QF Major Module Dependency Chart

Here’s a nifty chart displaying the major requirements for QF and how they depend on each other. A PDF is also available in our Resources page.

Happy module planning!

7V1Zd5tI9v80OafnIRwQ+6PjsafzP1m648y/px8VC9vqloVbljrJfPr5FapbFEUhIShEydFytCCB4G51t+WVf/n47V+r6dPD+3yWLV5N3Nm3V/4/X00mXhqHeGFbvm+3pJG/3XC/ms/4j8oNN/P/Znyjy7du5rPsufLDdZ4v1vOn6sbbfLnMbteVbdPVKv/Kf8YPd5cvqv/6NL2nfyw33NxOF/Wtv81n6we+NQqxlb74OZvfP9Bfe1G6/ebL9PbP+1W+WfI/fDXx74rb9uvHKR2Mn9o3d/txwgH0nX/2AvqnZeWU/pvnj5UNq+xZgI8ud85Pi3/+kq9m2Yr/D9+2mC//lGHpXwGfqzzHnuzd47fLbMFwSuja7nbd8K2A1ypbVv67aYeQrvfv6WLDz/7VJFpg5zd3OY4xcZ/X3zk6or827LyKL15vr/YCPwjCp2/ll3h3z1+Lo3yhDb/+++LD57efLz6//f8r7HX99sPFh0v27v3F/338RD/HqYo9pG3bc6HN7ITL05qss29s+8P6cYENHt4+r1f5n9llvsgZuJf5Er98czdfLJRN08X8nuH1FuBimHnzd7Zaz0F/F/yLx/lsxv7mzdeH+Tq7eZresv/8Cm7Dthy/vlvkX7HlAb/LsEMBG85HDJvFZ/pT0KBb3MRFsL/LiFvruCspAhye5Y/ZevWd0er22yDi3M2Z2+Mfv5acEoeczB4kJiGhMOV0dy+OXBIK3nBaaaIbzhcaupnN/9aSDUPTaw5xRjeL7I7htIFuGqkPHJO9puthx/EcdiLFrpAwFdL0vF2kOacNn7K7DFC/ZaIOu0XTR4be5Zdn9iJRodihkTLFgVufuHpyD+s1/hVfX+Px9etXZ7l5drLZxnm+x4ZVdj8HcU9XeI8vvmwWi2w9X7LzmN5uFuvvr59v5+xKsOWvzXS5nq+n6/nf2eu7+XJabAZqXez5mM+endv80cHHf769uXx38fb91afteX1+mD+TcAbK2fspQ/X8eTNlRDAFFUzcjx/e/V7snbMj4hom7uaZ7QC6wuXnuHomFTlki5WDrRSb1WqOM908Mpyxi3SfVvjJX5v5MzisANxqc7verDIcfCfkCzobTCQU1GlWIHjsPAYUCH5SlQdewLlfkgie53P2l0UCrUb9RAI/sEYkCJH+7upfVx8YT2iE/RmFQGFURaGb1FEYcdFrHoH8IBUEKljRwewQFAFel5dX4TXO6c39ajqDsBKwpJ/vXkLZrdhdQbMB6HtBdUUNYt8J/UnsuZPE9WPiL3mBTTULrJ+4DnZNfC+Ow9h1U46wXsjxuGJrD3Kgb9SQc13cdJqVAfSQziGYI3ASNw7iKPLDEMKOA0SWdhEYVoOfyIlT6WZCIfJ0irR5/FyFl5cD4qeGDA3KWiukcTpxQlgYfhQESZgm/IASfsBWdfREqRMmcRK6QRRPkjQme7IXduhiflzs0LrPkZOEiYMlu8SOhnmwqtVXGs+DcKsxXT/stFh4Cls+Y3swZBjA1fU1Y30FKYkO+NPVLf++XOV7oUIRZKGbOlGCrZM0daMw0MixVCPGPC92tnzlu0ngecLx0gcVbotl5kWhosoVLVDhBVzSy7gIQsdLotQLk63kik2ggrPkj4KKlADbGhf4SiOgoH0JPGAF4QTdDxXjCKir6PJyFFR4AYlkwoWXOLGXRpPIK1DCMSXjgjipgoto4nDZFKRMk+6PC3ExJSrgSpy4bvDTf/7RDylPi+l8+fpLcVwVGa6LhTJqXtn1CG1Y3guE8pMkg1JWC0xgMCR3IMeg76UOU6YEDuuSTbvcx06JPWYHGcAg/2sJg+8v8Pecps7Yw7eT0Frs1b08wJ7nej/dnNmvRCCsf0sRWMff5Q3Q596csSewF3OlgTwNge9EsipSX/6OhT2NqXRxeYl/n5yXv13Ln00orGsw7y88sCCCoGf8NchPm/Cn01+Av8kZfwJ/icXsV3fUFujjPpkz9urYw+8d3xL1s553UBgPiJtd33wGcvnFntEITc+vqjEtdFD/OFikv1GU0In709VZiWmMp1jEhr6WDRGuPluBshaD3DhLrUCKZVcQ6CP2dsaeCJgpyAvjiQMfdUpBMw6qEZAX8GNIWMpmSJzlH/PV+iG/z5fTxVW59U2JR+YklnCWfZuv/yO9/539xIGfAB+XODPxHfsgfflHtl5/5zCfbpDdhewZ8c/v8hykUUMNc183ouY536wKupLocz1d3Wcibr/dxq51JwJX2aLIeqvmI/cBeJ0tDADcdZCKWcJcwFj+jmDOvvyBAE55q6YBvgPePzK4o3o4y7hAKelZI1CKL38ggMf906d59O/wBGolRxqQw4LHdlMO5DhyBq4uz3lPEi4uGYUiTZmWB0dDk22WpZweyD63z+Fvp0uYcD4m1TTOGOkBYRiXykNNcyCztRrIdlIp5DqhFJ0+dEf5VhLd/XqNYG/PcPZLdn4kXuQI3Y1lgY6m9iV1xyNDHtI1zshriNzYg7yUM33F5eELT0g/5K3Yz1XcwdG6lZg7khHboKkRx8bdHYq55TtJmWdI+c9joI6nrageYyOoeymuKlvd/bRq7krdypazC1atyrSIxfT5eX5bxVQrBZOoRFYwien3KpgSYHQle7SttR7K/+GXfF4ogRxLr5H1W8VTkjjJlr2K7EUlV257efwgchWpclzlqEHoOmnpJyFliI66BVDtqAUiBUja4VaXrHrWondo0WJNsF+LDpXlYOI7MNhETU1domh16CEyMFokg+6TKJLfoXS0FaZwa3HDad9icaNWU0WR41MlFcNjN2GjBEX2HNWcsEGChtZlTlVzZw2uHu+ACuCAKpuzho+XNqVLW4T6zTnmjDwN8hgeZCVuROzpNHAfa8IZe03YgzR0fEks1ptDHA97dTWtiDUaybh5mdizJ9boUbriacS+WulOgiJl5UlsPH40AE0ZNByCHiv1OG8HDnnarJ62mrvKJLyQXkvlXThHqWw1aQ1MaAGnTlZp7BRmQLD1q4+ZzlsXb6hIQtGTkVS0F4E9+IP4Uk3o8wNHEm/kIhglm7dF4f4+c66KA7knSFUQliJOk0/RSnRFGi+ToEBL7D5P1GXuTns61PLzJmn1uKjLdKi3QFED3cr2AyanDBj0syf2A/QsarwcX/FvIbyHbIGdZ6rukgYeHKJlffCW3ksS3Z5TZ9N0Ug8ubEWQEQX5pYigakVBEnuOcCaxVWTEjPS6R+n9RTAhi+uMvbqCbBP2dPUgwB4/4TP26uWsNmFP5xgKJpERr97L5D2LdG9a8iXs3XwOoFSesUdOeEUTsScjQjRSUZBH1HZGHlywis5iEfLqKmfhsjgjr6l+wCaxWU+K+PU6FMXlZ+TVxKY9yIvquIOt53uukTUvX02XzIlwSAe7Sm7RjqxdHR61tDCEuWdNKJI8ODX8GXEXvlj82RMRoYaUKgJRi3BGYLPL155wcqz1lgGBnDPPCNRyYOynyMAqzfYRffY0xmQYn31TUVjdn9/ZZU8yxBaPvXBBkrRFVlUke2i6eexFa2UKBCT+rt6MBpO1YgNpv22jOq2ogAOiUn7GYW4LEagtW5JqT1MljbctDYi8zD1dDAxHbUB81b9FxDHlynuhQ2xJ2lgIhnyYxw0j1gVUK2KkLiqdiiHHocbUd0QqExNKHWOI8OweEpo0RIyRkr0QoLaPLElGjFt0NJ2zTwME2uzdn5KpT/tRKLlNZXbHDGmhoVhM5aqUwvwyJylrnpKO664ab2HCzw2QQxPRvISjyNwDyTyu6iADkzmpJmPmfbRO+6AEsWrCGr8CS2hZ9Xd6YexI3btdoslDidlXlEhYE06Z1srWgmHSPly1C5qeiRpzQNT9owCJjTI8DNNz3aodjJ5n0+cHYRX3IGC78paGImAEUJWBDyla1EsW8UB5S6YJGIYASm3E7A/eXc4UAU80Sf7DC2SlD0l7gUzjUCv0bJdVnyiCc58W0Jqe1TlZURqijLQ26Mc0PddsAj1/NqcPqgJZe9rm6PmIFmFnmiW/hCUkG1GdCpFsCD8UKcPwRXT0QUBlUBxRfuzIVh8RtHlPFOwpy8wpcy4DWhBtqTelXYh44MEKeWV74cPq6DJQKpGDYIK5c6UQHY50yFd+4qSja71F7b1t8TapNkYcIlpM6wpDdUdDXFUpfab5NUdDDBIPuV1PnHiIUKoFD3ZRT21aC2vdJbsu+OkebPkqbkMAw5FG73mJQpWGFC3V4MYlONQhhMnR3W4cFRg79+6vZWmyr18MmVOali3KGU2ko2zEAPZEKSEprN6XygNk6pSZ4eAgC4k8VKZpDk3kx6xROzaR29W0RBVfIfIXpEIF8uQcSuSx0rakIZ9wAD2ANBBrzFDaJlMB5UhYU8FYC6DAlCg1ftT3dTREVWG3L65pyncSKvRXq2HsL6Ro6KndhGZZlFs1ELCSOPLsa/Lqd6iVVQ4cxI48K1gdUTsUoQ3sZAuPkwmma1fdigbJcKwkf9m14iFzXO3ahAydsja/a1dATANRjutHjux9Hs5xQvlq1ogiHRlYV7bvKk7SOEEygjS8VzliezpQnLox7AbZbGjXH/JgSSTG14safPh85eopw5LItoxDLc1R+tOZ5gaiuaoLOkkCJy7Xvu1iZYzkokFdfMIQrIxxYCuf4WxEbVyKX4k1dKo6iA1lx9ZiqaKOy3gXE9Xy2Bk97Z+Pop0whfTLc1OL5sJ6a7oiodjjlLq+NQuxlpmimkRRvu343eBoiR5r9hE7wKCjeKjMuCLv26bOmAc3tQw2De9t2jItnPtSmo9E6rSudlprzcM+NdBLu4UGc1h2eZfUGtL7Kso2xaZsyQdT7XyMJTKQ3pioZj66sslW/lDZjYpGFk/g0ZRmLO0O4HgTZVLMzt37q+rpsKr6jvzyltRcJVzLKtNqzY1Dz4FpVWo9HcsTFS9/7LKEodL1OpAvXs2r1V9N67TcYW1MCkgcl3ALodyJci3z758pd8fuKauIkLwyhj1yFFS1xT3SteeraH9fpXS7ki9Txb0AUnSkxF3yjh7uyFMoHRZwBHFXGwRjOanjtFF/LIJvOIJhWh/U+9zNiOyiR2vME8uS/UJ1hpYhT6AoxzjQEdiJWgYtTdhFE82UZIhaWvttfkxqOVQOJko4vyFfpVkOqn7znfv3loMgwhcrB6kCw5ZEOYUCMQPPkQN3bteUeZVj9lRh2kHoaoeHgemc0hArDRxN9ZB7mXOcoyh2ktJKplzmEYIrvmaS3AjpvK0EUUC2hy0+zIiFyNQqwSBFInoUC69jx+YwqgxoIJnOkqeHyubT+n7shc1wrJ8EV6UWzC5vI1i9TefJg4lLzUjZneliTtunrHs1EH8eG9/Y+cGePtuk7VR6pPseFfedkcdAdOjsPBrVPXSbSgp9WTCf2ktOZD41z99REwvsm08tlG1R0QO/ZL2T3L4B1agUldoQCD9eL/1SXMx4RnA1l8dEByGd5iBGSFijnR4UCm9dPKaY2g3L08AWcRyhNIXiS4xedxvERMlt9u7v96E04pNPJOmTn3McIlep0ZRLUzTosNylKfp1HcmlqRnud2TS7pxUUu0CohHgJNQtbQMSeokjdwnq2MdBLfILYt+RxXdfv0K7Cnd9WZc5Mh07Aqlp5WaoaNS2gj3VRW6q34intjU40oBVtWY0DlkRrFQGa5hSh01pMhAjOlw79inB0Gb1WB2qhHiOwyXgdvHsRrYq1UYu3MEyPwzU07va1PNA9ZiU9iOpx8MG/A/WIQrzsIt01hmBluX8YfTrENOvAzXoESPtU2gQPrUZtKpzfaoI9n57pxAX8G0oLjpjPGKkk9TDdFZ8yyj68LTXrmyhnQpvW6mvp0p//UCowztdqEoL9Fyp0cUw6QImhsInKU5U6m5q2G400jSqJT035sKaSPCuULqml6T9lG4oF1al9D0cZIzUVUNyV0uX/btDsUevtLKPoWGqr2fGDE71g6s9IBz7+4dEqlUKBUWOqHXtD1iTmyn60Jc9MMFQFmo+npqj0nP3CJ6osneTkj6+f3fUiyCJTuJZw0xnot/OYUxHtbb7l5r2dRYUn7G516yC2D2hoPZLi+KBiT1U5kg8NlRyiq9pEzGmvN4buOwRq7TbTI1D35GDOB2dMaqZepzKtIQa+nRyxqjNOfvtfWAn2UjpUjVoJ1kxE20nu7XN6KglDnFGG2okrXD/iK6crhNIYRRdmladf+Ac3NVxs1PGhWYmdA2s9xAkT+2hgNyffLnMbtfTL3SE4mKa86AUl2KEGa5pPcokQYeYpiJd4JKVs+0Vpa0TdDQj602lEdXJ7jd+fRoCvby8CotcoDoWSgy2TwDyHE2OT+zA8JZuGhCzGQCTIEJpI1J/kG1noJGGTyv0LhB3yc86MkyrFOyFSOtm/cGhv6aY5EGJfvICeST4UvD6JOWmT21WhD8iwpTJ2gC9EeQmtbg6SbCSGVW6YyaIlpbauG7C/XHA2qrbyKmAFWDB2DmpTcB4YD1lIRBTH18B1sRh/TeV+NEYYDWpHhwbrKI9sm1gDVqVwp7KkoWVHAPb1PZMo4D1lGWr2hM5mPhOYoMFFbSqb7MVrKgFqMI1SRDiqhWTjAHWNnnRg4B1Nl/BeJ3nrDgDziN24WZATeqqaJoawrFeM1jHgPUpK7OwsJTeTAmyVsoJeCOScJvggrXqgeLes8ZGCFqNpz0VsHoopoXmJXJGR7NoA/qfE13HyHIUcIUUkDIXRoTrKatdqUKuwYS1bFSjuaOAtYVwHdpxrfalDTwopWXOOZVEHd9xHbSa3Tyu47rE4Ek6rgNKYrHJcX0ITK1zVUO2jM/SSIGrhurs4elWlaIj87RA4WnydJuKxaPz9AEwtY+naYUcmaeVNAlvgp4ZterIEXiaCHtsnhbNJjT0J1B4mjzdJsVvEJ42C1O1t6Djy4mklJm9h8MnSBOT1zJKEewFYE1LvxN2gIYY4o31vkz8Gs3CaTX/+GTgCmpFMFRqtzAeXE85ageeVeCKWhwmTCtDFMYAa5sxkkOv9Kmy0NujvJMDymblXWDwNBd6clVZpbwfAFP7lPc2uXn2Sko1QVlfXjmCpIxP2tOughXlnw54XsCIH3EMuLapg7YWrj51kxWR+NiBbq22MBkDried4QAhqlRxpo5f6147BlhP2m4SozjEsoXSE7llYF0xOBpgWzhVhvc5qa2zPETO5G4ao6miNDbUZlVUoPA0VdG4hS10dFX0AJiKBokOjPUwitI4QbNAj2qwRlBF2ySGD87TYEJLzctWww5H5mmBwtPk6TZD+Y7O0wfA1Drz0ht29FvD/Ael2WL7YYa6WeuilbalHW7RdwWjGqQy+66dLFyyWduNljDVwMVTarLB7U4gNw3YXk/jaav7R8i2C8uW5WYbicK3faRedchplXtIpLBwtp9/yVZznDHrM9+1HaOWyu3q16IOvUA1niP3Klfb0rZvx1g1aVC7hQTtIww6mZA1MCzl1DuPGB/4ytdIm2UkhscP0gW8ZvHF0FSQvFEqeseZ9wr2cFxRcsg44rCBr4PKSLCTBV1TurS3t6uZDsRcFelwpMiNzTp20wHZjDKvodoDRd8dru0579y7PwFTZq1Mr6AJGtCSr9YP+X2+nC6uyq0KwUmk3Eyjf2Tr9Xc+SGa6WefYVB77XZ7DtNgj9lvRNdFRteFPW4l9GBX3bWQWVoXR3t+jG87u9Z6YUf/7/rMu09aOyKrRd7Cbtn9KnIfehkjZ2FH9q3VlsDGDcmd+ZY3rZmifgH9SYPYAh3lXXwZyFdEG24vTCAFZX21v1Q3ENvonD4ApEW3Epmcixp4mrEFUQsbLPl+GeYhCNo0wGbW5k6BmpEQ7NUfXSNCySaqBorAiYx9cJE176KjAB+p4HT91pEpoCMZhFHiRirB7bnRzB0Rl/zj04JWW7Fajixr1ve0zG3CR3bFhfQ2TAZ+fpkvtYRbzZfaaCKqYDchEqnqYy58/fry5wreff/50hVcxC3B73INGBLITP3AWIN9EY/+KS90x9E8nZXP8+m5RyIkH/C7DDvJYQUZJ2vGUunGEJtraKDZBhC7I9Q6bEu8LU1dm/gADWWSt3ECgNyTCt5UUlVmXtwI/5Q8xsLSQ8TvI+LeP++dcnmm7a3ZItXEbaNqZIA2BGh7X02mPRdxgMevV4A5ZIxg2wC+jdQx1tHzSsQpHzEJc084bLTKY08VF+RGt5scP/2Fson3TrNrN8tGMuoRBYZWSDKO8GsuIEPetKYUH68ipGpDbPSLIXIgk1I4Gtnet3zvX2ncx11o6il474CPN69rBx/e//PvdzcdPv591gx26gcZRVuPt5k5uijsRswlYv6YysFLPhoIicCTNVyc7T0zzvbtLzprvQdTNbsYUAygCVdUXHfUQSReZuOOpvhG1KzUbY2k/eKMIeLcNwMgD/wmHzeEYRT1oMTZKMyENIdqe8ZjWqKC/lwQNmF5BTgl6BpA9OvHTYjpfvn7arJ4KtCm675vi3sSS96vpbA5wqZxaBbkovNahhoiIanB6rRBVDvLQ4q/ONJyPZJ6houJ+TMKZcSwmKeaN2MIkmuFqx2SS+mpcX3XOTMKZhOL1x2CSLQ1UMPMhy2Zwx7tMd5kuZ3g+46o076q4cqnIR44Da3BFam8fXMXUSPdFrfqaDMyadJNFWUyNNStj3CkC1wKTxqWbOKOzCqBTo2lEzBg6AOrtXqAOcDjLcEPcIpap++7Pi0wzyxxRIxB00aARABpnhUAeXKbg6rgaQX8v1y0uFOUQvd21XgJ3bbGbciDHcfY7qXZ5ozrG8DROKpm4ZMJg1SLkueLw2OG72klqJu0CJW9Xv3Jq/Km0rR9p1Q2DX1bZKvsL2x7z2WaR/fT8D7xfAtmgolU2A26YsbDOv05Xhbj49RpP76d/MJFxCh7GnYuujF0qRumFXbXKQic40DNAF2o8GL34uMoZV5bBJUDk4X0+y9gv/gc=

Leave a Reply

Your email address will not be published. Required fields are marked *