumn" class="sys_placeholder sys_placeholder-MiddleLeftColumn PLACE" style="width: 100%; min-height: 100%; border: 1px dashed #00ff00;" data-cms="{"height":"100%","width":"100%","allowLinks":true,"allowSubTemplates":true,"allowHTMLSnippets":true,"allowImages":true,"allowMedia":true,"allowForms":false,"allowWebControls":true,"allowRazorViews":true,"constrainWidth":false,"constrainHeight":false,"tagToRender":"none","textOnly":false,"allowUsersToChangeStyles":false,"title":"MiddleLeftColumn","placeholderClass":"PLACE"}"> 1028 <p style="text-align: center;"><strong><img alt="icon-foundation-guaranteed-pathways" src="/CachedImage.axd?ImageName=icon-foundation-guaranteed-pathways.png&ImageWidth=100&ImageHeight=100&ImageVersionID=9587919&ImageModified=20241128142838" height="100" width="100" data-cms="{"contentId":9417565,"contentVersionId":9587919}" /></strong></p> 1029 <h5 style="text-align: center;">Flexible Pathways</h5> 1030 <p style="text-align: center;">Explore a variety of subjects through our optional modules and find the right degree path for you.</p> 1031 </div> 1032 </div> 1033 <div class="sys_three"> 1034 <div contenteditable="true" id="MiddleMiddleColumn" class="sys_placeholder sys_placeholder-MiddleMiddleColumn PLACE" style="width: 100%; min-height: 100%; border: 1px dashed #00ff00;" data-cms="{"height":"100%","width":"100%","allowLinks":true,"allowSubTemplates":true,"allowHTMLSnippets":true,"allowImages":true,"allowMedia":true,"allowForms":false,"allowWebControls":true,"allowRazorViews":true,"constrainWidth":false,"constrainHeight":false,"tagToRender":"none","textOnly":false,"allowUsersToChangeStyles":false,"title":"MiddleMiddleColumn","placeholderClass":"PLACE"}"> 1035 <p style="text-align: center;"><strong><img alt="icon-foundation-scholarships" src="/CachedImage.axd?ImageName=icon-foundation-scholarships.png&ImageWidth=100&ImageHeight=100&ImageVersionID=9587921&ImageModified=20241128142845" height="100" width="100" data-cms="{"contentId":9417567,"contentVersionId":9587921}" /></strong></p> 1036 <h5 style="text-align: center;"><strong>Scholarships Available*</strong></h5> 1037 <p style="text-align: center;">Academically gifted students can enjoy up to 25% off* their tuition fees based on their results.</p> 1038 <p style="text-align: center;"><em>*Terms and conditions apply. </em></p> 1039 </div> 1040 </div> 1041 <div class="sys_four"> 1042 <div contenteditable="true" id="MiddleRightColumn" class="sys_placeholder sys_placeholder-MiddleRightColumn PLACE" style="width: 100%; min-height: 100%; border: 1px dashed #00ff00;" data-cms="{"height":"100%","width":"100%","allowLinks":true,"allowSubTemplates":true,"allowHTMLSnippets":true,"allowImages":true,"allowMedia":true,"allowForms":false,"allowWebControls":true,"allowRazorViews":true,"constrainWidth":false,"constrainHeight":false,"tagToRender":"none","textOnly":false,"allowUsersToChangeStyles":false,"title":"MiddleRightColumn","placeholderClass":"PLACE"}"> 1043 <p style="text-align: center;"><img alt="icon-foundation-campus-life" src="/CachedImage.axd?ImageName=icon-foundation-campus-life.png&ImageWidth=100&ImageHeight=100&ImageVersionID=9605155&ImageModified=20250506071038" height="100" width="100" data-cms="{"contentId":9432843,"contentVersionId":9605155}" /></p> 1044 <h5 style="text-align: center;">Vibrant Campus Life</h5> 1045 <p style="text-align: center;">Build your independence in a safe and vibrant university residential setting.</p> 1046 </div> 1047 </div> 1048 <div class="sys_five"> 1049 <div contenteditable="true" id="RightColumn" class="sys_placeholder sys_placeholder-RightColumn PLACE" style="width: 100%; min-height: 100%; border: 1px dashed #00ff00;" data-cms="{"height":"100%","width":"100%","allowLinks":true,"allowSubTemplates":true,"allowHTMLSnippets":true,"allowImages":true,"allowMedia":true,"allowForms":false,"allowWebControls":true,"allowRazorViews":true,"constrainWidth":false,"constrainHeight":false,"tagToRender":"none","textOnly":false,"allowUsersToChangeStyles":false,"title":"RightColumn","placeholderClass":"PLACE"}"> 1050 <p style="text-align: center;"><strong><img alt="icon-foundation-academic-support" src="/CachedImage.axd?ImageName=icon-foundation-academic-support.png&ImageWidth=100&ImageHeight=100&ImageVersionID=9587917&ImageModified=20241128142833" height="100" width="100" data-cms="{"contentId":9417563,"contentVersionId":9587917}" /></strong></p> 1051 <h5 style="text-align: center;">Learn From The Best</h5> 1052 <p style="text-align: center;">Our modules are taught by accomplished and passionate academics, with 85% having PhDs.</p> 1053 </div> 1054 </div> 1055 </div> 1056 <div class="clear"> </div> 1057</div>--> 1058</div> 1059</div> 1060</div> 1061<p> </p> 1062<div class="container"> 1063<div class="generalFullWidth-content"> 1064
1065<div class="solid-white-background-box solid-background-box"> 1066 1067<h3 style="text-align: left;">Module Options</h3> 1068<p>Students will take 4 compulsory core modules and have the flexibility to choose between 6-7 optional modules tailored to your future undergraduate pathway or current subject interests. To complete this programme, students will need to take a total of 10-11 modules, which is equivalent to 150 credits. </p> 1069<div style="overflow-x: scroll;"> 1070<table style="width: 100%;"> 1071<tbody> 1072<tr><th>Core modules</th><th>Optional modules</th></tr> 1073<tr> 1074<td> 1075<ul> 1076<li>English 1 </li> 1077<li>English 2 </li> 1078<li>Critical Thinking and Study Skills </li> 1079<li>Sustainability: Local and Global Perspectives </li> 1080</ul> 1081</td> 1082<td> 1083<ul> 1084<li>Biology 1 and Biology 2 </li> 1085<li>Chemistry 1, Chemistry 2 and Chemistry 3 </li> 1086<li>Physics 1 and Physics 2 </li> 1087<li>Fundamental Mathematics* </li> 1088<li>Mathematics </li> 1089<li>Advanced Mathematics </li> 1090<li>Information Technology </li> 1091<li>Programming </li> 1092<li>Fundamentals of Business </li> 1093<li>Fundamentals of Economics </li> 1094<li>Principles of Accounting </li> 1095<li>Psychology </li> 1096<li>Social Science 1 and Social Science 2 </li> 1097<li>Humanities 1 and Humanities 2 </li> 1098</ul> 1099</td> 1100</tr> 1101</tbody> 1102</table> 1103</div> 1104 1105</div> 1106 1107</div> 1108</div> 1109<p> </p> 1110<div class="container"> 1111<div class="generalFullWidth-content"> 1112 1113<div class="solid-white-background-box solid-background-box"> 1114 1115<h3 style="text-align: left;">Entry Requirements </h3> 1116<p>These are the general entry requirements for our foundation programme. For other international entry requirements, please contact our <a href="#Register" target="_blank" rel="noreferrer noopener">programme counsellors</a> for the full list. </p> 1117<div style="overflow-x: scroll;"> 1118<table style="width: 100%;"> 1119<tbody> 1120<tr><th colspan="2">General entry requirements</th></tr> 1121<tr> 1122<td>SPM/ GCSE/ IGCSE</td> 1123<td>Minimum 5 Cs required (excluding Moral Studies and Religious Studies). Consideration will be given to relevant subjects.</td> 1124</tr> 1125<tr> 1126<td>IB Middle Years Programme</td> 1127<td>4, 4, 4, 4, 4, excluding the Personal Project. Consideration will be given to relevant subjects.</td> 1128</tr> 1129<tr> 1130<td>A Level </td> 1131<td>DDD, excluding critical thinking and general studies. </td> 1132</tr> 1133<tr> 1134<td>STPM </td> 1135<td>C+C+C+, excluding Pengajian Am. </td> 1136</tr> 1137<tr> 1138<td>UEC </td> 1139<td>5 B6s, excluding Bahasa Malaysia and Chinese language. </td> 1140</tr> 1141</tbody> 1142</table> 1143</div> 1144 1145</div> 1146 1147</div> 1148</div> 1149<p> </p> 1150<div class="container"> 1151<div class="generalFullWidth-content"> 1152 1153<div class="solid-white-background-box solid-background-box"> 1154 1155<h3>Pre-Requisite and Progression Rule for Certain UNM Degree Pathways </h3> 1156<div class="sys_GenericQuestionShowHide"> 1157 1158<h5> Business and Economics </h5> 1159 1160<span class="showHide-icon"></span></div> 1161<div class="sys_GenericAnswerShowHide"> 1162 1163<div style="overflow-x: scroll;"> 1164<table style="width: 100%;"> 1165<tbody> 1166<tr><th>Pre-requisite</th><th>Semester 1 modules </th><th>Semester 2 modules </th><th>Undergraduate progression rule </th></tr> 1167<tr> 1168<td> 1169<p><strong>Business</strong>: Minimum of 5Cs with at least a B in Mathematics. </p> 1170<p><em>*Students with a C in Mathematics must take and pass Fundamental Mathematics to progress.</em> </p> 1171</td> 1172<td rowspan="2"> 1173<ul> 1174<li>Fundamental Mathematics* </li> 1175<li>Fundamentals of Business </li> 1176<li>2/3 optional modules of your choice </li> 1177</ul> 1178</td> 1179<td rowspan="2"> 1180<ul> 1181<li>Fundamentals of Economics </li> 1182<li>Principles of Accounting </li> 1183<li>1 optional module of your choice </li> 1184</ul> 1185</td> 1186<td rowspan="2">Successful completion of the foundation programme. 1187<p> </p> 1188</td> 1189</tr> 1190<tr> 1191<td> 1192<p><strong>Economics</strong>: Minimum of 5Cs with at least an A- in Mathematics. </p> 1193<p><em>*Students with a C in Mathematics must take Fundamental Mathematics* and achieve at least 45% for the module to progress. </em></p> 1194</td> 1195</tr> 1196</tbody> 1197</table> 1198</div> 1199 1200</div> 1201<div class="clear"></div> 1202<div class="sys_GenericQuestionShowHide"> 1203 1204<h5> Education/Humanities/International Relations </h5> 1205 1206<span class="showHide-icon"></span></div> 1207<div class="sys_GenericAnswerShowHide"> 1208 1209<div style="overflow-x: scroll;"> 1210<table style="width: 100%;"> 1211<tbody> 1212<tr><th>Pre-requisite</th><th>Semester 1 modules </th><th>Semester 2 modules </th><th>Undergraduate progression rule </th></tr> 1213<tr> 1214<td rowspan="2"> 1215<p>5Cs </p> 1216</td> 1217<td rowspan="2"> 1218<ul> 1219<li>Social Science 1 </li> 1220<li>Humanities 1 </li> 1221<li>2 optional modules of your choice </li> 1222</ul> 1223</td> 1224<td rowspan="2"> 1225<ul> 1226<li>Social Science 2 </li> 1227<li>Humanities 2 </li> 1228<li>1 optional module of your choice </li> 1229</ul> 1230</td> 1231<td rowspan="2">Successful completion of the foundation programme. <br /> 1232<p> </p> 1233</td> 1234</tr> 1235</tbody> 1236</table> 1237</div> 1238 1239</div> 1240<div class="clear"></div> 1241<div class="sys_GenericQuestionShowHide"> 1242 1243<h5> Applied Psychology </h5> 1244 1245<span class="showHide-icon"></span></div> 1246<div class="sys_GenericAnswerShowHide"> 1247 1248<div style="overflow-x: scroll;"> 1249<table style="width: 100%;"> 1250<tbody> 1251<tr><th>Pre-requisite</th><th>Semester 1 modules </th><th>Semester 2 modules </th><th>Undergraduate progression rule </th></tr> 1252<tr> 1253<td rowspan="2"> 1254<p>Minimum of 5Cs including Mathematics </p> 1255</td> 1256<td rowspan="2"> 1257<ul> 1258<li>Fundamentals of Business </li> 1259<li>Social Science 1 </li> 1260<li>Psychology </li> 1261<li>1 optional module of your choice </li> 1262</ul> 1263</td> 1264<td rowspan="2"> 1265<ul> 1266<li>3 optional modules of your choice </li> 1267</ul> 1268<p> </p> 1269</td> 1270<td rowspan="2">Successful completion of the foundation programme. 1271<p> </p> 1272</td> 1273</tr> 1274</tbody> 1275</table> 1276</div> 1277 1278</div> 1279<div class="clear"></div> 1280<div class="sys_GenericQuestionShowHide"> 1281 1282<h5> Biomedical Science </h5> 1283 1284<span class="showHide-icon"></span></div> 1285<div class="sys_GenericAnswerShowHide"> 1286 1287<div style="overflow-x: scroll;"> 1288<table style="width: 100%;"> 1289<tbody> 1290<tr><th>Pre-requisite</th><th>Semester 1 modules </th><th>Semester 2 modules </th><th>Undergraduate progression rule </th></tr> 1291<tr> 1292<td rowspan="2"> 1293<p> Minimum of 5Cs, including Mathematics and 2 science subjects (Biology, Chemistry, or Physics) </p> 1294</td> 1295<td rowspan="2"> 1296<ul> 1297<li>Mathematics </li> 1298<li class="_mce_tagged_br" role="listitem" aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="6" data-list-defn-props="{"335552541":1,"335559685":720,"335559991":360,"469769226":"Symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridMultilevel"}" data-aria-posinset="2" data-aria-level="1">Biology 1 </li> 1299<li>Chemistry 1 </li> 1300<li>1 optional module of your choice </li> 1301</ul> 1302</td> 1303<td rowspan="2"> 1304<ul> 1305<li>Biology 2 </li> 1306<li>Chemistry 2 </li> 1307<li>1 optional module of your choice </li> 1308</ul> 1309</td> 1310<td rowspan="2">An overall average of at least 50% <br /> 1311<p> </p> 1312</td> 1313</tr> 1314</tbody> 1315</table> 1316</div> 1317 1318</div> 1319<div class="clear"></div> 1320<div class="sys_GenericQuestionShowHide"> 1321 1322<h5> Nutrition, Biotechnology, and Environmental Science </h5> 1323 1324<span class="showHide-icon"></span></div> 1325<div class="sys_GenericAnswerShowHide"> 1326 1327<div style="overflow-x: scroll;"> 1328<table style="width: 100%;"> 1329<tbody> 1330<tr><th>Pre-requisite</th><th>Semester 1 modules </th><th>Semester 2 modules </th><th>Undergraduate progression rule </th></tr> 1331<tr> 1332<td rowspan="2"> 1333<p> Minimum of 5Cs, including Mathematics and 2 science subjects (Biology, Chemistry, or Physics) </p> 1334</td> 1335<td rowspan="2"> 1336<ul> 1337<li>Mathematics </li> 1338<li>Biology 1 / Chemistry 1 / Physics 2 (Choose 2 modules)</li> 1339<li>1 optional module of your choice </li> 1340</ul> 1341<p> </p> 1342</td> 1343<td rowspan="2"> 1344<ul> 1345<li>Biology 2 / Chemistry 2 / Physics 2 </li> 1346<li>1 optional module of your choice </li> 1347</ul> 1348</td> 1349<td rowspan="2"> 1350<p>
1350An overall average of 45% with at least 45% in the 2 science modules taken.</p> 1351</td> 1352</tr> 1353</tbody> 1354</table> 1355</div> 1356<p> <br /><em>*You must take 2 science modules that are in the same area, e.g., Biology 1 & 2 or Chemistry 1 & 2 or Physics 1 & 2. </em></p> 1357 1358</div> 1359<div class="clear"></div> 1360<div class="sys_GenericQuestionShowHide"> 1361 1362<h5> Pharmacy </h5> 1363 1364<span class="showHide-icon"></span></div> 1365<div class="sys_GenericAnswerShowHide"> 1366 1367<div style="overflow-x: scroll;"> 1368<table style="width: 100%;"> 1369<tbody> 1370<tr><th>Pre-requisite</th><th>Semester 1 modules </th><th>Semester 2 modules </th><th>Undergraduate progression rule </th></tr> 1371<tr> 1372<td rowspan="2"> 1373<p>5Bs, including Biology, Chemistry, Physics, and Mathematics / Additional Mathematics </p> 1374</td> 1375<td rowspan="2"> 1376<ul> 1377<li>Mathematics </li> 1378<li>Biology 1 </li> 1379<li>Chemistry 1 </li> 1380<li>1 optional module of your choice </li> 1381</ul> 1382</td> 1383<td rowspan="2"> 1384<ul> 1385<li>Biology 2 </li> 1386<li>Chemistry 2 </li> 1387<li>Chemistry 3 </li> 1388</ul> 1389</td> 1390<td rowspan="2">An overall average of at least 65% with at least 65% in Biology, Chemistry and Mathematics <br /> 1391<p> </p> 1392</td> 1393</tr> 1394</tbody> 1395</table> 1396</div> 1397 1398</div> 1399<div class="clear"></div> 1400<div class="sys_GenericQuestionShowHide"> 1401 1402<h5> Pharmaceutical and Health Sciences </h5> 1403 1404<span class="showHide-icon"></span></div> 1405<div class="sys_GenericAnswerShowHide"> 1406 1407<div style="overflow-x: scroll;"> 1408<table style="width: 100%;"> 1409<tbody> 1410<tr><th>Pre-requisite</th><th>Semester 1 modules </th><th>Semester 2 modules </th><th>Undergraduate progression rule </th></tr> 1411<tr> 1412<td rowspan="2"> 1413<p>Minimum of 5Cs, including Mathematics and 2 science subjects (Biology, Chemistry, or Physics) </p> 1414</td> 1415<td rowspan="2"> 1416<ul> 1417<li>Mathematics </li> 1418<li>Biology 1 </li> 1419<li>Chemistry 1 </li> 1420<li>1 optional module of your choice </li> 1421</ul> 1422</td> 1423<td rowspan="2"> 1424<ul> 1425<li>Biology 2 </li> 1426<li>Chemistry 2 </li> 1427<li>Chemistry 3 </li> 1428</ul> 1429</td> 1430<td rowspan="2">An overall average of at least 50% and at least 50% in Biology and Chemistry modules <br /> 1431<p> </p> 1432</td> 1433</tr> 1434</tbody> 1435</table> 1436</div> 1437 1438</div> 1439<div class="clear"></div> 1440<div class="sys_GenericQuestionShowHide"> 1441 1442<h5> Psychology </h5> 1443 1444<span class="showHide-icon"></span></div> 1445<div class="sys_GenericAnswerShowHide"> 1446 1447<div style="overflow-x: scroll;"> 1448<table style="width: 100%;"> 1449<tbody> 1450<tr><th>Pre-requisite</th><th>Semester 1 modules </th><th>Semester 2 modules </th><th>Undergraduate progression rule </th></tr> 1451<tr> 1452<td rowspan="2"> 1453<p>Minimum of 5Cs, including Mathematics and 1 science subject </p> 1454</td> 1455<td rowspan="2"> 1456<ul> 1457<li>Mathematics </li> 1458<li>Psychology </li> 1459<li>2 optional modules of your choice </li> 1460</ul> 1461</td> 1462<td rowspan="2"> 1463<ul> 1464<li>3 optional modules of your choice </li> 1465</ul> 1466</td> 1467<td rowspan="2">An overall average of at least 50% <br /> 1468<p> </p> 1469</td> 1470</tr> 1471</tbody> 1472</table> 1473</div> 1474 1475</div> 1476<div class="clear"></div> 1477<div class="sys_GenericQuestionShowHide"> 1478 1479<h5> Computer Science </h5> 1480 1481<span class="showHide-icon"></span></div> 1482<div class="sys_GenericAnswerShowHide"> 1483 1484<div style="overflow-x: scroll;"> 1485<table style="width: 100%;"> 1486<tbody> 1487<tr><th>Pre-requisite</th><th>Semester 1 modules </th><th>Semester 2 modules </th><th>Undergraduate progression rule </th></tr> 1488<tr> 1489<td rowspan="2"> 1490<p>5Cs, including Mathematics and Additional Mathematics.</p> 1491<p><em>*Students without Additional Mathematics must have at least a B in Mathematics and a C in 1 Science, Technology, or Engineering subject.</em></p> 1492</td> 1493<td rowspan="2"> 1494<ul> 1495<li>Mathematics </li> 1496<li>Information Technology </li> 1497<li>2 optional modules of your choice </li> 1498</ul> 1499</td> 1500<td rowspan="2"> 1501<ul> 1502<li>Advanced Mathematics </li> 1503<li>Programming </li> 1504<li>1 optional module of your choice </li> 1505</ul> 1506</td> 1507<td rowspan="2">An overall average of 50%, with at least 50% in all Mathematics modules <br /> 1508<p> </p> 1509</td> 1510</tr> 1511</tbody> 1512</table> 1513</div> 1514 1515</div> 1516<div class="clear"></div> 1517<div class="sys_GenericQuestionShowHide"> 1518 1519<h5> Mathematical Science</h5> 1520 1521<span class="showHide-icon"></span></div> 1522<div class="sys_GenericAnswerShowHide"> 1523 1524<div style="overflow-x: scroll;"> 1525<table style="width: 100%;"> 1526<tbody> 1527<tr><th>Pre-requisite</th><th>Semester 1 modules </th><th>Semester 2 modules </th><th>Undergraduate progression rule </th></tr> 1528<tr> 1529<td rowspan="2"> 1530<p>5Cs, including Mathematics and Additional Mathematics or 1 Science, Technology, or Engineering subject </p> 1531<p><em>*Students without Additional Mathematics must have at least a B in Mathematics.</em></p> 1532</td> 1533<td rowspan="2"> 1534<ul> 1535<li>Mathematics </li> 1536<li>3 optional modules of your choice </li> 1537</ul> 1538</td> 1539<td rowspan="2"> 1540<ul> 1541<li>Advanced Mathematics </li> 1542<li>2 optional modules of your choice </li> 1543</ul> 1544</td> 1545<td rowspan="2">At least 50% in Mathematics and Advanced Mathematics <br /> 1546<p> </p> 1547</td> 1548</tr> 1549</tbody> 1550</table> 1551</div> 1552 1553</div> 1554<div class="clear"></div> 1555<div class="sys_GenericQuestionShowHide"> 1556 1557<h5> Chemical and Environmental Engineering </h5> 1558 1559<span class="showHide-icon"></span></div> 1560<div class="sys_GenericAnswerShowHide"> 1561 1562<div style="overflow-x: scroll;"> 1563<table style="width: 100%;"> 1564<tbody> 1565<tr><th>Pre-requisite</th><th>Semester 1 modules </th><th>Semester 2 modules </th><th>Undergraduate progression rule </th></tr> 1566<tr> 1567<td rowspan="2"> 1568<p>5Cs, including Mathematics, Additional Mathematics, and Physics.<
1568/p> 1569<p><em>*Students without Additional Mathematics must have at least a B in Mathematics.</em></p> 1570</td> 1571<td rowspan="2"> 1572<ul> 1573<li>Mathematics </li> 1574<li>Chemistry 1 / Physics 1 </li> 1575<li>2 optional modules of your choice </li> 1576</ul> 1577</td> 1578<td rowspan="2"> 1579<ul> 1580<li>Advanced Mathematics </li> 1581<li>Chemistry 2 / Physics 2 </li> 1582<li>1 optional module of your choice </li> 1583</ul> 1584</td> 1585<td rowspan="2">At least 45% in all Mathematics and Physics / Chemistry modules <br /> 1586<p> </p> 1587</td> 1588</tr> 1589</tbody> 1590</table> 1591</div> 1592 1593</div> 1594<div class="clear"></div> 1595<div class="sys_GenericQuestionShowHide"> 1596 1597<h5> Civil Engineering / Electrical and Electronic Engineering / Mechatronic Engineering / Mechanical, Materials and Manufacturing Engineering </h5> 1598 1599<span class="showHide-icon"></span></div> 1600<div class="sys_GenericAnswerShowHide"> 1601 1602<div style="overflow-x: scroll;"> 1603<table style="width: 100%;"> 1604<tbody> 1605<tr><th>Pre-requisite</th><th>Semester 1 modules </th><th>Semester 2 modules </th><th>Undergraduate progression rule </th></tr> 1606<tr> 1607<td rowspan="2"> 1608<p>5Cs, including Mathematics, Additional Mathematics, and Physics.</p> 1609<p><em>*Students without Additional Mathematics must have at least a B in Mathematics.</em></p> 1610</td> 1611<td rowspan="2"> 1612<ul> 1613<li>Mathematics </li> 1614<li>Physics 1 </li> 1615<li>2 optional modules of your choice </li> 1616</ul> 1617</td> 1618<td rowspan="2"> 1619<ul> 1620<li>Advanced Mathematics </li> 1621<li>Physics 2 </li> 1622<li>1 optional module of your choice </li> 1623</ul> 1624</td> 1625<td rowspan="2">At least 45% in all Mathematics and Physics modules <br /> 1626<p> </p> 1627</td> 1628</tr> 1629</tbody> 1630</table> 1631</div> 1632 1633</div> 1634<div class="clear"></div> 1635 1636</div> 1637 1638</div> 1639</div> 1640<p> </p> 1641<div class="container-beige-bg"> 1642<div class="container"> 1643<div class="generalFullWidth-content"> 1644 1645<p> </p> 1646<!--<p><img class="img-responsive" alt="Early-Bird-Discount-Web-Banner-PC" src="/CachedImage.axd?ImageName=Early-Bird-Discount-Web-Banner-PC.jpg&ImageWidth=1920&ImageHeight=500&ImageVersionID=9601889&ImageModified=20250409043232" height="500" width="1920" data-cms="{"contentId":9429759,"contentVersionId":9601889}" /></p> 1647<p> </p> 1648<h3>Early Bird Discount</h3> 1649<p>Exclusive for April 2026 Foundation students! Pay your foundation fees before 6 May 2026 and enjoy a 2.5% discount.<br /> *Terms and conditions apply.</p> 1650<p><a class="CTA-ButtonDarkWithArrow" title="Register to speak with a counsellor" href="#contensis" data-cms="{"contentId":242998,"contentTypeId":0}">Find out more</a></p>--> 1651<div class="sys_twoColumns5050"> <div class="sys_one"> <img class="img-responsive" alt="Earlybird-banner-rectangle" height="300" width="600" src="/Study/images-multimedia/2025/Earlybird-banner-rectangle.jpg" /></div> <div class="sys_two"> 1652<div class="vertically-centred-content"> 1653<h3>Early Bird Discount</h3> 1654<p>Exclusive for September 2026 Foundation students! Pay your foundation fees before 31 July 2026 and enjoy a 2.5% discount.</p> 1655<span style="font-size: 0.85em;">*Terms and conditions apply.</span> <br /> 1656<p><a class="CTA-ButtonDarkWithArrow" title="Earlybird payment" href="/Study/Offer-holders/Paying-your-fees/UNM-Finance/Earlybird-payment.aspx">Find out more</a></p> 1657</div> 1658</div></div> <div class="clear"> </div> 1659<p> </p> 1660<p> </p> 1661 1662</div> 1663</div> 1664</div> 1665<p> </p> 1666<div class="container"> 1667<div class="generalFullWidth-content"> 1668 1669<div class="solid-white-background-box solid-background-box"> 1670 1671<h3 style="text-align: left;">Fees</h3> 1672<div style="overflow-x: scroll;"> 1673<table style="width: 100%;"> 1674<tbody> 1675<tr><th> </th><th><strong>Malaysian students</strong></th><th><strong>International Students</strong></th></tr> 1676<tr> 1677<td><strong>Fees</strong></td> 1678<td>RM35,000</td> 1679<td> RM38,000*</td> 1680</tr> 1681</tbody> 1682</table> 1683<p><br /><em>*For International Students, a 6% Sales and Service Tax (SST) will apply to non-Malaysian citizens from 1 July 2025. For more details, read our <a class="sys_16" href="https://www.nottingham.edu.my/finance-faq/">Finance FAQ</a>.</em></p> 1684</div> 1685 1686</div> 1687 1688</div> 1689</div> 1690<p> </p> 1691<div class="container"> 1692<div class="generalFullWidth-content"> 1693
1694<div class="solid-dark-background-box solid-background-box"> 1695 1696<div class="sys_twoColumns5050"> <div class="sys_one"> 1697<div class="vertically-centred-content"> 1698 1699<h3>In-Sessional English </h3> 1700<p>Students who do not meet the English entry requirement may still enter our Foundation course by completing the In-Sessional English programme, which enhances language proficiency throughout the semester. </p> 1701<p><a class="CTA-ButtonWhiteWithArrowForDarkBG" title="In-Sessional English" href="/Education/Programmes/In-Sessional-English.aspx">Learn more</a></p> 1702 1703</div> 1704<h2> </h2> 1705</div> <div class="sys_two"> <img class="img-responsive" alt="foundation-presessional-english" height="300" width="600" src="/Study/images-multimedia/2025/foundation-presessional-english.jpg" /></div></div> <div class="clear"> </div> 1706 1707</div> 1708 1709</div> 1710</div> 1711<p> </p> 1712<!-- 1713<div contenteditable="false" atomicselection="true" id="TEMPLbootstrap-container_3" class="sys_template" style="border: 1px dashed #ff0000;" data-cms="{"name":"bootstrap-container"}"> 1714 <div class="container"> 1715 <div class="generalFullWidth-content"> 1716 <div contenteditable="true" id="bootstrapContainer" class="sys_placeholder sys_placeholder-bootstrapContainer" style="border: 1px dashed #00ff00;" data-cms="{"title":"bootstrapContainer","width":"","height":"","constrainWidth":false,"constrainHeight":false,"tagToRender":"none","displayType":0,"textOnly":false,"placeholderClass":"","allowUsersToChangeStyles":false,"allowLinks":true,"allowSubTemplates":true,"allowHTMLSnippets":true,"allowImages":true,"allowMedia":true,"allowForms":true,"allowWebControls":true,"allowRazorViews":true}"> 1717 <div contenteditable="false" atomicselection="true" id="TEMPLsolid-dark-background-box" class="sys_template" style="border: 1px dashed #ff0000;" data-cms="{"name":"solid-dark-background-box"}"> 1718 <div class="solid-dark-background-box solid-background-box"> 1719 <div contenteditable="true" id="bootstrapContainer" class="sys_placeholder sys_placeholder-bootstrapContainer sys_placeholder-solid-dark-background-box" style="border: 1px dashed #00ff00;" data-cms="{"title":"bootstrapContainer","width":"","height":"","constrainWidth":false,"constrainHeight":false,"tagToRender":"none","displayType":0,"textOnly":false,"placeholderClass":"sys_placeholder-solid-dark-background-box","allowUsersToChangeStyles":false,"allowLinks":true,"allowSubTemplates":true,"allowHTMLSnippets":true,"allowImages":true,"allowMedia":true,"allowForms":true,"allowWebControls":true,"allowRazorViews":true}"> 1720 <div contenteditable="false" atomicselection="true" id="TEMPL2Columns5050" class="sys_template" style="border: 1px dashed #ff0000;" data-cms="{"name":"2Columns5050"}"> 1721 <div class="sys_twoColumns5050"> 1722 <div class="sys_one"> 1723 <div contenteditable="true" id="leftColumn" class="sys_placeholder sys_placeholder-leftColumn PLACE" style="width: 100%; min-height: 100%; border: 1px dashed #00ff00;" data-cms="{"height":"100%","width":"100%","allowLinks":true,"allowSubTemplates":true,"allowHTMLSnippets":true,"allowImages":true,"allowMedia":true,"allowForms":true,"allowWebControls":true,"allowRazorViews":true,"constrainWidth":false,"constrainHeight":false,"tagToRender":"none","textOnly":false,"allowUsersToChangeStyles":false,"title":"leftColumn","placeholderClass":"PLACE"}"> 1724 <div contenteditable="false" atomicselection="true" id="TEMPLalign-content-vertically-centred" class="sys_template" style="border: 1px dashed #ff0000;" data-cms="{"name":"align-content-vertically-centred"}"> 1725 <div class="vertically-centred-content"> 1726 <div contenteditable="true" id="bootstrapContainer" class="sys_placeholder sys_placeholder-bootstrapContainer sys_placeholder-verticallyCentred" style="border: 1px dashed #00ff00;" data-cms="{"title":"bootstrapContainer","width":"","height":"","constrainWidth":false,"constrainHeight":false,"tagToRender":"none","displayType":0,"textOnly":false,"placeholderClass":"sys_placeholder-verticallyCentred","allowUsersToChangeStyles":false,"allowLinks":true,"allowSubTemplates":true,"allowHTMLSnippets":true,"allowImages":true,"allowMedia":true,"allowForms":true,"allowWebControls":true,"allowRazorViews":true}"> 1727 <h2>Why Wait? Start Your Journey Today! </h2> 1728 <p>Prepare for an exciting academic future with the Nottingham's Foundation Programme. With personalised learning, financial support, and a pathway to world-class universities, your future is within reach. </p> 1729 <p><a class="CTA-ButtonWhiteWithArrowForDarkBG" title="Make an enquiry" href="#contensis" data-cms="{"contentId":286458,"contentTypeId":0}">Get in touch</a> <a class="CTA-ButtonTransparentWithArrowForDarkBG" title="Nottingham Foundation Programme" href="https://www.nottingham.edu.my/ugstudy/course/nottingham-foundation-programme">Learn more</a></p> 1730 </div> 1731 </div> 1732 </div> 1733 <h3> </h3> 1734 </div> 1735 </div> 1736 <div class="sys_two"> 1737 <div contenteditable="true" id="rightColumn" class="sys_placeholder sys_placeholder-rightColumn PLACE" style="width: 100%; min-height: 100%; border: 1px dashed #00ff00;" data-cms="{"height":"100%","width":"100%","allowLinks":true,"allowSubTemplates":true,"allowHTMLSnippets":true,"allowImages":true,"allowMedia":true,"allowForms":true,"allowWebControls":true,"allowRazorViews":true,"constrainWidth":false,"constrainHeight":false,"tagToRender":"none","textOnly":false,"allowUsersToChangeStyles":false,"title":"rightColumn","placeholderClass":"PLACE"}"><img class="img-responsive" alt="tile-foundation-get-in-touch" src="/CachedImage.axd?ImageName=tile-foundation-get-in-touch.jpg&ImageWidth=600&ImageHeight=300&ImageVersionID=9587923&ImageModified=20241128144206" height="300" width="600" data-cms="{"contentId":9417569,"contentVersionId":9587923}" /></div> 1738 </div> 1739 </div> 1740 <div class="clear"> </div> 1741 </div> 1742 </div> 1743 </div> 1744 </div> 1745 </div> 1746 </div> 1747 </div> 1748</div> 1749<p> </p> 1750<p> </p>--> 1751<div class="container-beige-bg"> 1752<div class="container"> 1753<div class="generalFullWidth-content"> 1754 1755<p> </p> 1756<h3 style="text-align: center;"><a id="Register"></a>Get in touch to learn more about NFP</h3> 1757<p> </p> 1758<iframe frameborder="0" width="100%" height="750px" src="https://enquiries.nottingham.edu.my/prod/campaign-lead-foundation.html"></iframe> 1759<!--<p> </p>--> 1760</div> 1761</div> 1762</div> 1763<!-- 1764<div contenteditable="false" atomicselection="true" id="TEMPLgrey-bg-bootstrap-container" class="sys_template" style="border: 1px dashed #ff0000;" data-cms="{"name":"grey-bg-bootstrap-container"}"> 1765 <div class="container-grey-bg"> 1766 <div class="container"> 1767 <div class="generalFullWidth-content"> 1768 <div contenteditable="true" id="bootstrapContainer" class="sys_placeholder sys_placeholder-bootstrapContainer" style="border: 1px dashed #00ff00;" data-cms="{"title":"bootstrapContainer","width":"","height":"","constrainWidth":false,"constrainHeight":false,"tagToRender":"none","displayType":0,"textOnly":false,"placeholderClass":"","allowUsersToChangeStyles":false,"allowLinks":true,"allowSubTemplates":true,"allowHTMLSnippets":true,"allowImages":true,"allowMedia":true,"allowForms":true,"allowWebControls":true,"allowRazorViews":true}"> 1769 <p> </p> 1770 <div contenteditable="false" atomicselection="true" id="TEMPL2Columns5050" class="sys_template" style="border: 1px dashed #ff0000;" data-cms="{"name":"2Columns5050"}">
1771 <div class="sys_twoColumns5050"> 1772 <div class="sys_one"> 1773 <div contenteditable="true" id="leftColumn" class="sys_placeholder sys_placeholder-leftColumn PLACE" style="width: 100%; min-height: 100%; border: 1px dashed #00ff00;" data-cms="{"height":"100%","width":"100%","allowLinks":true,"allowSubTemplates":true,"allowHTMLSnippets":true,"allowImages":true,"allowMedia":true,"allowForms":true,"allowWebControls":true,"allowRazorViews":true,"constrainWidth":false,"constrainHeight":false,"tagToRender":"none","textOnly":false,"allowUsersToChangeStyles":false,"title":"leftColumn","placeholderClass":"PLACE"}"> 1774 <div contenteditable="false" atomicselection="true" id="TEMPLalign-content-vertically-centred" class="sys_template" style="border: 1px dashed #ff0000;" data-cms="{"name":"align-content-vertically-centred"}"> 1775 <div class="vertically-centred-content"> 1776 <div contenteditable="true" id="bootstrapContainer" class="sys_placeholder sys_placeholder-bootstrapContainer sys_placeholder-verticallyCentred" style="border: 1px dashed #00ff00;" data-cms="{"title":"bootstrapContainer","width":"","height":"","constrainWidth":false,"constrainHeight":false,"tagToRender":"none","displayType":0,"textOnly":false,"placeholderClass":"sys_placeholder-verticallyCentred","allowUsersToChangeStyles":false,"allowLinks":true,"allowSubTemplates":true,"allowHTMLSnippets":true,"allowImages":true,"allowMedia":true,"allowForms":true,"allowWebControls":true,"allowRazorViews":true}"> 1777 <h2>Learn More at Our Open Day</h2> 1778 <p>Get all your questions answered at our upcoming Open Day on 16–17 and 23–24 August! Drop by our Semenyih Campus to meet our programme consultants and academics, and start your academic journey with us.</p> 1779 <a class="CTA-ButtonDarkWithArrow" title="Nottingham Foundation Programme" href="https://openday.nottingham.edu.my/campus-open-day-august-2025/">Find out more</a> 1780 </div> 1781 </div> 1782 </div> 1783 </div> 1784 </div> 1785 <div class="sys_two"> 1786 <div contenteditable="true" id="rightColumn" class="sys_placeholder sys_placeholder-rightColumn PLACE" style="width: 100%; min-height: 100%; border: 1px dashed #00ff00;" data-cms="{"height":"100%","width":"100%","allowLinks":true,"allowSubTemplates":true,"allowHTMLSnippets":true,"allowImages":true,"allowMedia":true,"allowForms":true,"allowWebControls":true,"allowRazorViews":true,"constrainWidth":false,"constrainHeight":false,"tagToRender":"none","textOnly":false,"allowUsersToChangeStyles":false,"title":"rightColumn","placeholderClass":"PLACE"}"> 1787 <div contenteditable="false" atomicselection="true" id="TEMPLalign-content-vertically-centred_1" class="sys_template" style="border: 1px dashed #ff0000;" data-cms="{"name":"align-content-vertically-centred"}"> 1788 <div class="vertically-centred-content"> 1789 <div contenteditable="true" id="bootstrapContainer" class="sys_placeholder sys_placeholder-bootstrapContainer sys_placeholder-verticallyCentred" style="border: 1px dashed #00ff00;" data-cms="{"title":"bootstrapContainer","width":"","height":"","constrainWidth":false,"constrainHeight":false,"tagToRender":"none","displayType":0,"textOnly":false,"placeholderClass":"sys_placeholder-verticallyCentred","allowUsersToChangeStyles":false,"allowLinks":true,"allowSubTemplates":true,"allowHTMLSnippets":true,"allowImages":true,"allowMedia":true,"allowForms":true,"allowWebControls":true,"allowRazorViews":true}"><img class="img-responsive" alt="tile-highlight-openday-2025" src="/CachedImage.axd?ImageName=tile-highlight-openday-2025.jpg&ImageWidth=500&ImageHeight=300&ImageVersionID=9616298&ImageModified=20250805093653" height="300" width="500" data-cms="{"contentId":9442795,"contentVersionId":9616298}" /></div> 1790 </div> 1791 </div> 1792 </div> 1793 </div> 1794 </div> 1795 <div class="clear"> </div> 1796 </div> 1797 <br /> 1798 <p> </p> 1799 </div> 1800 </div> 1801 </div> 1802 </div> 1803</div> 1804<p> </p>--> 1805<div class="container"> 1806<div class="generalFullWidth-content"> 1807 1808<p> </p> 1809<h3>Frequently Asked Questions (FAQ)</h3> 1810<div class="sys_GenericQuestionShowHide1"> 1811What is the duration of Nottingham's Foundation Programme? 1812<span class="showHide-icon"></span></div> 1813<div class="sys_GenericAnswerShowHide1"> 1814Nottingham's Foundation Programme will take 1 year (2 semesters) to complete with intakes in April and September each year. 1815</div> 1816<div class="clear"></div> 1817<div class="sys_GenericQuestionShowHide"> 1818What are the entry requirements for Nottingham's Foundation Programme? 1819<span class="showHide-icon"></span></div> 1820<div class="sys_GenericAnswerShowHide"> 1821You will require a minimum of 5Cs in SPM, O-Level or equivalent, however entry into our Pharmacy programme requires 5Bs. The minimum English requirement is IELTS 5.5 with
1821no less than 5.0 in each element. 1822</div> 1823<div class="clear"></div> 1824<div class="sys_GenericQuestionShowHide"> 1825What are the tuition fees for Nottingham's Foundation Programme? 1826<span class="showHide-icon"></span></div> 1827<div class="sys_GenericAnswerShowHide"> 1828Malaysian students will pay RM35,000 and international students will pay RM38,000. Please check our <a class="sys_16" href="https://www.nottingham.edu.my/ugstudy/course/nottingham-foundation-programme">tuition fees</a> for the latest figures. 1829</div> 1830<div class="clear"></div> 1831<div class="sys_GenericQuestionShowHide"> 1832What is the coursework-to-exam ratio in Nottingham's Foundation Programme? 1833<span class="showHide-icon"></span></div> 1834<div class="sys_GenericAnswerShowHide"> 1835Nottingham's Foundation Programme offers students a range of modules with differing ratios of coursework-to-exam from 40% coursework-based to 100% coursework-based. 1836</div> 1837<div class="clear"></div> 1838<div class="sys_GenericQuestionShowHide"> 1839Does UNM offer scholarships for Nottingham's Foundation Programme? 1840<span class="showHide-icon"></span></div> 1841<div class="sys_GenericAnswerShowHide"> 1842Yes, we have the <a id="HAS" target="_blank" rel="noreferrer noopener" class="sys_16" href="https://www.nottingham.edu.my/Study/Fees-and-Scholarships/Scholarships/Foundation-undergraduate-scholarships.aspx#HAS">Foundation High Achiever's Scholarship</a> for academically oustanding students, offering a 10% reduction for the NFP tuition fee. 1843</div> 1844<div class="clear"></div> 1845<div class="sys_GenericQuestionShowHide"> 1846Does UNM offer this programme on a part-time basis? 1847<span class="showHide-icon"></span></div> 1848<div class="sys_GenericAnswerShowHide"> 1849No, Nottingham's Foundation Programme is only offered on a full-time basis. 1850</div> 1851<div class="clear"></div> 1852<div class="sys_GenericQuestionShowHide"> 1853Can I apply to another university after completing Nottingham's Foundation Programme? 1854<span class="showHide-icon"></span></div> 1855<div class="sys_GenericAnswerShowHide"> 1856Yes, you can transfer to another university if your application is accepted by the university you’re applying to. Please check with the university in advance before applying for Nottingham's Foundation Programme. 1857</div> 1858<div class="clear"></div> 1859<div class="sys_GenericQuestionShowHide"> 1860As an international student, can I apply for Nottingham's Foundation Programme? 1861<span class="showHide-icon"></span></div> 1862<div class="sys_GenericAnswerShowHide"> 1863Yes, international students are welcome to apply. You can reach out to our counsellors <a title="Contact us" target="_blank" rel="noreferrer noopener" class="sys_0 sys_t0" href="/Study/Make-an-enquiry/Enquire-now.aspx">here</a> for more information. 1864</div> 1865<div class="clear"></div> 1866 1867</div> 1868</div> 1869<p> </p> 1870<div class="container-beige-bg"> 1871<div class="container"> 1872<div class="generalFullWidth-content"> 1873 1874<p> </p> 1875<h2 style="text-align: center;">Voices of Success</h2> 1876<!-- Elfsight Testimonials Slider | Testimonials Slider (Generic) -->
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