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Pre-clinical and clinical validation of RAD51 as a functional and dynamic biomaker of DNA repair deficiency by Y homologous recombination

Abstract

Introduzione: I PARPi e i sali di platino inducono danni alla doppia elica del DNA e sono particolarmente efficaci nei pazienti con tumori con deficit nel meccanismo di riparazione di ricombinazione omologa (HRR), come i pazienti portatori di mutazione germinale nei geni BRCA1/2 affetti da tumore dell’ovaio (OvC) e/o della mammella (BC). Il deficit di HRR (HRD) può anche associarsi alla perdita di funzione di altri geni HRR o a cause ancora da determinare. Il test del RAD51 è un biomarcatore funzionale di HRD basato su un saggio di immunofluorescenza in grado di stimare l'attività del pathway HRR in modo dinamico. Obiettivi: Il mio progetto di dottorato è volto a: 1) validare il saggio RAD51 come biomarcatore predittivo di risposta agli inibitori di PARP (PARPi), indipendentemente dallo stato geminale di BRCA1/2, in campioni preclinici; 2) testare il test RAD51 su pazienti con BC triplo negativo (TNBC) trattati con chemioterapia neoadiuvante priva di platino; 3) confrontare il saggio RAD51 con i test HRD genomici su campioni di OvC. Risultati: Utilizzando Patient Derived Xenograft (PDX), abbiamo confermato il valore predittivo superiore del test del RAD51 nei modelli preclinici trattati con PARPi rispetto alle mutazioni dei geni dell’HRR, ai test HRD genomici e alla sensibilità al platino. Nei modelli sperimentali, olaparib ha suscitato una risposta immunitaria antitumorale nei tumori sensibili ai PARPi. L'espressione di PD-L1 nei tumori con scarsa risposta ai PARPi e nei linfociti intratumorali (TIL) suggerisce l'uso combinato con la terapia anti-PD-L1. Nei TNBC operabili trattati con chemioterapia (neo)adiuvante priva di platino, il saggio RAD51 è stato in grado di identificare i tumori con alterazioni nell’HRR, oltre a quelli con mutazioni germinali in BRCA1/2, e di selezionare una coorte di pazienti con HRD e pochi TIL con buona prognosi. La nostra analisi, condotta su campioni di pazienti arruolati nello studio MITO16A, ha dimostrato la fattibilità del saggio RAD51 su pazienti con OvC e la capacità del test di ampliare la coorte di pazienti con HRD che possono beneficiare dei PARPi. Conclusioni: Alla luce dei nostri risultati su modelli preclinici e clinici, abbiamo proposto di continuare la validazione analitica e la qualificazione clinica del saggio RAD51 in coorti più ampie di pazienti con BC e OvC trattati con PARPi o sali di platino.

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Pre-clinical and clinical validation of RAD51 as a functional and dynamic biomaker of DNA repair deficiency by Y homologous recombination

Author: Pellegrino, Benedetta
Publisher: Università degli Studi di Parma. Dipartimento di Medicina e chirurgia
Year: 2023
Source: https://www.repository.unipr.it/bitstream/1889/5392/1/230130%20Doctoral%20tesis%20merged.pdf
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sROQtiCwGwTv1Kr8qRzbJD/AlwwrrhjVfucNOzYUsQc6TgtgfxmO2ao6CzFsA8XpwE/8E/fMAkHicTVVrVJVlFn6e/b7fORRFGgnOpIECani/FJqJlRokUYpaaOYMOgqDXWCNFrKkUEslSsqSvGRlN0w0SkXTLpLZaFrjMgY5mstwStIsU8pkCXxvW6cffc/61jqX75x37+eyt7cE8O5EjN6dTD46Au6Y3icu3v5o1+rNRJyf4/5nkgEs++P+/5WAtVjCcBRhPkZhAN7AXsxEHsaiCjfjDOuRAqtPPYrrcQvaEMUs3M4kfbcE0W6vfnOfOymNEKzAPDRhNg5iGv6NAFZyIOIxGF9gmMtGpBfCjViIZe5rBO0gvImQO+J8pOI1hHgzx5liLxn3ohBz8TSjmcjBnItuWkMBPkKNtLusGlcgHXdhPDKRjc2WeqaHMahinRmhJ2WilDewxq1HrFbVDb1xK2+Unm47rkMiBmEohuNJvIDlqGcfDjP97TZEa09Z2MYIRrErd7iXEKNIx2St9GmUYx32YR9jOF76mr97b/snEIGHtcIilKIOZ3k572WBvG82+MNdrtvkdumvk/SckRitdRfhRe2uAltQg0+UkxA7cwxf5Gk7yxvQNs8/4De4KHcWV2mtE5CDh/A4SlSbl7ETh/EdmmkZxvbcKf3ksImwL3vRDm6RqhaLvrhV2SrAIixWbNNffMZY9uBAzuJBiZCr5AF5TCrlR1Ni3jPf2u/dCLfWfaqcn0QQcYpuyFBVi1S1MtVuPd5BNd7HHvyAM/hVmcxlKd9jNc/LNbJB6myrF/LOuNWuFeHKdgJ6oZ9ioDKYgju0loewUpX6HF/iCC7gAq/lED7GRXyKS7iM5fyGv8lC2S9HTbl527xr9ljaATbXK/UaAmODWX65v9KlaXeR+t+D1DfJyuF09eK/1BMvKY8bsRU7tLbzaFFeIrXbeA5lBgs4l/NYxld5SFIlVx6WPEPT2cSZ7maxjbGV9oA97BV6pX43f6Lrg4u+uVzdMFTrzlT8DTP0lEJFqfJQhQ9Vrd3q2pPq5nNo0dNEdQ5nB3Zhd45STFDVMzmFWcxhEV9nJQ/ztLSTjtJVyuQFeV2+ku9NvnnerDKbTK3xrfPCvQGKNG+i9lvpNQUmBEqCtwWnBivCvmhLbNvTdtS/wu/gd/fH+U/4H7hM94h71K1xFW6Dq3I1l5Jq1Lud1V+xiu7oo8lJw52YovXPRL568ik8i+cUFdrDJmzGLnXcAXyFo/hG0YgTquypSz2dQ6v21JFx7K9+SeJkTuUM5rHwEuZzOVdwFd/lDtZwL2tZzxAbFL/xPJvlaomUvpIkIyVF7pYMmSbTJU8el+WySt6SrbJdPlOVD0q9HBffdFIlRplUc7+ZoozMMfPMGrPV/NfUmZA5ZpqVG6sadbFxNsHeZLPtAtvg9VCe/uHleq8odgbCA7mBqsCmwL7AiWAg2COYGhwTfCu4Meg0KVVYqin906WOW8vr5T6t0vBT2czn+aVstD9JBCey0EB6217q8XQ0SolJYLIp4LWa42dwhxjlMEJWS4q6++KVoSkeqD4c79XaDqwAZCFzdN7sV/+k6TOLsR0JLoT2eM7NRDWjNVHT3QrNQjHTWKMZypZ8+cG2mnbq0GPmkPqmUbM/iOWBfZgsPdVtw/AKojBE9TyKOYyVPpiEFWaxKt0Ff0GifcDTGc4msxHrpFxKZLP7XIAfde5NsimEbdC5n4gYnsI7WtteqZUSVtsA1/BuraGTCVN/7Ea8rMZ0M5tWiuUXG8IhGSKTTC822f7GYIzqtAATeYphWM9yaWYXLGOxdn+cp+Q4ZuEXOmkzZZLDPdzNKOnJ20w/+HKMU7WaeJz2ohkmSZqjgPqqUdaZGVyFWm+nOWLTzRZYfswkaTWxMpLpZrD7CQmBZnOlX+dGYKQ4t9SGt/2s7OTjkNtletssO7qlumW/RHOpedDLdE1+kbdAkjHDOxkchjkyQifEft1FVUjkz/JX5T1GP7lJmYq2z7a0yFh0ljM8hwKWaTritZPxOjmqkM21+qynu2m4boELUqlTM93M1jmzBbvU7XN1tkfKNN0zOcyA6Jawl/bBSnXDWftPzEGx6v+RbtNKfXWd96Z/C/6jc+8ezeLXLNXUpcoQm4lxukvno6upN2dtntf+d1DaEZwAAAAsACwALAAsAFIAhgEcAagCUgLuAzAEOgVeBhoHCAfACTYKNAr6DFwNVg4yD0gQSBEUElITEBPSFQ4VyBbiF9YY0hmkGmocCB0iHaYenh9eIAYgvCHiIp4jniR+JLIk9CU4JXIljiYmJqwn1ihmKVIqaCuWLIYtdC2ueJyVvAmYE1W+N3xOVSWVylpJVVLZ96WyJ52ku9MdOgU0S9M0+yJLwAUEEcVGAQERXNkURhR1XAZ3R1HRbhoaRGFm0LnO6sx4536zvDP6TuvojH3x3kFnkU6/51TSTaPe+zxfQ9WpOqlUVc5/+/2XcwAB2gEgVijmAxLQIPUaBOlSD00FBhteUyp+X+ohCXQIXiNxtwJ399DKn10o9UDcnzP6jCGf0ddOeKtB+HB1tWL+vw63Uz8FAEAwafgTyIJeoAHuEwCQ9/UoNWQ/vKmPsWmv+9wan8Ge7xoE5aFspqnBYuaVAX+4kG98Md5aisVaW3tb8R5tAN9r+PXhD0idYh96x8mSfxW4mXwekCSAMEqQPEHgQwJqyAqwK2CFsFEn4afwJlB/xgz2C/ygUrm0U5GK79x2NpuBFQYGIKkbUl5GDCv2/Wuu4mX5OWAbetGFitXAAX4k2Wk7XECsIjYSN5Fv6BQqoGIFKBgolYHph829Khoqx2tgMxo1O3wasIQeiMCGzu1wSOIAa4AkUImswfARBDyEwHYSngd2UicxDgdQqGgtgK+TImCBndD0egzQ0E9GJA0LnagPCtCpPkmI8E/oR8TZUjxeirNnYPyLykDp85L8W9jzgzv1qfg29mzcaBKKVsB+Phi/AD8H7CBkz9T2+IdWQDcDlWbeItC+pkb5H4d2hXw44KcjIXJh9U1nbpl6aEg/xx4z+/wfmwky7LM36eBsxeovD12VCEXoUIjQmNypTWSoQ8NzAVEbXIbGyovG6gwaKxfok3z7VXdrHlM9qH5JdVh7WnVS+zPVz6zqc+RfqL9azgmURut6A42RDY3PJuCEzZLZRQpWyqIgzDxHmpSkQFkoqOknCEnLHDYobNaPEDW02tOEAAj4d+AGSugDLoLoMdk9J+EX8JxM3C+6BgbZLwbQeLBDpfLQABoHiAcD/U8NfgrYIci+85qSmDjvMokxkBrKQzooClQWZTOgAitRWADcyEC0wRzmQlpJoyc1NDbliB8MVQjqua4dV9+7JJA7u/62Vz2Z285WT8B5c9YIYgiehXDTHavv2Mnetv+1Wy/r3HDfH6p/bC9iHmof/ph8Eo1LCvz0BOCHz0iTjc5yJXld8qbwtuS+5CPJZ9UvWI8kXydep/vUJ6ynk/plYDkkVvIbeEJBMAZtlFSSFjLIP558Mflm8nMzTfE8T/AnyX3o9ud7IdT7T5KI2+DaHodOcwo+BNQEAVToVK+In0IDJZA6oIC+Y5IRpo3QeBp+B2SAGrGfhjQgSRF60x7oOYXEJQ3+jVyKhpL9onL+PBrKSvfgeSyT5wfKg4OmYnpwoILHqrsbdlfisHCRb+rDpaTd0MzrYcAfwcKbaxDcRK4BXZSCsPjfmxasmHLDwlD+6Ss2Htj9/Oo13/pyz63j47mQ3c5umxxavGHmi8SHrtC106+ZuWqv5qZN965d+uLE+JPd277cnXCLgQaVYrLwi42XP1gBBLht+GMqj8aUB37w/T6VyWoirP3Df5CmC0W3Xyj6zY1kzjyBnGBe49zivF2zw7bfc0DzgO0R9zPkEd2TlsPuo2Qv3Wc55TxrtqgcgtnqINupRUYCAsosmO2UlySAsh8+2uv1amE/XHUMKOz/1Opc/dAnadJMmSEMjIchGMyhzM8hhPagcNhwigAgAF2wJA8hVjSVrvOVChrBwTIeviFjsWgsmhBT5nKAfQeJY3elEo8j5jMrAd0oDyGQ9Z4JNDVCJAyWXINJHmIllT9cfXPz2vbtvdWf9Dz1/Jtw0pHVVXL/2sk3/vCmOYGyYnVErA6/k+p/7Fz1lXOP/xTuh+52cejJ6s9/fu1WOPP/bNwhILUOtgwPEjZyD9LBAmg6AZRICwNa248ak6yMe5gbDaiRNAazx0yYbdbrZ8las9I19EXtZ6CXHqOeyTHHsDdWQrq6VHox1tIaRdqa3NMak7tahxKtsWgr7gTE8GMAUJcrrkWUC8H7pNtIM7BQVtKn8qsDyiCtDcB0oByYGVgeWBe4NbAv8Ejg9cCfvV94NQqfIqAIZnw5fyY4yTXJP99/nWuF/+rgRn6D/7v+98z/7vuPwK+DXNif4TPmrIuKgoQj7Uy7qIhka8mHJa4lz4UCJj4YCCC95veqTRqX2uXz9RMOaZrf53a5GKhyMU6zw+UMmM0Bn5/3+fwBU8BsctdUdjDEhwIcx/gB6XI61WpGRfqNfsIPAj4zH6RM4YwZmvuHz/RqWvLmfnLC8cCtfsnmyPvrff5+sq0P4B5Q7wH9cIKkgxLbkjfANJwJSdhPzugL7w34gfckuZhcIiv885X4+Xj8i3j8/EfxCtZoRlOxgtUc+lcuYcFEB1j9q5D+R601TqED61jdj/aqT0fPaD1bohVsqUSXSoii8XgFGQZkGmA3JJFxENwwh8xDrgHbhzL00XpYtxhtsAm9o4/yrFIZuPFdmqG/aITxURerUbPVW/akrfmSprpOM637BjL2dHUTnK+49suHZ9pEs8sZCjm5hOfGl14vN1m9KSIUIisPUzOqvUOfAHL4F4gnTiimAx9IgCb4qLSRRgaAMCUy5VA5MzOzJL8mtzV3Q/GezEH14+KhzDPqV6KHM71Un/pU6HSGW5A4SxH+pmQywdl5FwcdwAUTyaTb7uDtdgdTCKZTXCwFm1L+YK6QSvv3I5r5OUhwKn9TImlvFh12lmEiyYZ+cntvWQu1J+EEECG39ykloymvxLRiraiFQl8x8UbyT45+cpKkN9kxJV+1n7G/ayft6KI+YyFjh/Z+eOOxZsYu2JvVJ+GN0DxisrEYxSvxiUsvOwHs6JZOYxl/qzcs4HZHr2iVz48l0blkLMbx3yLYNTA0gBRJPN71yfnuT2yI8Gl8N2T90WERWMtl1FMZGmTlf6gPg5qvEp9mZTJXOl8V53a+umH24st68rZQ//Cfm5sXgc5X46izDXX2BcWA6BebUS+soPeUtBm/udjg9xUjaJNfpwKbfA1YyY+oeloZuIgjZFXFWWSVj+0CHHOY1sOBLaeXv3B6602rn75xzitVg26GUzRaxb95mrqMp8a73v3xLbuCzdWn1o577L8OPudNKSKh6bumb3gjmXp4ycr+q63GEKEzOsO7yMLqWCg+9DOib9eqG7VfLtGfenLrHhLjNWL4BwAonkZ8ZAdJ8McTwDn8sZQzohFb6Ngc2RLfG+lzK3W83qVDVHFBh9Pp5s3IlpoDKV0iBQmdik+JZp6NniS3A2WNNMqTUABpZLUZrnhDGqYd7zlPkhCYyUlHTQYe8pjaKYYX+NTXqN0tk5pHpEX34eskxq2kQTTmJWuR/yqdK0jIuz6pERiUy4iiWKoVX6UnpmUcUcJLmRANCOorJFDUAB4a/GBTY81+wIQWvgY5yHxnyY3/Wf3Lu0Pf1810iJwr+JkzPx12VX/rM5vsLY9D3YItB97/jwIa+1ur//XoXV8+dGxhiNAaXbHtZP6KpkgsfIFZ72DdCma8VIGT3/3rhzU8/jM07ovQuKfh1D6z32BsyyJOlu5AelehN+sfCj8ffoPqMx4P01CvB1BvMAA6odMtV7loi0twWSKr0+krRFdEOZUgrlC4lGYD7zJTIRhyB10hYDC4XW7e5XKnUyEipdPrzSHCYla5MqLbxSpfALREEz+n/0gTdOQACGfCUnhW+IawImzPgvcMmFhuJK5ak8HlcaVd5A4XdGGiZRj05IwaHb52YYyE1ojmqhHNVSeaa4RoLkQ019eEs7trIF3pHhghWwmLZOnrtKvUGhmKfg5rzZienUgfbzuLRFWmbhySOYw7yQAmaVxWy5dgdgyqAk2+2ueRcIB45ImemzeVw/eKhtnrjm70Nl2rHfpYN8Muco7QOZc9N11LOVeENR1Fca+CGvrztM1VUykybmJ11XXBkIghPaJydAeZvarZHjKFqi+0iRO6WDXCr/uG31f8BNnrRvADaTon8cWgrsgXsx3ZxaarPTcxN+k2xzbG79Q+6DkG+piT5t+qfy0aHT6ny2E32Vz2TAPyFYxGt9/H+40Gv89ht6dDBsJDEEQ/ieA9ncsdaEyT+hUhxoGMYQ+xC+KmcRd4HQleM4Ko2yVDFD01Kk3pzEdXNq1cKiMSrBARxjo/OIBhSenToY8qWDeWdqpScT0ac1k9fkVoAJaa2oAFvKTSyJvwEOOhjISxONFYndEkxq9BAoEwNNAIwmId1qT4/sow8/LD1Xfeevz7P2pYtPgqsz22zKkh8uquyTZjeMXu71Z+Xf1i+wP/5/bet+7bkLbYAk7FtdX5ncErH6r+/s/V//tm9VOTB1amxoOcKxKB/qjj9uoLrZEnIXPHq3Dc78oLM5yQqMnSjwBQbkOyNB7hEq3J6jdwbVG8MyCA24vaMga6+9AB7+eLx0J/biDuVvfxx+zk3PJG9cYoOc9ww0QC+rxeAvjHjw8waqg2IqRj89pdtlg27ooxLbBlfKurhSEQ3LGaBJc1GhBd0WJDswsBC5PbS/Doy+MDAXe2gc9mGyDw+wJpxAnA2lIsIthDxKJRm82qynoniIS3IcuaxmuRmBEEB7xwNwig4wZyEjCB7PCZ47nGfFYKFbBC6I2n8nIrRuVWMgcKWWxEd2RfzZ7Jvpt9P/tZVplFIimpJzBeISt4sxNkCV0nSygS0ZoVlf+QoPZlJUuoLN+KQeY0K7lN+EyW3WxddmufGtzl7A6DTe49jgQ5u8NalF9FI3/jzDET15YdEez6H5bvwfMDg3EMs5BknxlFXHgvm9067NKPwC79N8Cur+wr39CF7fNO9FU5FIH+4MgPPAEMw3/oYYuY5qjRoOY1rmaJfaMqgA5jN5X+qobw/U8qo349/Cex/iqnLT9dTfi1k/wZwec/5y6s0Ax9pkdaw2QPbxnau9WVX6Ea+lQ3E6kRe/gzl63QpSUEzURv2uIOEufgzCsbsbYIQYPZl9544adXJ8JyeEBrckbugIeqV6xIjXZEbyNzK/L1y3lfYgvi9TMAkFMRr7vh/Ueh31C0YN6WEG8Dj8FLzBe+zfU6yB1eSDCki2BM0GTlXCZoQ8bbqGZdRqvN5mbUPMOoTUaCgCrGI6oZ1noKMaINMaGa4BCAw55amtnO7GcUDKI6g6jdEy/g5niuwEjhSB4fS4JY2MGcYd5l3mc+Q1ciXmAkZMgYbCs8DCMwHtnAc2MMPILNMqGwzZDMjGTSlBmJ16KdRYd2gr7MjLAmg1kTn/V6OdzKLMrUWVTuRxwqv1qkWPuSOVBmMMcydS6tt21yG5DPd0gMYmVGEnn509f4S9h3DBcPjbFNowz7DXxaGRMn6o7HQ9/IO0hJYs5yQ/hPzdAv9fMcCbMv8KnbjllDq5E8yXTor15bU0g2Ke70ZrLh6rw9yMlUn7b9ws+6PbYAh2j/JsL8aUR7ETJSjuGsImGab9kf3hvZKz4DjoNjDjoiQhXhqhHdyNTprWJ4lYoJeMV+qJR83hREpIcqMRIAVEwVFRkVC14AIit6RVI8G7O9gfiAkZWRChEyyqgEVVRWKWcv0lEWNFWNJipZP1lxuwNDcRVimVFlULP1dfyN3DAE0Urs4KCx+L+MqeznYzTdF5SMfJutf/jjHmPRXFfmmOF7UFt7RCUKL8XSETTi/hHhFiytsO6R5cjDFzj9LEeM9wTOuZumG9VaIqqqzLCbon91OIylO/bPa8s7p9jlSJ0rdTNZvDoTjsFQKBh13Hvh35cGrRZD0NHo3pSs2Zw3AKBXIFpkCWevjYAQc2AJcfICuNhNmPyqgmuKY7LrMudC1ypw1Pcfrr+71BHn2y7iatfdrmMuMuyCST9rbAMZtHPjo3qYLaJO5BocrqwWOiF6vJuC7iSZcRn5YMQVpjKuLOcKq8gsITNmiR16C/1/6y3s4WJrLttwh3RNNomuJBnKRcr+XTiBvmxSG12mkAfjQwhlfAgJF1IG6rrXh35EwOngnU5HMpEIeNy8x+M2cZwzHAq5XE5VFpAEAQiXE5J2j70BeYBuD4v44pmj2PeS/bGJz+dl/8zqysvn7hb5vIcv4EbS6I15r327/Qnk/L1B7AU5NI5dIIFsl8Yjsca8R9Lq8p76DTz1G+JWMqI7eW5tsAsewe5pUJdGjRs7JEvs4MCojbtoe6ARs9sY+8OOtT0Usj2KsUYIwSDr1/2G/2m/SI4B4CCA7PYZnFZEe5cf7QDeYd4ECDpVkAPhMytHNADmx1qUoA02cTCgGY0ry4EDmIKRJmL3NpKDnWs5X5P3S4sjPMfKDL2ldkwXPdnE+xc+Ebf/t6dxtaY6XuO4KuENwIivNFutmP7lKao9RNO6GesuPNMZj/CuUMjCLvo2afryNWrmhRPXhuQgdEPwZvJvfisdqvHwD4c/UFoRD0fhldIGmhNMIt9oaglPBpNMU8yric3EM1bNPG6j9aiVvANCjUnr0riCbpcrGkLgR00wLrXT4nA5MTthrxASvBkzEWfiOQg4UygYDFjQ77OYoxqNWo15R8VzjIWLiSbObGFhmusn2ySel5qcyLlrsJUl/gZ+B/8ET/H9ZLKXAd8OYmSjseALLPgCC2YnDhu9M73RZF5uXUG5lWz2Qtky07Ldst9yxKKw3BpjOMEicJbYGOWF8dAoq8DBgfgX2G+oDowFLOU6u4yyiur/J4fUJPko9DL6PIjXY+UVBo7RUHU8Efiqk1LjgE749J+c+SlanQYe1bb70oLXV/1esDruvxzZperqAqTForwrCHWRRcs0iPS/Ie1XNoawrpJBxYYvn6JuvtB7eW4ER7gSt5JHSkkyhP39nyMb8g9EcyeyInnJpiQsxBTfrtADvkdDz9LPeY/RfT61Ug1jeESXI29UZY36Wn2TFQvFraGnicO+Y7qTvjdDGoufLRr9BrbNJarVLlHUmCzI5ADB6QJGDbI7okbjtgiI9oJa5fKEU0CV83iMgDAZVWpXwBIVBQsbwEEDCgq9MfE9DfY6BYI7atphgZZ+2fAgf7xmeG4b423KlsdSszyWuuWx1CGqBfmauK/PVLSMItNRn3MkSgBxFKjmcuL4T9FU/MaIwcWwX4nW10N+cdBdgT45gkshQo4Sr+4ThSM4ktMG6/EbibD88t07qxceWnbf2nDj1eqhDzVr5mbeF4tXvN096brelbfc2n6FYnrf7au+v9lf3XdnzBtThkIdz5LU3nQgpRh62bX46BUrNxprcRoc73sK0S0MsnCPtE1lYSKl2FQwPTYtvhisAVvBJs/m5IPKR5Ivxk4Ip2OnU8bnlEdpQum0OHcnSTKSzVJaTufSaii1S2PnkZ8Z9odc4SxFuTme5zje5/e7AeSRXvDBaDplj6YgBHYirNVqNEDl90FAJbgGkefYBKabGw99Mu/GJHC6ay1nRS0Ujt2Qg7nsexQmKU9wfRyGeVwdwXEyCENE4ySDrY2rQzSuTkFuvLXIyc5FEQFR+RA/has/Rf4IPWUHBznMIw1IxLmGr4KTylgwNxIm+iIej1/kgIuWoc4FpuIlXsn/KuU7cdShLtXIZYjUNPulbkOYbqrxCc25oTA2rEfO/c30WRsEl+VKZuhvmmn2KOcNDFo7J2vhyT+cfefInZnLr9UMXSY1vPRv27Z5E8T9kK1ePaspZjWpQiFSa3SlN5G5OcmUBEPf3X3Hb1zVGw9cpgwRv2NO71u3UVXLweqHP6AWKK4FrXC+dNddidvSxDLdMv0ywxrdOv06wzp2m267frthK7sjuSP1mO5x/WMGVgQxXT45L7nKtyJ5i2qrfn1qt+ru2N3JR7WP6B9hD+a+C17WHtEfMbzEPpt6IX0Cvqk9pT/N9qaOpc+n3JbUbM0s7VzdkuS8tFLJC/w07VT9NPbOlNKQ1KUoWnT1k25JLa4wB875fGaSeB2m0IsWUaeRzuXzgGHjJvVL3kwmQ2TQpX2BXX7vLn8/nNDn8b3vI3w1rY+bXuT74lZy+CP5tK/s2+EjffZx8ZdMUqpg+gmxC7bK4ZC+Q+B9QOCkwXF0IZCEAjgJG0EJNr62rR4NqeDc5+D5uJx1io+eVzAzYO4Y/JQdxA06wPAKE3w9lCP+ApdTypkmOQ6C/9VSdxbBUot91GNQAT++DFhqCT4ccvLT+hv89JF779jlSf/kKmfqveeaGzxzWpR6oyvmDK/2U0/csfr2uTB+2XU/2VxavT5ib/V54N87MrtfevKa9ua5v1iRnb1o3480Sr9AkO5sta0U2vzIllmTt1c/eHLJqu+tscQNsxD99wOgaMC5ARiXAiSWPh1S1306KINBkwbhQAW5i/Du8hEsVEL4OqkCauDDEM1Y9LEgA27AY0eqJNbBqpEmr6cFnGpHP3xM4gHhewMCQs2ZVHa/6GA1vzTJuA+R0l4PWshtIFpr3d58DQBa7fnt9kP2Izj6T7iP+3HM369edYKcNuIj1khRC1XYsWcoA0ihaK/7cLg9buLa7BgN1PX7YLzuqcXLpQs4kV0qjWj0+Bb2swq0puP46H100Bw/CxFJh4pfCw7HYS0yiANbMiwbA9UQ9RCCC8AEpVwX5pL+e6+tns9Js1PaoR6NfUbMlY5B2+wN+y9zhhTTqw/PbOsIOS8sfjUazoZCNuOib5E/KK2/Bo1oZvhj8nvkbqTDC/A3kpXxqnwFeCe8M3YQPuy4P/Zw6qXcsbgmgz16QcuXn7E8kyUaY9O8hNZvK2j1fjGvx58V0UFZmCksF8hxGaiV0KlWshVOWH4T/jhMQoKiALK7oXDYrNVZIumGcMhCZc2JnCvcTx6UOBAJ+v2AFgFFecxh3mwOp/uHf9+LvO10P5mSdHY7qzE3imEzq9ujfQNOBBRBAjOyQeTx8Mtm7JXjjJ2kD4TywMyaM2byW3ISb0fP3IL5DeIgSJC3IefRhQiWyuddcqQgHMm7dswtHHKdcxGuhkazYG5UN/ygRvO6xq5Hkc/0zhJx9PhMLyKw3Frr58i9l1tDvR+9iNxytfPXhFFfflHXJ+fj2B0/jyj9xeCoJ88Oxke0fNxaBli2B6ARpwblNDPADhT7zk78uQqxUD26BJBqWC+DfdD5amxu56stsxdfdhoUht8DebSJwx+DyPDHzTgHVIP8JC0bBBnSC7LkF/JliABfLVGNQ6QWoYn208pavlquCSC/9wMLqVZpdebIeP+kA8i9tZjvuH7m9I41p++/8epxs83Bt6SpVx9qT1y34/AEcvfQ4iU6htUiF3+JdfV18Wh2Vufh9uzmNYfgFWvmSdPWO0vzqz0722c++esP5k/HeexGzHuKfUAAQaiQ2CUOqFJDmpkNFiped1LhuoHFrYSQdN6oQEA+aLUCYZL+L6IlI3RZddBnh3oARIB6rR6dntfp9L6gu+iLULRuwB7UaHQhUa9j3f3kbZKBRvTeT/+cJjw0pK+0nkJMJMAg0KEHxTJ5HRZrsSA3YbnBj9fJWgI9/ozuXd1nOlLXD1v7QjpBF1L3E57X6gwzoiMGBocqlfho7mdwsFyjr6pGX4TzMEVNxVpZz06M5OTSpW5MSkRSsl6DQWAsB2XRRwq6QGIVXq8hoImZb12+f8b19/RX/7LzoUMwE2CFpDkeXTH9sjf2Lmmr9IQV+4a6Vkw7sO3J6vd6uilhs9muM9Hhf/2j6TbY8NjS1QfvQvq4GY39aiT3ItRJkwGOcol4l0K+bzySEttAG2xRtEXaxHuIvb7dkcPEM8E+T2+Q9SD8ZadsCnvEIyrvCsMtkT2R53ykRSHD8x5jQW4scoPksXBIPCISIqKQzmbsh9RRV1BNh3DYxMGWUft7ye8uhiKkBrzD32CL6BCB0rqybqZuuY4y6Dw6QmeP+THt3Er0UVk5U7lcuU5J7VA+oXxVeUb5rlKhtEXjC2rlDd0ITc1gq7gdlDMK8TiigBx/YN+p1LzjbiwxPiQxKSQxrwMPkhQ3lpRFQC6HiYfqwmEK1kuH5LM2okYJJV03sk2ksPq9jfsOHYa+vdetDTujnqghreZchSvPtM+5aUXXQ8t+u23DEzu/DcUTSya0Jfyim/MmeY1Zz+/Z/sgjV2/qWon4H4koNQ/xfxqhou9L36HdkPfbDGUNUpxqtGmkxlJejXcaa76Q10gNOXTaUMg71HbNNeprNH9U/0GjLJtnmpeb5+eoi1/zt+QbCx3ujtb5qZ2FB+Gj/CPm58Ax2K/ucx3N9xb08wAMQ/i3AtRa0aVqfL38pXFSqDBOCgTRgbOAE6rBcJhbq4ZqTboa7od/k8JiKpPuCvC5YibsaGkM8CSHZY8EadLDhRFiD+eCXrrYP/zbHnexiDW3xmrVa7iSGOZYZLzJ3vARToM5Q92I3rPhO3nNHjW2no3ozSd+J49Q80RJTQ6kDwKO5QiupsC5k0iBNyIe0DsQDzjQSzok5GA7auKKG8mItPo5B3TYSgh8l9QNz18qlUj1dg8MfYEjMcjVvkT5lgfHiidmFRNWvlhK60KKWEeWU5UsqDVt3o0rLVC7Hq4fUfCgUqvI+99VbK1Kry7UWJyB/BVAzat+12lkdCb/LP/U+yV/wh25b9Oczundbz62dVXjjPCVGlqLHGmh4JhWvLV6bkJqNRLPfV+uuNytNumsl5tX3JJJFC+/5f0FrTtvOgjnrJmfyMGlIYtoN+uNdGjoRmlG9fI3O2fC72O9KyHZ70aybwchUJUaDawmZGWtIQqoWBVhmquazRAiEws1M63uqXSHqoOZql6iWsjOD91PPUU9y/VQx0JsBA/7uHCB8TuNZZUf4TkVo2IUDqBizF6wxyGp1G06h8uRdpAOhyYQNNGKiEbjbamVJNkjoIPAYi3oEUn1O8RZZb2EbnRID/W2cPwH1hEL3PXPAbkAa7T6qhIfrFMJGLFY12NeoOaEM0ix4Pg9VjBGNQ7/yi2NW0bbhs97UFuzyNhZ4kbkWVBeKva0MtLYVHeblefpWxdPvesO8+B/HHigH1ruX3P1hIUv3HD2gcrWrYXs1R/CzQ2+RdtaV7r+2r/uIGx+eUHr3OlXjYvajdGmb0+K5X+D/J/qo9XJ5FtI1ifC604AEr3O4mSZxGPIzY+XlZIwXphQBJRpkiRG8wHcb7cFkI+AdpOQyE+SLGizok3P5idhZKEr1IOzWh9FTWqHAQndJ9APr5XYYBAocwfHBZOAPegIMgZQHhrA/xEMjZfw4KV/6pDiPn8k4iGJiROoQJDyEBMjExD28kR4tKGv1b4/5q42fFd8N0+7GPGwjS3I+bAyDDE/009Ue4Ssrp8gJTbDSUhsX273CJ52dcPv6lJ4vjI0OBQfHJW7wdqroHdiB0bAD8RwB9F159mz+rM7FexZfWnRqLjVkRiFhg29D4EBpwMdUP6Su0xIJb7s9ycXl314N0niRjDXIhlB0wGSoGUprLtEMnlrYKgNB+q5QFPtYKT8sVYIV5dSHBMjlpsOXN8x7ZrNS5eWYp5cyBEyszTDxZdP8+nHvfKKfu6EpkRr47Snp05fmgp6InZGZys3TCw4ppLdE6qd1T9+54/zxwdtojftt1g4Pc0o6MZrV8b+Sjw7QRi/6OYJixZ1JQOZoI1Nq/S0Wix0t/4F+8zk8DvVyVQcyWkajAPToVoqHpj4pOlF7rDl6YkvT3nVdNr9uqd3otq0hl3TuZnd3PlI50udSqPB4Gmbxre1TTMY26ZRbT5ruLhH1U/mehIASdz9kif9di6YoCcFrQaTkZ9KpClVONPY5tMG4EFqapZ/g2wATpBBeJkisxIT1bYE1kbHtzhPIaCElDCIIq0bK0QxixrCYp6NwnejMHqi68fT5YrTbqxtB1mMcj9hhxCYxUSVt1ojy/H5QcQAg0iGi8JojAP7stjD6vTrLGU5Sz7SGtg2Vk6wsCMJFkTUupDK9tgDkY9bc2hTSGJxvANTsEk+wVqXHvF7EckJiMvghHrwIxKm4q7nuRu631pT4IMd338yn9v8yb23/OSyYtxxa2r2Hdff9s+fd16e7Fo0tfv+ZRMLV7WLVd/suaUFz+3/cefaVrJzdWP6zlWrNN4Ea+R9xmQ4X5g0Z1dX64pCvOLmpgTj4uJG876F+953ex+ftfRPW7uubLn6O0MbQjc1T4i3XdEVmWzRIiwWRfr4JaQbGuFM6TrTPHpB9OkoeY3yGuZa99rIZmaze2t4a0Q1F1wbJuYWMEYocGiDkIjFEwnA8Y2TUovFQqaxCwaSOIpBa7Ueh5d3OLwgARoTnmSKTyZTgSxFJxNqq8bRJHodqSTL7+GQve3V0iFvPwz2aEMObGgTBNnT+KukHNew55M1V1dunAW5F+EDuY3l5VYytRTOJWHS1uQQkoKjSd1w99fCXjgDP4hLkUczITjnhkyvYkyxI2rBKEIeMb07Wf22s8jzGSlv7Hy1AWG3RoTdXvP6RwrcGGjVFlNoQ1jiD8c4vo3315TAIgaa6hJPjrHNhCzhI9m5GhsZYAA24VMDLBCLqn8+9pNKRnJuEYwanbHY7PFvXugPpQM3Wmy8K9S+yLor5pAehB2BuMcUMiv2XShA09EJTROWVSvTVXqTLjGDK2zPpkOJm+G3OuO81RJb7/nd5Lk/pW6+xS4qyYgcPwWXDX9MpBQWoAFRGJQiwvUtBcvGloIpLpkKcVxRsUgLbQHE3NFJvsWimIl2acENyn7yMcmupUWtQRs1eNw+3u32OTTumOhzs8IeCyLpUQNzA6nth1N6yMsN/TBwPLrW5JYcBTkg2tJaC4wi8rnlFDWip1vyeGtnHGfJZ9z73YTbFnML7ph6092XeMQ1VSxp3NhauyUd2uGbWXRyW/d3F+H45kdsnd4ytceALPDFIDtCXrl4uhZZESQtX9bJBCwKiH74sM9QFCTDSJ0WUuZj9DM3hqIjIGuUpAX4I1y+HG1taXqb53QGc7El0L60vS2at93u9TgskxSWllotc0v1xqGJU/QszybnCqunFLKh0AJ45nqnxamJ4LjlTESjK5BsumBUmsYAaAIe6JHshXlgnvOc558CpfZqMhpJM0tDaVyTzItFZ8bVhbU3cJEek5k3mcwGjcktmk3sxQvXqk/C19Etg5KWDJmACZ4xvWsiTMizlNRuxiSY3OpN0y9Gn2rVbCY0zshDM8lEa7CVTbhiAJ/1hiy1Xi5gRr0+1ItdOZPEOmqfG2z1b+kF1KurXd1nLZoky6W1Bovg4MD5TytfJRoSy5FpKJV3alWLcrGERoOfo8Y7iGtaAvXq0rFAeJQ0cIQ0xBXVF22cHjFa0b18VmshnPNCgy8sCmkEaBcv4g28MbrAc3chnPcHbyBfvNFo9cjJQQgCwx8rrkf2cC4xSbrTBqGpOQkXMUu0y3UL+aXNlZZK67LS/DmruWssaxKbtZstWxI3l3aTexN7S7snPk4+qn+08fGJz8PDuiebXmg+UjzScqT1ldKL7U9P6ms+1nJsaujaxtVNa9rJOWBR+5w55O7GXe0PTyJXFrc0bmjZ2r5x6tNFpQhDxciU9Px18xQ+/9xqZz90SvPEOZm5XUDXQsOO8Tp1CwSd+azROD5L03PfBjRvs3miGT4azahbWjytbXxraxuYCuZO9XR08h0dnWFNx9Spra0t6ug8JOBtrZ0drH+PD+tlGx/K9GMWsYWikr5wefSPUSLaT+SPrWuBR1pgCwZc5lYpUGiVHM78ulbYOgu5aqG2l1tPwjNgKkEe7Xx5zjsdNQUuN4GC3Hjkphd9ST611U5jCflUEtL5/LqOcx1Eh21eVGgVOoTovIs6fWwuo2sAqfXzgxUW2fzBSjfqH6PjR10snNAY1fOKkbTlRYU/gLww9B/j0rrfhf6PVRAV+a/GcUYd0vIltAG/tjgNtY34FxiKBhkfFKlaA2qdc2uNUDcKfj83ltsx/Cfl5IhsIAzQ1DTGVAhfsxVNYxFhYNR2IGxJBrjRKTTw1O0Lxy1fXGhpmCBMefrA7JmpVtP1QUapVtuKDT7b9sXhQDq6xEOQGq0hlt5z88xJDx12WlhfqPRG3rbsgRNWWvToWhlyd3XcoVm3NHulhuzMKsxubS9PaBlf3bpdr1fTXGKqWbynIRPI3AfHr9NyJpteH9/+4UOfEpUrfQ67NTIMNjRVf03smscxloC2JjsRhDFeRrLTCPfX7GWybi+lx+oGU5W2AAfhSFOz6TnMHPds72a4Nbnb/VzkGfEkcTKsWQqXiqchuZhZ7F7sleHJGncNnCgXxGYX1oaR5FwKTuIyNknWsAlyJhIQJA8FIAIiFKDHgJQ4aIx7Ekk+kUgm4iMAJZn4BoCCKboUufzEwZ7CO0kMSeMECRIyiydqH8pNi9xgG5eoQ5ZEDcEkZD2JgM25BExgyJL4HyBLvGtwYOB8/Ouo5RswC2Lf9bDOvOwlyOV/AS7Y++yWs4HkN2CUr1k0XNSKMEr91AAj8Oxdr/9wacN41xYzy2iNhbKnMrclFUr4b7LYOWdk2hOL0p6GB495A3atO6xEDFWEwqsTCqUV1SUdrJ7TxRZwdxUjyXBmAzzQGeNt1uTPn5y/8llifbdg8VHKIMInJcQzvYhndMAGXpbGqwiGVKrJZ7hXrE84ekw9ljetyiXWRba7uHusB7nHrc+a6EauxTaF67AtVC0wzeNotVZrDGpoUqEQgpSGxw6/id7ROTdP75hY2E8fognaZtfj7ogcggQS+gxIEwsA+bxAchcA8IIMkMATQAF+4KjFBeoxHRzqw8Tq+gS5FFjJ4F1NXaChlQOoI/68DP/r87DI3kPVgbt3v/wCdNx55+Hnlky9/++Xd9z7d2LWg9XfvnRk7/1QfOmVyZWrqkveXb4KPl3Lc7ur08h/Q+MQAA1wrtQ5H96rfVz7svaUTlE0d4LJ+snmqbH5ypX6DfrN9pfEE6pT0ROxd+z6if5ZYIGezIC8XwIk1AWzDXo9sNiFjMWs5zPmwCRHP3xe0ov+TKALBGE6DIEj3U/eK/mxgIhADwJ6Ty3PFQ6qNehbBju05/BEl8RJ5IrRiKVTBRpzdrTWRORGMnsLtOQpzKShRM+ib6CfoM/QCvok2YpwSfyoIxDol3NWDQU7Tp3IeTCTE504XPlzduiw5eyCPafuJ1teWzDqwuMx3/KxNc0ODtX4diTK3Q1kKD8G4NXVuRxD+4YJrHI0rR73rlGLrrveeNpcpFaWmKtNUxoFdHIVA1mPgMO3Jl13eNGiW6uP/GdDV6bDIuS7mGpUXRkfHBI8Xlf++rZr8mtXzRnfkV37qyy5+6MdV9/b/ftq0eKsVqcLFo8xFKKat5Nr5/IONx0Z4qa1rD/4o6tmzf/Hc7VcdQwN0zhE7yj4pzSeQHrSh7bZcD65jFmmnhN9kXzJ8KL1WTtzl/2gfRg56NS3KcLt8UAwyfcXMZoBXZDgvYSHgL60Dur64SHJz4eUSkiLEF3k8Xh9vNfr83rUos/LZhiJmcWQzElCAsgu9ETf8WJ6pISiV8qPy3ulRMErBdHmRxuC6V7J6coDLwTeQ97T3ne957zDXiXSj7v64l6hYXptoll3XYkhHC6juYtqq0Yf1C0b3LEqa+eIFw7xdEYuRI4aRKWcKB41fspRTSR3XQsXfevI/tk5X9hvTQo+iqBVGqPBXph7RcwdU3q/fcJr4H3mZnJ2c9UO45vaI6EJpaTbwylVKr105WMT5q4XbiWuW5syaVmmVgM2iDD3n9H4Z8D3JUcDhILfwZZVGspg1ZgNLRGFqAkYvk2Scn2jXqebMD8Ny3AmXA4p2A8pSZ16G2RoRTBK2/phn5Q3v20VNK6gUUPsAW9DnHqeBSF8R9/yrvd972decrt3PxrLM17K+4SqJXzQvsf2tlU2E/mCVcqgzefPP2E9YyWst2RPwna4Ak8M/RwLBHZqz1cqQ0g6BuQIZWlgsLavxGXmxrNCyUAK1qIPgjzlCgei0LAFuBzicjldnyLq02zReRPx53Ehxequtg5X9vbpL985dZnPlBRC40LK9VdNX8Q6e3P3rvPa9auMcRfS6T+9e0t7xldq3PctafWTfm0Ktj986/w20V96b03hirsVZCSN+XkeGs+rqNuAGypPAAUy+d0IMSG/6hnFOeJLPTnfsQd8AcmgqwUs0ZMGr8tLbEdsRbiB3gApBU0Dl9PtgHany21V2CioQjrMZqMo8n7wBAGVnAYZcw9yjC0Wm8Uj2iws0WEgPSQxTEJyrRccoQ179CchBDQCrFqTRWos5s9Y3rUQFtnf8eCaKs8l/o7sYhos2L+xYD/TgrWU7FoMId8R11WOTNMZyanjGXSlgSEZbcqTxUEtgSrztKJUguw7NSyJA/fyrBw68I3WNoCVDsHPeNz42EtOVmOLWuf6ls5pLiaavc8/pL7+wGLqtupn5aGe5U6jKcCvst3dFG6KN64jJkbcm+7HY41t5lnEuyX4kHSnqsXWQpgK2SnZeaU1ls3mLZaXzG+Bf5mZ+al5rWsYstM8Dyw2k42gZCZ8YrRIHGZgMVwWZ4rLxc/NX1g+L9J8a6nEMepwpLnYYhEUOXOJC0cc41K5XB09xekSUAKS9HAlnuNKVr3GwY1D+KnEseo9zOUkdhMcpZc5ZFU5yWrLc5K54OFmcsu5/dwhTsEhj0LS5kIOKQVTIe9Bk6OGnxxymtsmZ1l6eXOtTeTlVrIFxHzGITmecJAO2zjGIXACeqh60w++PsEDu/YOKWAqyzdAsofb1yw1T7ELew+D8pU4QjS24nEMZUvli0HiWjARERgTFBuSmsbqroxUvVrNVk3RXPcQWtGWQZsbbaMxYUhejPmP0L2xibgUbynpSGPTpbCsjShD8uwrEZ3GGJ3rnjm3KRdJ6NjOFz+8MiUlFnqNanNsmqdzntQYSovLIjazb81rN463kN1DL90VMBk9a4VtreFEwN887R/VT96Tsp2PwsI6h9bovtxyU1M8HWrcW33jzgAnTPjTD38zvWaHEoiX9si1GV9K449DKEpsQZS0aNMXFhGXkceo3/ioqLPV2UGQzX6oYtRQq9PTVpqG3iDSdWZIe7wajyltKptIE7JDxw0RK8ZZWL31xAqylnOEC+esw1bCa5WsO6zfsv7cqrDaRc8eL+iQM+9avlAOzwwvD58OU+FTZACLMfBiZkjlvbX7yAYLeanINqGbz/Lu8H7L+wRSp96MV/KS3n7C2Rtp+IMcHpaZYhCJ+AAr1zjJOR5kjeQa1/OD8sxYKFc21WbVIwXKheQaJqFWyIbJMxrGl2d6BQhZnyagz8M5jCr9NuudvE+nqeQCMYm17/sO/6OQdbqtxZYiO9umdXU/OuPCHl+vpyC6Hfb2mLdhUi6Xnv67fuEXxObHc8xonKETjXscrpM0VrPNQajMjIOIYW8potW1LbTPja20Xx57366ImdOOkmWqY7ljaex6x1rPNfFnI0fjGpMcIc201OKnKTlwigYqWXO/5Q/dtQ+ljODM22PvQGgF/j2ht+PhMAKJtNPhsNmsGoKkFEqF0eaI250eTVpT1pAaRMc+xe0GIzT2k02SFn5o22O93R7fAz609xP7JLVjjzM0M7g8SAT7yXRP7EOnXLDIl3HbEy845ch9qjHvlHyFjFNyznKSzpOIrgmy+bUakeo0QjBuaGiQRdtQBZGoJntfqV+vk2zAmq6nozR4kkAChh2JmEJelAOORg2POpAYYm+8x1jE6zz0GYt2fy26t6gil6lUYN3PrlvEepCfQMoaYjLX8qYhC2cRkCM66ZXV49RUkyUVjBYN7oVrPmgKja9elaCDhoAt50pCT8mkpOCj5O4h0096r0lbjEwgZPbEx+X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1

UNIVERSITA’ DEGLI STUDI DI PARMA

DOTTORATO DI RICERCA IN MEDICINA MOLECOLARE

CICLO 35°

in CO-TUTELA con VALL D’HEBRON INSTITUTE OF ONCOLOGY

PRE -CLINICAL AND CLINICAL VALIDATION OF RAD51 AS A FUNCTIONAL AND
DYNAMIC BIOMARKER OF DNA REPAIR DEFICIENCY BY HOMOLOGOUS
RECOMBINATION

Coordinatore:
Chiar.mo Prof. Prisco Mirandola

Tutore:
Chiar.mo Prof. Antonino Musolino

Co-tutore:
Dr.ssa Violeta Serra

Dottorando: Benedetta Pellegrino

Anni Accademici 2019/2020 – 2021/2022

2

1. Introduction …………………………………………………………………………………………..4
1.1. Homologous Recombination Repair Pathway…………………………………………………….4
1.2. Defective DNA repair as a therapeutic target…………………………………………………….5
1.3. Biomarkers of HRD………………………………………………………………………………6
1.3.1. Alterations in HRR genes …………………………………………………………………..6
1.3.2. Gene scar/signature ………………………………………………………………………..7
1.3.3. Functional assays ……………………………………………………………………….....8
1.4. Clinical implications of HRD in HGSOC and TNBC………………..…………………………...9
1.5. RAD51 assay as functional biomarker of HRD in early BC……………………………………..12
1.6. HRR pathway and immune system activation in BC ………………………………….………..13
1.6.1. HRD and the innate immune response: STING and RIG pathway ………………………..13
1.6.2. Prognostic and predictive role of TIL in breast cancer …………………………….……..14
1.6.3. HRD and adaptive immunity in breast cancer: TMB and TIL ………..…………….……..15
1.7. Hypothesis …………………………………………………………………………………...….16
2. Methods …………………………………………………………………..………………………….17
2.1. In vivo experiments with patient-derived xenoimplant models………………………………….17
2.2. TIL analyses on early TNBC………...….……………………………………………………….20
2.3. HRD academic tests performed on HGSOC…………………………………………………….21
2.4. Statistical analysis……………………………………………………………………………….26
2.5. Sample size………………………………………………………………………………..…….27
3. Results …………………………………...…………………………………………………..……....29
3.1. Validation of the RAD51 cut-off in PDXs ……………..………………………………..……....29
3.2. Immune-environment characterization in PDX models………………………………..……......35

3

3.3. HRD by RAD51 in early High-risk BC…………………………………………..……..……....36
3.4. Comparison between genomic and functional HRD status in HGSOC……..……..…….............39
4. Discussion …………………………………...…………………………………………………..…..41
5. Conclusion ...………………………………...…………………………………………………..…..48
6. Bibliogra phy ………………………………...…………………………………………………..…..48

4

1. Introduction
1.1. Homologous Recombination Repair Pathway
Homologous recombination repair (HRR) is an error-free mechanism of DNA repair that restores the
genomic sequence of broken DNA ends using the sister chromatid as a template[1]. HRR is crucial
during DNA replication to restore DNA double-strand breaks (DSBs) before meiosis[2]. Indeed, DSBs
are the most dangerous type of DNA damage, as the integrity of both chromatids is simultaneously
compromised[2]. For this reason, eukaryotes have developed sophisticated and highly organized
processes to respond to DNA damage, such as HRR[3]. When HRR pathway functionality is defective,
more imprecise mechanisms of DSBs repair (i.e. Non Homologous End Joining, NHEJ) are activated
which tend to make mistakes, generating chromosomal deletions or translocations[1] ( Figure 1 ).
HRR repairs DSBs during S and G2 phases of the cell cycle, when the intact sister chromatid is
available and serves as a template for DNA damage restoration[1]. ATM and ATR (ataxia
telangiectasia and Rad3 -related) kinases reveal the presence of DSBs , activating sign al s mediator like
CHK2 and BRCA1; the effectors of the cascade are BRCA2 and RAD51 [2]( Figure 1 ). HRR also
includes other genes that contribute to the DNA damage response, such as PALB2 and BRIP1[2].
In detail, the HRR pathway involves:
- Sensors, i.e. elements that are able to detect damaged DNA ends. In response to DSBs or to collapse
of the repli cation fork, sensors detect damage and signal mediators, recruit or activate effectors that
repair DNA damage, and activate cell cycle checkpoints [2] ( Figure 1 ). The main sensor of HRR is
γH2AX, which is phosphorylated in the presence of DSBs and forms nuclear foci.
- Mediators, i.e. elements that facilitate the interaction between sensors and effectors. The key
mediators are RAD50, ATM (which phosphorylates CHECK2), ATR (which phosphorylates
CHECK1) and BRCA1 [3].

5

- Effectors, i.e. elements that perform DNA repair. R AD 51 recombinase is the enzyme ultimately
involved in DNA repair[3]. RAD51 is recruited, through BRCA2, to replace RPA coated onto ssDNA
[3]. In the presence of ATP, R AD 51 is capable of forming nucleoprotein strands with DNA[3].
An impairment in the HRR pathway is also known as HRR deficiency (HRD). Tumors harboring HRD
are called HRR-deficient tumors and account for 17.4% of all tumors[4]. Tumors with the highest
prevalence of H RD are breast cancers (BC) (16-22% of cases), with a pick in Triple Negative BC
(TNBC) (40-70%)[5], and high-grade serous ovarian cancer (HGSOC) (about 50%)[6].
1.2. Defective DNA repair as a therapeutic target: synthetic lethality
PARP inhibitors (PARPi) are drugs particularly active in tumors harboring HRD. Synthetic lethality
was the first mechanism of action of PARPi to be identified.
Synthetic lethality occurs when, considering two genes, if a perturbation (e.g. a mutation) is found in
only one of the two gene s is still sustainable, but if it occurs simultaneously in both genes, it becomes
lethal ( Fi gure 2 )[7].
Synthetic lethality is a useful approach that can be exploited to detect biological mechanisms of normal
and cancerous cells, but also to administer tailored treatments: the interaction between poly(ADP-
ribose) polymerase (PARP), and BRCA1 and BRCA2 (BRCA1/2) genes is exploited through the use
of PARP-inhibitors (PARPi), which induce synthetic lethality in germline BRCA 1/2 (gBRCA1/2)-
mutated tumors[7, 8].
PARP1 and PARP2 (poly(ADP-ribose) polymerase 1 and 2) play a key role in repairing Single
Stranded Breaks (SSBs): they are DNA damage sensors and signal transducers that operate through
the synthesis of negatively charged polyADP-ribose chains (PARylation) on target proteins as a form
of post-translational modification[8]. PARP1 can eventually PARylate itself, resulting in self-

/* vim: set shiftwidth=2 tabstop=2 autoindent cindent expandtab filetype=css: */
/*!
* Base CSS for pdf2htmlEX
* Copyright 2012,2013 Lu Wang
* https://github.com/pdf2htmlEX/pdf2htmlEX/blob/master/share/LICENSE
*/
/* Part 1: Web Page Layout: Free to modify, except for a few of them which are required by pdf2htmlEX.js, see the comments */
#sidebar { /* Sidebar */
position:absolute;
top:0;
left:0;
bottom:0;
width:250px;
padding:0;
margin:0px;
overflow:auto;
}
#page-container { /* PDF container */
position:absolute; /* required for calculating relative positions of pages in pdf2htmlEX.js */
top:0;
left:0px;
margin:0;
padding:0;
border:0; /* required for lazy page loading in pdf2htmlEX.js (page visibility test) */
}
@media screen {
/* for sidebar */
#sidebar.opened + #page-container { left:250px; }
#page-container {
/* `bottom' and `right' are required for lazy page loading in pdf2htmlEX.js (page visibility test)
* alternatively you may set width and height
*/
bottom:0;
right:0;
overflow:auto;
}
.loading-indicator_c00001 {
display:none;
}
.loading-indicator_c00001.active {
display:block;
position:absolute;
width:64px;
height:64px;
top:50%;
left:50%;
margin-top:-32px;
margin-left:-32px;
}
.loading-indicator_c00001 img {
position:absolute;
top:0;
left:0;
bottom:0;
right:0;
}
}
@media print {
@page { margin:0; }
html { margin:0; }
body {
margin:0;
-webkit-print-color-adjust:exact; /* enable printing background images for WebKit */
}
#sidebar { display:none; }
#page-container {
width:auto;
height:auto;
overflow:visible;
background-color:transparent;
}
.d_c00001 { display:none; }
}
/* Part 2: Page Elements: Modify with caution
* The followings are base classes, some of which are meant to be override by PDF specific classes
* So do not increase the specificity (e.g. ".classname_c00001" -> "#page-container .classname_c00001")
*/
.pf_c00001 { /* page */
position:relative;
background-color:white;
overflow: hidden;
margin:0;
border:0; /* required by pdf2htmlEX.js for page visibility test */
}
.pc_c00001 { /* content of a page */
position:absolute;
border:0;
padding:0;
margin:0;
top:0;
left:0;
width:100%;
height:100%;
overflow:hidden;
display:block;
/* set transform-origin for scaling */
transform-origin:0% 0%;
-ms-transform-origin:0% 0%;
-webkit-transform-origin:0% 0%;
}
.pc_c00001.opened { /* used by pdf2htmlEX.js, to show/hide pages */
display:block;
}
.bf_c00001 { /* images that occupies the whole page */
position:absolute;
border:0;
margin:0;
top:0;
bottom:0;
width:100%;
height:100%;
-ms-user-select:none;
-moz-user-select:none;
-webkit-user-select:none;
user-select:none;
}
.bi_c00001 { /* images that cover only a part of the page */
position:absolute;
border:0;
margin:0;
-ms-user-select:none;
-moz-user-select:none;
-webkit-user-select:none;
user-select:none;
}
@media print {
.pf_c00001 {
margin:0;
box-shadow:none;
page-break-after:always;
page-break-inside:avoid;
}
@-moz-document url-prefix() {
/* fix page truncation for FireFox */
.pf_c00001 {
overflow:visible;
border:1px solid #FFFFFF;
}
.pc_c00001 {overflow:visible;}
}
}
.c_c00001 { /* clip box */
position:absolute;
border:0;
padding:0;
margin:0;
overflow:hidden;
display:block;
}
.t_c00001 { /* text line */
position:absolute;
white-space:pre;
font-size:1px;
transform-origin:0% 100%;
-ms-transform-origin:0% 100%;
-webkit-transform-origin:0% 100%;
unicode-bidi:bidi-override;/* For rtl languages, e.g. Hebrew, we don't want the default Unicode behaviour */
-moz-font-feature-settings:"liga" 0;/* We don't want Firefox to recognize ligatures */
}
.t_c00001:after { /* webkit #35443 */
content: '';
}
.t_c00001:before { /* Workaround Blink(up to 41)/Webkit bug of word-spacing with leading spaces (chromium #404444 and pdf2htmlEX #412) */
content: '';
display: inline-block;
}
.t_c00001 span { /* text blocks within a line */
/* Blink(up to 41)/Webkit have bug with negative word-spacing and inline-block (pdf2htmlEX #416), so keep normal span inline. */
position:relative;
unicode-bidi:bidi-override; /* For rtl languages, e.g. Hebrew, we don't want the default Unicode behaviour */
}
.__c00001 { /* text shift */
/* Blink(up to 41)/Webkit have bug with inline element, continuous spaces and word-spacing. Workaround by inline-block. */
display: inline-block;
color: transparent;
z-index: -1;
}
/* selection background should not be opaque, for fallback mode */
::selection{
background: rgba(127,255,255,0.4);
}
::-moz-selection{
background: rgba(127,255,255,0.4);
}
.pi_c00001 { /* info for Javascript */
display:none;
}
.l_c00001 { /* annotation links */
}
/* transparent color - WebKit */
.d_c00001 { /* css drawing */
position:absolute;
transform-origin:0% 100%;
-ms-transform-origin:0% 100%;
-webkit-transform-origin:0% 100%;
}
/* for the forms */
.it_c00001 {
border: none;
background-color: rgba(255, 255, 255, 0.0);
}

.ir_c00001:hover {
cursor: pointer;
}

/* Base CSS END */

/* vim: set shiftwidth=2 tabstop=2 autoindent cindent expandtab filetype=css: */
/*!
* Fancy styles for pdf2htmlEX
* Copyright 2012,2013 Lu Wang
* https://github.com/pdf2htmlEX/pdf2htmlEX/blob/master/share/LICENSE
*/
@keyframes fadein { from { opacity:0;} to { opacity:1;} }
@-webkit-keyframes fadein { from { opacity:0;} to { opacity:1;} }
@keyframes swing {
0% { transform: rotate(0deg); }
10% { transform: rotate(0deg); }
90% { transform: rotate(720deg); }
100%{ transform: rotate(720deg); }
}
@-webkit-keyframes swing {
0% { -webkit-transform: rotate(0deg); }
10% { -webkit-transform: rotate(0deg); }
90% { -webkit-transform: rotate(720deg); }
100%{ -webkit-transform: rotate(720deg); }
}
@media screen {
#sidebar {
background-color:#2f3236;
/* modified from http://philbit.com/svgpatterns/#crossstripes */
background-image:url("data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSI0IiBoZWlnaHQ9IjQiPgo8cmVjdCB3aWR0aD0iNCIgaGVpZ2h0PSI0IiBmaWxsPSIjNDAzYzNmIj48L3JlY3Q+CjxwYXRoIGQ9Ik0wIDBMNCA0Wk00IDBMMCA0WiIgc3Ryb2tlLXdpZHRoPSIxIiBzdHJva2U9IiMxZTI5MmQiPjwvcGF0aD4KPC9zdmc+");
}
#outline {
font-family:Georgia,Times,"Times New Roman",serif;
font-size:13px;
margin:2em 1em;
}
#outline ul {
padding:0;
}
#outline li {
list-style-type:none;
margin:1em 0;
}
#outline li > ul {
margin-left: 1em;
}
#outline a,
#outline a:visited,
#outline a:hover,
#outline a:active {
line-height:1.2;
color:#e8e8e8;
text-overflow:ellipsis;
white-space:nowrap;
text-decoration:none;
display:block;
overflow:hidden;
outline:0;
}
#outline a:hover {
color:rgb(0,204,255);
}
#page-container {
background-color:#9e9e9e;
/* http://philbit.com/svgpatterns/#thinstripes */
background-image: url("data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSI1IiBoZWlnaHQ9IjUiPgo8cmVjdCB3aWR0aD0iNSIgaGVpZ2h0PSI1IiBmaWxsPSIjOWU5ZTllIj48L3JlY3Q+CjxwYXRoIGQ9Ik0wIDVMNSAwWk02IDRMNCA2Wk0tMSAxTDEgLTFaIiBzdHJva2U9IiM4ODgiIHN0cm9rZS13aWR0aD0iMSI+PC9wYXRoPgo8L3N2Zz4=");
-webkit-transition:left 500ms;
transition:left 500ms;
}
.pf_c00001 {
margin: 13px auto;
box-shadow: 1px 1px 3px 1px #333;
/* Needed by IE to make box-shadow works * https://developer.mozilla.org/en-US/docs/Web/CSS/box-shadow */
border-collapse: separate;
}
.pc_c00001.opened { /* used by pdf2htmlEX.js, to show/hide pages */
-webkit-animation: fadein 100ms;
animation: fadein 100ms;
}
.loading-indicator_c00001.active {
/*
* use 0.01s instead of 0s,
* since YUI Compressor will change 0s to 0,
* which is not recognized by Firefox
*/
-webkit-animation: swing 1.5s ease-in-out 0.01s infinite alternate none;
animation: swing 1.5s ease-in-out 0.01s infinite alternate none;
}
.checked_c00001 {
background: no-repeat url(data:image/png;base64,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);
}
}
/* Fancy CSS END */

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6

PARylation[8]. PARP1 binds damaged DNA at sing le -strand breaks (SSBs), resulting in allosteric
modification in its structure (PARylation) and activation of its catalytic function[8].
Recent findings indicate that a major mechanism by which PARPi kill cancer cells is by trapping
PARP1 and PARP2 to the sites of DNA damage[9]. The PARP enzyme-inhibitor complex "locks"
onto damaged D NA and prevents DNA repair, replication, and transcription, leading to cell death[9].
Several clinical-stage PARPi, including veliparib, rucaparib, olaparib, niraparib, and talazoparib, have
been evaluated for their PARP-trapping activity. Although they display similar capacity to inhibit
PARP catalytic activity, their relative abilities to trap PARP differ by several orders of magnitude,
with the ability to trap PARP closely correlating with each drug's ability to kill cancer cells[9].
1.3. Biomarkers of HRD
PARPi and platinum salts induce DSBs DNA damage, thus being particularly active in HRD tumors
like germline BRCA1/2 (gBRCA1/2)-mutated HGSOC and BC patients. HRD could be due to loss-
of-function mutations in HRR genes, such as BRCA1, BRCA2, RAD51C, RAD51D or PALB, due to
gene promoter hypermethylation (with consequent reduction of its expression) of HRR genes; or to
causes that are still to be determined[10]. Therefore, there is an urgent need to identify HRD-tumors,
beyond those described, that may also benefit from PARPi and platinum salts.
Alterations in HRR genes
Germline mutations in BRCA1/2 genes are implicated in the onset of 13-15% of HGSOC and 15% of
TNBC and are ass ociated with the “Hereditary Breast and Ovarian Cancer Syndrome (HBOCS)” [11].
Tumors arising in individuals harboring gBRCA1/2 mutations are frequently characterized by a
somatic loss-of-function aberration of the corresponding wild-type BRCA1/2 allele and, therefore,
HRD. Several randomized clinical trials have shown that gBRCA1/2-mutated HGSOC benefit from

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PARPi maintenance treatment and that gBRCA1/2-mutated BC are sensitive to PARPi and platinum
salts [12].
BRCA1/2 somatic mutations occur in 5-7% of HGSOC and 3% TNBC, respectively[13, 14]. In
HGSOC, clinical outcomes of patients with sBRCA1/2 mutations are similar to those of patients with
gBRCA in terms of progression-free survival (PFS)[13]; in mTNBC, the magnitude of benefit from
PARPi and platinum salts seem to be slightly lower in patients harboring sBRCA1/2 mutations than
gBRCA1/2-mutated patients[15, 16].
In HGSOC and TNBC, clinical studies have demonstrated that somatic and/or germline mutations in
non-BRCA1/2 HRR genes, such as RAD51C, RAD51D, BRIP1, ATM, CHEK1, CHEK2, and
CDK12, confer an advantage in terms of ORR, when treated with PARPi, compared to WT
patients[13, 16]. Overall, the benefit seems to be gene-specific and the magnitude of benefit correlates
with the level of LOH[13, 16].
The clinical relevance of promoter methylation of the HRR genes is difficult to interpret. The most
common hypermethylation occurs in the promoters of BRCA1 and it has been associated with HRD
in preclinical models[10]. Clinical trials evaluating methylation of BRC A1 , however, have yielded
conflicting results, making unclear its predictive value of response to PARPi and platinum salts[15,
17, 18].
Gene scar/signature
Cancer cells and cells with BRCA1/2 mutations are characterized by genomic instability: they exhibit
abnormal copy number profiles and numerous somatic mutations in the genome, including single base
substitutions (SBS) and structural variants (structural variants, SVs). The evaluation of these genomic
characteristics allows to identify tumors with a history of HRD, regardless of the underlying etiology.

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Copy number based 'scar' assays. Genomic HRD tests have been developed using SNP based
microarray technologies, measuring somatic copy number variation (CNV). In 2012, three studies
reported SNP-based CNV tests that predicted BRCA status by quantifying large scale transitions
(LST), loss of heterozygosity (LOH), and/or number of sub-chromosomal regions with allelic
imbalance extending to the telomere (T AI )[19].
Two commercial genomic scar assays have been approved by FDA and tested to identify tumors with
HRD. The “myChoice HRD” assay by Myriad tests for the presence of loss of heterozygosity (LOH),
telomeric allelic imbalance (TAI), and large-scale state transitions (LST) across the genome[20]. The
readout of this assay is presented as an “HRD score”: a tumor with an HRD score ≥42 is labelled as
HRD-positive. The “FoundationFocus™ CDx BRCA LOH ” is designed to detect the presence of mutations
in BRCA1/2 genes and the percentage of the genome affected by LOH in DNA from tumor tissue
sa mples of patients with ovarian cancer[21]. According to the FoundationFocus test, tumors are
categorized as LOH -high if score is ≥16. Finally, the non-commercial test HRDetect[17], includes
additional mutational signatures characteristic patterns left on the cancer genome by each mutational
process: for example, HRD has been associated with the “signature 3” described by Alexandrov et al
[22].
Functional assays
A current limitation of the genomic scar assays is the impossibility to capture tumor evolution
processes, such as a restoration of the HRR function in respons e to therapy-selective pressure. As an
alternative, it could be useful to incorporate functional biomarkers based on assays capable to estimate
the activity of a repair pathway in a dynamic way. A crucial step of HRR is mediated by the RAD51
protein that forms a nucleoprotein filament which is able to carry out the strand exchange step of
HRR[1]. Despite s ome limitations yet to be solved, in vivo and in vitro studies supported the highly

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sensitive and specific predictive value of lack of nuclear RAD51 foci to PARPi response[23–26]. One
such limitation is that RAD51 assay may fail to identify ATM -mutated tumors that can benefit from
PARPi according to their specific mechanisms of sensitivity[27–30] .
1.4. Clinical implications of HRD in HGSOC and TNBC
Approximately 13% and 15% of ovarian and triple negative breast cancers (TNBC), respectively,
harbor HRD that is attributable to gBRCA1/2 mutations[31, 32]. Furthermore, 50% and 40% of
ovarian and TNBC, respectively, are characterized by harboring H RD in the absence of g BRCA1/2
mutations[5, 31]. Also, 10-12% of advanced prostate cancer harbor germline or somatic BRCA2
inactivation and up to 25% contain a DNA repair defect s [33]. As HRR is required for the repair of
DSBs generated during DNA interstrand cross-link (ICL) resolution, HRR-defic ient tumors are
sensitive to ICL-generating platinum chemotherapy[34, 35]. Moreover, BRCA1/2-mutant cells are
sensitive to PARP inhibitors (PARPi), a new class of drugs that block SSB repair, favoring
accumulation of DSB that HRR-deficient cells cannot repair[36]. Several PARPi have been approved
for the treatment of HGSOC and BC[13, 37–40]. EMA approved olaparib as maintenance treatment
for HGSOC in BRCA1/2-mutated platinum sensitive patients; rucaparib was approved for BRCA1/2-
mutated patients who have already progressed to at least two lines of treatment with platinum-based
chemotherapy and niraparib was labelled as maintenance treatment for patients who are in response
to platinum-based chemotherapy[37, 38, 41]. Olaparib and talazoparib have been approved for BC
patients with gBRCA1/2 mutations who have been previously treated with chemotherapy in the
advanced setting[39–41].
In advanced H GSOC , the ARIEL2 study demonstrated the efficacy of the PARPi rucaparib as
monotherapy in gBRCA1/2-mutated and/or LOH-high relapsed, platinum-sensitive H GSOC , and the
ARIEL3 trial demonstrated the benefit of rucaparib as maintenance the rapy in platinum-sensitive

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recurrent patients who responded to platinum, regardless of the LOH status ( Table 1 )[21, 38]. The
NOVA trial investigated the role of the PARPi niraparib as maintenance therapy in platinum-sensitive
H GSOC population and showed that BRCA1/2-mutated and HRD-positive (according to myChoice
assay) patients benefited from PARPi[13]; nevertheless, niraparib also improved PFS in BRCA1/2-
WT patients with HRD-negative test, although the magnitude of benefit was smaller compared to
BRCA1/2-mutated or HRD-positive patients ( Table 1 )[13]. In patients with advanced H GSOC
receiving first-line standard therapy including bevacizumab, the PAOLA trial showed the addition of
maintenance olaparib provided a significant PFS benefit, which was substantial in patients w ith HRD-
positive tumors, including those without a BRCA 1/2 mutation[42]. We may conclude that, in this
population, genomic scars are less likely to rule out patients who benefit from PARPi, standing the
high probability of response after platinum sensitivity, but the magnitude of the benefit is higher
among those who are HRD-positive. Further investigations are needed to verify if an HRD test may
be useful to select platinum resistant tumors that could benefit from PARPi or to identify long
responders to PARPi and/or platinum salts[12].
In TNBC, several trials have investigated if genomic scars predict response to DNA-damaging agents
( Table 2 ). In the neoadjuvant setting, Telli et al retrospectively assessed the predictive value of the
“myChoice HRD” assay in three single-arm trials testing platinum-based therapy in the neoadjuvant
setting[19]. HRD-positive patients had a higher probability to achieve a pathologic complete response
(RCB 0) or to have only minimal residual disease (RCB I) after platinum chemotherapy, even among
BRCA1/2 WT tumors[19]. The GeparSixto trial is a neoadjuvant study evaluating the benefit of the
addition of carboplatin in HER2-positive and TNBC[5]. It showed that tumors with HRD were
associated with better DFS and OS, independent of the treatment arm, but also that the addition of
carboplatin was beneficial regardless of the HRD status. As this trial lacked cyclophosphamide in the

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