The General Index for the Commercial Real Estate Market (IGMI-C) was developed by the Brazilian Institute of Economics (IBRE/FGV) in 2011 and has B3 as one of its sponsors. IGMI-C is the first profitability index of the Brazilian real estate sector. It seeks to be a profitability point of reference in commercial real estate (offices, hotels, shipping malls and others), granting investors greater transparency as regards buy, sell and rental price formation.
The index is calculated from information provided voluntarily by a group of participants involving institutional investors and companies linked to the real estate sector, such as professional associations, real estate portfolio administrators and managers, and developers. The index has been published since 2000 and is updated every quarter.
Methodologies
The IGMI-C is published in three versions, calculated thus:
![](data:image/png;base64,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)
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kEP7Gj46QkBjGsctOCrTprw/tZjnoODboQQ32vYwfVc/TsmH+MhSjkDzT3ap+vs6op4lmUoGfEcnbcdwN2/v17cATZ33ro/iiHAbIyn15dFinpQUTwcq0+ZKZZoEVomPEMHbNU/aXLt4k8kbeQ7Ua5pdXv0aURsVnAjuQIGk9eAvzFkYSVJqL2XJR/+8/4wLdPwsMnH4CyIlF6AKMPnwv7w5+FNS9lBuInLG1Xh97VFpa2APMKrBkbsT9O45lHfwj588WYo554gun6KUYKdtwlPx61VO1hMUZaeNLd/ex1F7T2cqprW1MnEtqB+wagS3da1KWByQGqaIhWOkYfO4FFAIrnHYRPpQbxVNCLnH8fvnd7iI+/6130CAqms+j6nwqzsehqCfSRGCoqcSCZSsBvVnHaySeglC8iY6fpqRAE+ZvOcD+VQZqWctHCQ7Bta01v7kRi7ACh5BAOvw5fiRailsphaPNV+N5j/wnffE+WMJBBxuvFFOPDfEj4c+eaGaiShiisWN4r0vsqMdVm1WSERKdUpGvMFDCzyEcFlDO6hp5kIhwjCPQRoGp5ViJFr4NuE/sBdFVFNpdhKFbDV08+ET05rUeKYJxAXx87i8V8rBS3LA5efDieWPEsUopS7Pc9NvNyhunvPYaHv1vCMYdq9ycqqFfYyKGPzomf4pnyAuMd1i16QRRDje5ci2fu+NwnYO1joc+ah30Sb8Z51evwwaF+WD2LkGHoXki/Hc+uo7TIezv2kWWnFYIN/UHWex1W3v82/PnbNMajl7WjjKU7noKwv1ezA8iMsW72ApR9tt0AhWAPcKMnTVkQ43dffoXlD3fKTzHkndP3cTy1ht6Y3cZUtcm2pETNWr0tWHYCiz36/cgNU2f6LRzxzNex1T8Ni1tZhoHa0MDDq9bii3+3EIfzjom+KvIEUC/MYdsj5wOfOACHsUV1hYTlTcK+tYh/OeRwxHQktbFc+pFtbweNVBrTxFrFru0O3W+2ha+u7O5oZmyrS3sr6eCmK1J1qmbAtiWBbLjsQMldOs5LNWFIZwZCdRxUxu+Qjyavl6e5+/NrzpH7t3Onqf+bnTHRCR20JelIajuQaWGekYjTqIvEOjrOVMEkz7Uk9lkwr8XiS6i/MTf+erw3CMx4urnm6U57hRyPC2Uz+Vt19Rly82QkZeU70IF2n7/80cmCFu+p1Fm8Dqh35gLELQtLN9fa/hqer5Av3rdmuWRwijyp9ysDgSYw1ZHQn5TysmMF//t2KbNMrZPHDGu1ce5pCgrDnWZhuh+I65qSxPXoj+lYNQ9D/uoWMWutVKz8jiyV/5k9We5rUq4srqX5xIFUm0wUkg/NpqmVmeCxyDbuSVzm/mZu4UxTbZXvlf5ZHqIY262qkVGTF/Q2FbvKy2eNHY+Nw/OPX76A9czqQnNBdrjz5N+Scqc52EZSD8kHy57SQfNxiVmu+BFr6fK8Nsxuyu9l+TpvwfLZQpSrFqV7TKbtFakicWsulzOsk+XOzSorkXWXHSHpS0YkpkDNJATPjcsKuSlryd0Pa8NvMvKQWDl6Ri4s5OSYJzaZU+EUcx+/RY7Z55OyelssjTAQP3Rkp+bDNnV5RyTbJXCYj97AplKx7o66ntZeTpEOUKdC9CR60aKViuHgte89GcWHHmOYRReG/nYBvXByNP1WEn2Z1Zi+8REc770FfzmvhTrDkGy1jiyewg8OPwUbaTkn6ESIEzIk4EXmmc5qgEa3I2D4F/KXVtBK6tiPxkAadmhYQqejGSKVZrJ/WwBkIbRGUBlvwB4u4ndLz8ZRqf+C/1awkWAIa9yjcAMunHs67s/Ra9Fopi+HwEuhocUxRZQZQI+OpmtUmDoQ65JlLOk5EPZ3z8NJmbewbJpwemB+kjzaO834c5wagrPtRxhmiJyn9xLr+Bt5KZUYi2jYoS5NRk09M6WflsnoM3mheaZO62EeQuevjm2Ftk40ZOCnKefH1+DGz34chxVK+vQK8r5PT+5p3HDEGbguMWWyK3s6EN5n6rIPN4kIM5GPMNFiSGaYQ8OjJ+a3kcv28ieFbNpjSB3oE01IsdwUPcisNUhvcwXu2nIiqq0qgrqwTVbh4WUnwVq5EpXcOJq5AJWeBALnPlz+ulOwRRJosQ7jsY0ChVdhcLan8m1J0wutdOTI5oziCaZhQobp61b9DGfiAKRe04saQ+++//w+DH7uZjyWCZAOdDgCmINRbPf2w/p+NnxiAYWmbZrH8sveinPb5+Jrb15oHg1L9LBizSlc996Pon8RS0skGdoKmpdcjYena0gwTrYjF5fP/SEemWDIPic245a7pRnw6tJeSg4t1JSv1pQHdHXUvjZbj8t5hx0v16tjUXXob0X0J2iKq+Nyjqrmwi/JkzRoodp2Ne8jd8vJ1utpyQclTYs+Z8mTvDhCIx6bbAO1vGqB1ZXiFvqBOWeKZN70T2ih9S/5cdVido5DtZjBKC33mFzM7pHsu0zWyzqZZJkerbuMPi6fpxeRRlGKBcjcC37Jk2XyulFkmq6EulhqoLlpVlXWRFmQiB7S+Gb5UOJCeYoJWpSCx+sSTRinS8Ix+cG3Fsp3nup4LgwR9aLJxG+ry9kx4awGvcJAHKezgED5N7zzt01PUn+VTV9dKHoPv/wqe9u3njILDXQBQLR9tRxTGGK0mmIQC1l8yV0mj9FwTcdjqal3w0Ji48owP83tGfkBjpeHNRP1DnlZV2po+lgP/BGm1bpvl6u+9ha55jd6Kz0nJ5ZmPCoTTx4nQ596kl6VWcgg7tjv5MTeueSBvFGGg0tuVFalXqcr1Qp2X77F8qkyWr46mcpqQ3ngr8q/45puk0tOXyiZy34nk6EuuGA+5Yflq8nT5OEd24TNzOZR2dPJ+16PzP/CKtnib5QonpJ19y+VtPVJWV5noayL8iNs0w1LT5eFNz4vNXrqKj/ZuVY+nVgiG511EjZG5FjLkoQNGegZkvyPHiHbHY5eSF3Q2tvJMaorNdW8MsMNo/yjsuOnF8nZdxCo2D81/FNwcuQ5+SkWylWrdxj/XoOjnRrysR9vWPYPcvrd1FY9SV2pK5hRybXDqOoobnV2mD833dVVS1qsApd2OA11Opvud0DM1Ru8p2UJO/UNDxqvvxNaaEzCwrbe9w056eGVhKMJsyxso7tSTmTaTBL6xhp2xqQMJvokmTxG7p4if4zMTJi6/RY5OX+dbHB1zRLzCqcUI4gmzH3Hv8jwJ5aYpJEyoaRMm63z41JsKjlziefoaRmeNWTRzt3ZXPOrnXjVg18SfXomSVC/ZB1vctfzT0223XmxXHzd46xTICH7+3OaYbspbeapwZepq/KgcmWaIHpCliS/IPdq7GgQeIzgyXBbr/mK5qwE8/7wwZBDWP/sF5+QNTxveH3uYinRse3DIvnE/QwRFUxbE7L1F1+Rry1jaBYFMq7tRqxQYY6xYXdbforlb9XzWn5TWgSokLAUqsHQcQJm+/S9X5T91YlOZOS8O8lTmxYkmJRln7PESn5NbmzwXobNZp1gOC7XnmIJ+hnGopf3nCXPkuEw1vVZWrwv2zdcKfMyurZ/kfTr4Gk2J8Nav0tXGFBz2P7N+86Us29/zuhIUxn/D9YJwowfzFS0oSVoI+kYRqAM8VcXpTGDmtaayj2tSqjCZVojByZvsnk8/q1oXkzD9idtFFdlwnx1lEKF7ut4iCK56ivzNGMVkdpPkprEqnYQplR+9AZlgzG5yryueanFcIjczN80Yov5Oa2O4AIdZ/A6y+30IoU/wYzUoMiUMrXeDAEog5p9SF7NoclXLYk5yfwi09BVTcX/anQ03lbT4DFTP6ywpjzLeqmyBxrgs9qal9ZD5aT5q8BVJ6i+RiYTBBIz7kGWa3pCb+ChS9dA67er43cqz3t4ZxixErxoxlVInXQdNtWzMF4FN4c9RNcNGvxSCsa4PS2Xfe2v5aaVLEueYK5l2cw0em9cMS3HHd7QronDOmz5xndkWZOVVKXVcQXWb0enZf7IpEyrAigPNdn67aXy21F6BSpotneVMnCMJJhOV5lG5EXryA6pAGpQSBtoZJUcnbhKngmZD48n6EG0lPlNK+RD80+TtayaZ+T4x6Y/kP9XmNSznjz3Qnl0apxepLYvgcmZ7uigDjC+2knFqdzGNRk5/xz5zbaGwQ+XbWrGZHdDdkZsXUMISccoMpQdd1LYUWQQWt+Ma9J/BzubRN88C73ZBejrWYADGOtaA1kMLL0ThaqZIoI+ghEyDu8LPIwVGb+O6rleWHYLHkPdHieNZNhgrD6E0Zgxdmoa9XwNPQyLW3Yv0i7j1GSEiV4bU7zT0ykR52mcONiDVM+D2FJhnraDwIxfEKwTOuQwjttufyus183DUN7CwsJ+GC5kMHDKz7FKZ336PAzH03oHnN4ivEQKbrIBD0VkWF7Ct5V1ko+2lcZg7CPSxyJs28xU9/gttDKTyDKteUqKeabhsPg+FBpJNNJtnY3n6SyarGMy3IoSjwtRFtLsvGGhYetxDiiuxHBrPoWSQnuojFKLQgqBNplL0x/WMRddCmSZSfUMAjZIHBaQsPoMh2wnBJStjvJ0Ho4OkUjGEJVF7CKb7QT/+lih5oMEgxV7GMd9+dtwV3wER35pEtuqA9jP3wgnbqHSR4Zd5uMm4eeqyFoNLLt0GgcmfSzffj/GyINjj2FBpMs+X1m6+xuPoZCNsWz8Aey0JthelGggVAedTaPshMpp18x5oMyNSpOeRuSPI7FwAslEzTzfNuy/AasvOhhvP3sHbh45BwfFOu7C+19h2iP/rzBl8DwuXrIRc1K9eO7pWzGlj/ek+3l+BIGlY3avcjIznHXoI2UXX7oOixZFWPmrx9DIx+xT/4H+qdeghitQK6WWV11L9Tsmn5RP5/+HTDQbsl3ukUuHbLl4JRGQhu6hH0K++FDYmcWJCO9qeNRtImCWiY5VehIO3ZqOnzMm7oZrJPnZW2Q900/MzGQ5pjzd3cYfZqCgGrFcZabe5OGUTI6eJz2fWcYUGj3rDINakhpDdTKpXkVljVyDnPyUnnqFxi6W38pl2Idx/Q7ZLPThWyx/gvwFkTR0isZYQh0zmZZQ76dF2vncFVI44QqZ5nFENsyjJCoDNZIhmeF5Rx9W6Bj0jsdFL8p4LOQ+Jl/q5ej5KfWmxr3OsaOcNqSqTNMKq9elHrVecnXWym+QnSYNTSfE0j/Kk5n9mdnUcgYqW0MactHLZJ7tqMzLDUqNFYrb4jp1Xu3MDmnyRoMCpmeinp3xNOvq4VbMYzrGstEd7fBvAkfxK2X5fCktPcVF8v3rH2Y6HSXSC+qlzZaMKX0BqfBVwA05NT3IUGFALrjzCaMCDZcc6SVWpGHOUICsmMf21PEnZfySJYfJvqnXMczISA9h7Vu3PE5+ldcGc6Z+aUO1IhNmzJ5my/8rS+ponjTIsKyQl6X/uk6azhTbtaxSIP2b8rxqyYx7sokbwVr5X309rEdJlly7Tvxm2/T53RGMI8kOox15PKCKaycbHZWxDb+R79y9RiIqTGX854w/z5D1Lnumwzj9jp/IvfrQEQFLRaTAJLF2Ju7qYSvsFMfQQ0O01tf3kY8/QOnuAgP91bTjHbfadBA9ro13FE3ziKel9bOz5HWXPKtQIFF9uhMCkVN2U55gz5u+U76ET8iK7cr/Zv5x5cFr6IxcsYrSYIYsK3Zd5qnQTKVuaucm8c80OdSOWz5/vnz1V9xxtKPredZl5zbe6Msk01UUsNgBdIRjitd5luwTXFkHE9h6ddZbOXIZZpnoz8iMKMkSNaZvy0oCCyXHejBDXjNAonJgfhrteIz1dDNDDFoG42ozxc79QJ8dJIUMkyLWImY5Os6io00KVKaevFEbX0OSFve1jtq/VY6MpknPMq9AakbQvODrYHNnqYIxUKrbZFCPR3WgmjdXWX4nXJ0taSGdOvw76bEqGpmjMBRunIh/PfJu1kiQF/MMoamaVBvaHp2DOFIN0UUbvgTtsKM7/KNy12EIU5+6b+QtoQpxtjQ7/l95Yh/apBMw5IrhoBohzwxgUz56+dVOZLKuCx+U2XJg7E3M/qLtGhsL/mKCdvTO1Ivep4LWKNmXCnuTelU6RlT52dEy/MnfGvBoGHeDnZGKrtd1tGrnzofkU8U8A6eUWBbklF/rKBdp00o5Jz2kAQutkXH0JX8VEYJt3nDGJW49IV9IDtFi7ivJzFfl1nu/KZevrcuE9i7+33LZfvLlZzZ2hK+aEcZS9enZ6HE4IVvvOVFS/3KnPK/HrPio58i9X04Jrr3DYJDGxjruVK+uk+/YvfpuFmEMJv/yqwni5QPyuURRYBd0raIgzfuuXMW8I7nl5Dnk+cPyMPVfPZmIvKxaAvnSCnaNli9xfUR+cM6wFPBPci8Bs7VxiaQ0n5O+JD/+QkkW8t6reWvt+fvNYKPV+yUZNQOG9I3UOVJFi0ZYVrUDVDMUE+0iVX5TWQJirAxoPRRV2CEidlICms40KcAY0FFtnWnbSqPOEsycoJGRsbPeiGznCZOEWfpBm0rC8nlRHVa6ZfrHONkuwTdUtWe6gOfUeY6iaHYb0TciYHLXDOab313n6bHumpgUl3zQO1c+VXeMV8W02n4donepDBnIL+vz34r/TEvgUJ00laXekn9NZoaIef5F/Pyh2yz5f1F+f+TNuAesp8pC+TBrs7Q/Ux5q+HZ3z6tpU8YbanJUYacdXWJGuVZNk3YE+2KCGaxjQrPpjcyiqTsqfTMtOymPngQ5/Rct6nKDpyfo0zAxO5RGIFK7h95OXs7apEBDhVp1mdi4SFYwF0V9Ka+Wi+edJb+cnDSL7apUJqN7O++Vz6EoNz6imErgW32tpPJfkId2amhIRQzukYtwjCwne26ZvajKirFTmaF65Y1e4YofzhcseZz72k3pOS27SnL2EjFjz+zoZpJh7RL5aOlwuXSdqlJbnn7sFJl//r2d+jm/lB9aX5a7x9V7aVCINbn281+XR7ZulJ+flpLrVzCNkd6oXIg5cu3zO1mHZ+X+078pT29aL48eu1hO+/KnJXXlcpEnl0keWXlgbKdcc1pRLlhythz5la1kviJfzy6Wnz3JArWqHj0FsuX5LSMHT5HfNA69CLNisCb12vNy1hnHSTpFMCXoZbPpDvAjKX19C/g7IP39h8lTK2sSaJ7adjMNrPIJ+Ven7LV5qmr5NVt6wjWFM03Ln5bxthhuqrZr+lC9MSbV/FyaLZOfynW2pGiihZI0zxk+O+eUw01GLhoa6/S7etI79U0TelurMgNaqkkEBNMW1DFe0+aj/TD3mtPcf14tNpO6iro1tdaa/2xpdvy/0mScg2aV5XqdfS3XnSKos/Nqu7/KSYeG6Iew2fjHo6GhHCsqYzZ2rO24G4LWUhWDUV9n/ITylhZbnh3Y6LNskQvQL1esowSMptAV17w048aU/O4TtvReusLcpjc409fIqThHlqm/3qJFX321oOer8pDqv95HnQtku9xwAmTwitVUsK00Uix4812C4++k4EdlUnvzjpVy4ql3ykaXN2m5CkQsUzuaBqXSGpUTSozl2bHzeG1nxfCP15g4QW2xhoJViuK+U7Ny0m3rOvd7W+VbPRk599YNUtHKrb9csvgmAZakZTrPmToE8Sr5St8Zck91LYuk5d78rHy9eJ2sDDebeqpXEvpPy/f7IF9ZpqoyRSM70uk89dVyScqW7NU6p8xKh5vknNynZBmjTPViNQMDugR/A86q+6xXpLGvAV/dtJPWWA7lxwS+ztbyd9cyAk2q4NIJ73hFLZZe4E/CvGndlqStLziG2CoXHmczBHjzGkswzTyxDCAmJVHU35IkCcq6xMBK8Lg3yf2U8Yw7YDmLTafNdTPH+rQiPVrzu+vcInqs/C1wU/7sjKT6e8y5lNVHPnL6oCPT5SSZTIulXjHv0foZULcS5JP58Xy6kGQ9Sqb+6UGdpdC0s9xmyf+/p3uFNpVHb1HSoKwsy/CRT2dkgIbN8LO7e15FW1rlyQgobY5fZ15GkVR594B2VpX6xYSY7pJrnIBOXNz5U2EfXmmW2EdrfkqhnEt7okPsJOPFTEmVliyWe+QHachlK/UOXuW18OklFNgdQt+DeWyV8TtPFvtyWiN5xiyhMYvudnxbTi6cKj9hn9RVDFXe3br+VMGNW9ldFWpqUr77O2IxYwUJDanUz3PIQ2fcjkC7Y7mckfpreYzYUCdorL6OSvqjFQY4tC46LtPe+YAcT2Ek2JAJ8gkMyQNPuhocGRu55d7jBZev7VioSNcXbSWMPC/tx38t8467TUY1UcTCV/2IgHofS6H1chymp5BGlsmxyWtkPfGlrhUno8ZRqtzPkPcC+R1LqZKPxuolss8p3zdR2AhzUDjSOolfM/JUb9WE7jOgo1usDaKujh6TNLbXUMR4Rqy7Tmv7jCsdopfa15i1jkLypPkoz9qG3I899bu0PIalunyCB3rcjuntaTm0Vhre6JCnjnGZaXqCdoX7Jibevc78gaSWUJkiaX67thnapha2xUK1rrquxQulrgLhf1371JGBto2eKncMa+eAv1sMv9QW/upyFE0addqzrlJRZZ0tzZL/V5yoD7rWhWzWyYSWGIaqE27niaJXOYUEBBVnxymkM8IdDXE7nn7n7AtJH3ulk+IjGQTmPThEZ0TtPvTEh2IepjEx/gskP/NWnh5AyRvDtD79IEX09uQQ7XTQ8D+KgxcBfVEJrWwTq39zIqZPnsJ+TNZTn4PV916Ms3vraPNMrws0dXa+9X5Y0evx9n7AaulU/3r860evxtVvzCJCLwqeh8nN38aV7zwEgU6H9mxHvlZCNhzARCJCJtqJtatuxxmZN6FvkYesF+Gwv3gQQ8f+HG19kJR1CpJJZFOjKCW+iS1TggnmKc1JvPsQfUhXV2o8jp03XI/T90mgN2SdI4v37YtcuAievwSNxW/GYHKCvIa466ZjMbTfPObaz1htnLY8g/GN9+K643OYX2iTxyK89AR0hn3iqavx408X8cY4xbrY8DdthLP4UOSLDRqUQeiXu7LOepyeuw07UMEU5e0lPDTjCXj6GIkdw4pX48pz/h7DCQtJukQJO4lEIouknUeuNMhzgxie9zas3xAjrUtLmLOdoF+U6LQfG7SzLCRtm1NZuqM9dp85p8c5fbspyzIPCfNEjrnoA9fmQw00eX3cN4//d1ZSzJJ00YkyRdL8dm0ztI8+8pJnoVr3Hi0/gR66e8poXu/T88xDb0lQB5OaXeeAv68x9jnieeU7laBwXeqz6nFeH0OyMc22nULn3VjmjS2evulAZ9j1xTa/D700/8Mh+c+4+pEZlmljinzkLBYUmcUrnUQvSZPm/fPwmvpkja5qMas6hNr4+72hn/qRJX9ks4f1VU4TCdWJDAozbL+aSd+yoeLsLA4ZNDvUZvM4066zLyR7V8slzJPdlDUbPJGLeaUOp7ENy+5diwGCkb7sK8ro+3ZI7QDlOERy7kFo52/Gs/o6ITaSveVW/PlxH8CSsz+AeX6MoNQ0L1Xbd/HhBnyWfvdM7NTlRnMCgt3N2FmbRq1vPe446Z04E+/C8NA01l97NpaPPY67T/wY5uwbY9sPr8GTNQKJPv7Wfh6hKnQlxvaHbsdrvnYU+hj/JNkJw9DFOw6bwuiWGX2mMoj/ZuxIPIWnhGodsnLp5/HdfS/HODt1xOYdG4jxpnn92M7G/cX5t2Fb2YOfrGL9fY8hM7AT6agH999+IX7TnIcPvDOL1po7cNPzLgHXR23lTfjo3/4dQc58DwYZqwdBxcPIxjo+8aH3Q4MWfTPIgw9/H0cfdARGlt+F21ZTSNGt+MzAQTg7+Q280XodPnT5FXjOqaEY9SNDfIbDdsjNwdFnfhtbKbswCkCHCIG+ztZroFmvw5Ma1q9/Eq9frDX9Eyd21hJBKZA+BLr+rVAHPVK0EmbFFAYo2wH9KCzNlEfDUBETX6KRS/P6y31L+b+Tro2bQVbzmhl16KXpm1MaV+6JXBq3uVSLSqYIm0CLgDzxeIrcDXTebNalF5Jxa0184tJN2+UKN2Vq8km5/RdnS6/KfuitsvSxVeJFsVnWYNKpRxqNSeUBhnXJzpjCvjhXHh5Za8IvTaJLAx6+jvf36fjKGTLyzEz06Y7J/dceKsjOp6p9QW6b2iLL/vcisejD3KADTIyhbjuV9yVLsvTp5ySu0E1kfiY8jRvy6K2XSX+fjs0U5fwf7eBJuujOGjn7rBJj42/IQ8/NzDh6G6R9x/fFvEooW5CBxBWymRFDhVsk62TDpQvIW5bh7Hvl12s1GGYIRk9/w5MXCjVGaLHkmscj2f7gX8tc9Mq+lz1uVneIPCVns/wL9ZkNFhTogiodlwtcOfr1kOvXkJ8Ga0pZrb9Ux1YK8pol60zYoqvcnTs/It/41TrWxZOyCkRdYabV0FE34xbrWxt4YIa5jKvceUzGZdimdSObMqXjcH/iFLd1rRxlzzYY18C7bBa/MFQiUaahLo+gwDb4+oQBz2nE2NLHaxhW/REGyvXlFDpobEJr/telNNpuGqpGppX2QGzmcfYYn6HlTmp4qEvBya8+LxqZOLdLLyQDWlHoix80jJDNw7GmW5Ql8tkrfdcsQdC2UdAw40WedhzzwA33NzKNjtU0xGMbmSiUF8YCgoC2GZVExyH03eUt80ZpPVGmtm2RetTSN2uQJsTjuZreqJk6vgS6HCdsdpYE8FxUY4MaINQSdBxBG7tsJjhbTb3ARJ6uXupM1fu6QIMhssle82Q+oaMLTrmv79028LBTR0O0Up1xEKZr6gpTR2dJ24y3qehaFplQdgxcsE46XmCmPDRfBSvTafjjssyJ58yaIZOOZTa1BN8XhVYJtho5br70fFk6rotPScpgi9JssxMxfaBsKeDpM1B6TeuvPwQ47Zxadq2tD4t0iv+TJ4pqwhmV2sabBIWCvvdT3vGZi6RC4ThRTW45Za6ZrHlL6ky5ejN1SNZSrmxtqoAu7Z0tGf3ync46LRoXsyByQ6ev/D7r3B766RvN62YGs2fJHWupuTMKr0tbOpl36YWEXVPe2iFMH6GsHO3Yel7NvJ5k59XnOLVjG6Mf66AtrZUeEEN0kFzBQgWuq8f1YVTzriKVv1GOrYoLxqEz62e054ZlAxvaupqvoysyWe6UZhjypOKQ/qlQCXizruUw06LK2zQzYN76QOioqw+6Eiy0AKKjG3SWGLra+3WHmBHwTiduG4BTgOwACDPQtVP8UeuoM6jUcQIe72MZ7ToPzBJ1X8paDwKz1kvloPWVcbWutPIqH+4Rd0jkw6X3ZKa8Z1Q2JISp66nvNVKZ1tfIGamz5Enujtz2S1nO2pt6NnkPr2sSXXKisPl/G9ogYKqoMxCvm+Orh2FK+JMmv9J52LjRasqvfvwGQf8FspnWTQ1XGBBMRn4txxeLcvbW7Z1nYdlenUcrVXbqXc+O9B1cZIDZdkCr6W6Wc1/zafnNuFoxLXAPFD0o12Nf+eQvN3fePaYKoGaPHVMfu+zSi0lf1mgojEMEYWAerc/qQK4J0zOdAUY/RpiIUYoBfZOqY0X6qCB8HRzwdbSqhHRUBOLnkQ0XwtNvC9U9iM1fmr4Ez+kTRmawyR00g6aeN2DGi/0S0DvRed+4xvJZ5DCVaCJKlWG1Uqj19ZmPROqQVi7SQVvG/f28k9nNDULuxnB1vErJTsCOcoa3jM5Kszx9nVDSt1GzcugPPR39wAJhXW1mkE4gsifQHydRYRbKgr73eiovyFkJ1LwkGhTQQJny0fdIMb805aGfQ6rMySPpFRDznB9Y+l0JxqA2wkwaA4xHw5SYb8tNJYbMuEvdIiM+hZdxMWBdgPdYaVxmH4GDyWta31GcTaCV1o+Oh0ZMxShCb9T5aEREfpPJJCwWpsOW+i+d1I+pdilFpSy7LorZAt4y/7/jNUcdSh1OoahytC1km1vx6HkX4Z+HFyGjA/FU4GymZT7Aioi6OEvKUCH0rah+qG/bBAqZBOKtLtw0G/33eF1dUN2M9dm/wvvfvB/1gF0omOJZZsS+6GVGOom69P+Qra/NNjuUrxlUpLzYhTqgRdBJOhHquQLyTg2OzrgQL3IBMG370FUofm8KJR1cT9TR0A5KTMmyscLeAYLaZjhJKkmQIBi4mHYq+r1LxGFbF1ch4beRdnhzr76W1oY+SFYIRzHkLCC0lBAVptBLoNFXV9vMQWe69H3CynKFacNUH2ia2IHnGSBU7UllAvNNNz+MDKDo2Da1Gn06qJmoMtkC86BwKu7BVLpKQCXPNsvRSrP++q51/YYvOYG++87XwdpCjFg/lklWK/I00zvMhzdk6gZgEvoFAVJI8GwShEA5WUysuFlifUaItfrq23axhWb6YJzgbEKFab7wN0PotQrMN20+Xc8aQp8fyOp3xUOdUdPMIubrE7xYTkItjKKjzvOlzauQ/+TJdpHJ0mC2qVf79GDrrc9iZxDBikZp2Kr418vG8c0PH42SKm2O7WdnqBMRWjSEtIwzmcyCqAbaNtmZjwiGzTIOyu6Pij7Xrhf2QM6vW/jux47A+2nTQrsJu6AfcVTTqR1wribp0gvITutMGq26F+l8q6IPPSR94bx6ItY05adv3qYAczHyqSQ7KNuCXsSAlTEvOGzRd8nrS/7pMuUYndfjMaStSbTcGi3egbwtYz6soJ1wMJGh9WCHTuWRZfZhuokwp298rKKXmEJfH35yZjo+TtFr0wa0CFApuEKloMenn7dKkqP+aNp4VGmraN6gGWkbW/qRgi3ciekR9SK2BEWfBQ30k0tqUHOucdTarEuDHuKQ1lcBNpqHhHo76e2QYJj55xFlKsylybvIfILWNCzBoy712/OYJoeUr7M8vUZp9SMANmE2ZReQUt1lf6APpy8UJaDOwSIeKw4J5aMvZUKTHYd5DZL/bbQWQiTX96xrWWXL1teOGxBmiMnsQ6RTnc4VhvS8mKcBK1YnkVDB/mlTyFbs0XZMtFHIDVP2MebQg0ZiLrYsvxq/O+pT+EAphxolWbUn0U99KDVLNFqUaVoFOUvaZeRn/iYzWfiuA/OCh86pl6Rnq2eg+p4DjY2CWzQfBoEU4KRyyHl/BFD9/5AsjRFn9rvUpb2O2jR2tWIV8/mL9ip8cW4N/yR/icM3PorPXxXjhHM+gIPorWOaQDaHPnqliOl+2jFdrFVooU1Dk6PptSKzrh2+NUaPvo8GUb2dDu7YtOdRT5XOnK5fnERsjzMIOdRcr9AbfvTLi/ChJWPorZmRANqbLEY1HtCDIIXh0j/g7geuxRvfEqDttFFK0dglGQOEG3Bp6r+iPboBX86WeCOdhAJdLidEQDfdorHqmqUXk/onXerSXksJRobzHQ9eka5KmMNCPMeAvoj7l/8a//PjBKw4QlkBoq+JjTyvwKSf/HN7iA0oIE/PSz9bpeOpOuQoiXnmjWVxVKFJH8HUyN1YUPo6HtXXAegyULcfgf8Gevb6PjN63owAPnjBDQjGBFVxMSkVHFP4G/yqwojFFUYjPp7ZcgkOfYsCYIreIAGL3pl642GjhR34W+zT70L6m4gUsIiS2/wkUkkClo4OdOlF1AWtLu3VlHLK9FrmIuPlIcmtDLc91O+6EqeN/if8xWuZQJoYbDBsTDq4fegkPDEwjdAZoeJP6ymGZQW4VsF8pDYscOO/fGzBbrg4dt9346ivX4R3ZHswn1nF7lxU8kkEaTEvkYwMuikXRyDJniR+BDccx2LvDfBigqgniKIQg/26oNWHK9OmXAUs/arrpvU/x08++w68JTsHDTcJV/Nq/QY3vG0pHiKwuYkxzbxLL6AuaHVpryY7Z5lv6ulscrX3ULx28Gs46uhxfPcr7yJI8LxO4drb8Pn8Anyx9j28LTWI197sooIErEKAJL2sLD2agq2PPNHVYkDm2hmgt4QfrdmABy74AQphD8YJInluOvkkCjo6RqnjUDx2dNKIx5YGhvSQmmEVOoGOtD4kl4Qthc41Kw03IqMa8yXLWHbHUmw//O2Yw8NSIovClkdxcv878ZVNn8Z/SVqYe/lmzb5LL6AuaHVpryaXIZfVcuAxsupPDWErHa+frDoNh0/2mo+7Qj8cWtgXJ/ziB/jGz55FHJSx4+9fi7n1tfiCNQSLSGRnCshYRYLKQuw//4N46ukGvGTafHYt36pirt1ZcoNmE/pphoyCZOwSiIh4BCfCEBI6Q2JbaBCR+vR78MmmCTl1Vr7FXY9ulM3wNGftw8QTWPHAT/CdcyeAEw7FRc+SaQKhf8Dh+Nhtx+Kbv3gO0vBRO+adJpLs0v9LXdDq0l5NMXroMbXRVgCpDOKCpuAfFxIlGBEW/ATjxwA1XnWnN+Gdbz8QQZ3oRgSqYAEulhp2+D4a0kI7bkGiBtauugNvPaQHKUkhl06iTvAZyDUxd7xOd6iIsq2z6QamILoUhUUQFuFbNUUuQtYw/vHpi/G2vgKCVIzInkKhCBSznYeZiXUEqH687X3HYit5lUnBqYsHESd2IO0UURybhwPfsRCSm4Zb0Bp26YXUBa0u7dWk65ddgkh/kERNO7mGa5aPvO8wPIsxbdcxJxRsPCaD/JxJpFc8ghXEt/5CluDTxAI3hUK9gYSiie2hNCeELrvzRacjd6KUamB5JoexuSW0U1UMOmmkoh6z6DqVyLNshpgBvTW7BLECenI56CtOSp6FSFdi63o6ocsV6wBYDXaWDBMQPWfAfPC12hsSzKZhp3oYpz6Le47rxQFDDsr3P2I+nNulF1MXtLq0V5O+nCSjn0rVEEwBIVtHzh+Ak9Z1h9MY8AaBcAc2Jr6Pd2T2xT/J/licJJjEc5HRwTB1f/QzSgkbTpAxHSLdmkbWn8JjF38G1tyj8NDEWXhrycKlP2uiTaCJEmUCFe9tALmEBSeVZjSYQlk9Op42K+SZb5qQpuv7YnsnLHuMHhb59MhjmlErAbZB/sw6wMYAPbIEXGuAgHkS3m4dgm8E78Yh3dhwt9Rdp9WlLnVpr6Kup9WlLnVpr6IuaHWpS13aq6gLWl3qUpf2KuqCVpe61KW9irqg1aUudWkvIuD/AIzWYiSDPp47AAAAAElFTkSuQmCC)
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)
Where:
ROL = Net Operating Revenue (total revenue of the enterprise less operating expenses)
V = Assessed value of the enterprise
I = Investment in building work and improvements
A = Partial or full divestitures.
This calculation methodology reproduces several similar international indicators, taking advantage of other countries’ experiences on the one hand and enabling the comparison of results on the other.
Technical notes
The index is published on a quarterly basis and in all three of its versions has an initial value of 100 for the first quarter of 2000, being updated every quarter in accordance with the following:
IGMIt = [IGMI t-1 × (1+ Returnt)].
The information used by FGV for calculating the index is offered voluntarily by institutions that are interested in contributing towards the formation of the index. IGMI-C is open to new participants, thus making the database grow and guaranteeing increasingly solid information.
Further information about the index and the history of quarterly results may be found at FGV - IBRE.