No abstract

For the first time, this paper presents to the planetary scientists' community the catalog of the meteorite collection preserved at the Italian Museum of Planetary Sciences (Museo Italiano di Scienze Planetarie, henceforth MISP) in Prato (Italy). Founded in 2005, MISP is a type specimen official repository approved by the Nomenclature Committee of the Meteoritical Society. It represents one of the few museums worldwide entirely devoted to planetary sciences. The catalog of its meteorite collection encompasses 430 meteorites for a total of 1536 specimens, including 291 thin sections, 184 thick sections, and 278 specimens that MISP has classified. Furthermore, MISP is currently classifying 57 other meteorites. Some samples were found during meteorite recovery expeditions in hot deserts, promoted by MISP in collaboration with diverse Italian universities and national research institutions. MISP also keeps an impact rocks collection comprising 257 samples. In a country like Italy, where most of the collected meteorites are housed in museums whose catalogs are not available online, the publication of the MISP meteorite collection catalog, together with the catalog of the impact rocks collection, represents not only a significant scientific primary source but also a remarkable tool for disseminating meteoritics to nonresearch audiences in educational activities and citizen science projects.

<p>The Museum of Planetary Sciences (MPS) of Prato, opened to the public on 19 March 2005, represents the first Italian museum entirely devoted to planetary sciences. MPS has more than 10.000 visitors annually and its collections encompass 498 meteorites other than impact rocks and 7000 mineralogical specimens. Of special mention are the minerals coming from the most important mining areas in Tuscany as well as diverse meteorite specimens collected during scientific expeditions in desert regions that add to MPS collections uniqueness and great scientific value.</p> <p><img src="data:image/jpeg;base64, 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SgBMetAFvFAhaQxCM0AAX0oAHHFAFaU/I30pgZ4OOen6f/XpjHA456e/T9TQA8HufzP+JpAOz/E3Ud+v88CgBQTjn5sd+v8AgKAHZyCAcjnjr79BgUAKrE8Dv2+vsP6/nQA9OvXk4JA/+tk0hjlIXoPmx+PX8TQBJuOSc/Nhsev9T+X5UAKSC2TjOcjPPbt/9YfhQAcZAk5zjg889e/9ADQAH5lG/oRjB75PvgH8s0CHE8ZJwOepx14A5x+RFADgdgz91VPAHy9Pyx9DkUASoNg5+VV9Plx3PTGPzIoAlUbh84wPXptJ5JyOh9wcUDHbSRuIzkgnjPXpuxnH+8DQA/buzkb+nykbyR23dcgnnIoAeyFshtzfL0+8dvfI53KenTIoATYwwMhSBkBTuIHfA43KOmMUARmPZtXlccqiHGP93pkdyKAIXjC4wvJ5AXjPup459RmmBBKCSCfmDc8cZ919D7ZoAruNw5w4b8m/ngimJkZ+b/byMc9GHofemIQdRtOT0BP8X+yfegBnoV69FJ/9BPSgCMjpjjn5Sex/umgBh9uBnj/ZPpQAwgEf3QT/AN8tQAnBznjccN7N60gA993Gflb2PY0AIfV/91v8aAExj738Pyt9KAGMCo56rwfpQA3kD/dP6UAGMZAOdpyPpTAXAG7A6HcKQDz0kA9mFAEp5833AagCf73m+6Bv5UAW4j/r/eIH+VAF+Pgsen+jD29KQy0nBz/dtev19/xpASKdpjP9y2J9eTn8e9ACI2ww4/5Zws+B6nPb8qAIkPl+RngRo0h7cn/IoArCRU8hXPCgzN3+n8qAIPNBWIPkgkyvnn6f596YELSlgAw+8fMfnt2oArySs2dxALne2PT0oAqyyFiSxxv5PsvpQBajOVUjuBTES4oAULSAWgCzSEGKBiGgByigYj0CKtwP3UmPSmBlAkdP04/lTGODYPvQA4N3A5/z+NIBwJz7/rQA4HnnkigB2fXtQA7Jzjr7fj/ntQA7dng/kfr/AJ7UASE9jz14/wA/4UDHE5yPXPH+f8DSAcTyR654/wA/4GgBSeSPrx/n/wCvTEH3TwenbpwB/n1FADgwU+mPw4H5f1FIB6HB7jH4dPy/qKYEyDDZOBj8D6n/ADkigZOqgEFs5A+mO5x6fgSKQEy/KdzYGMnJ7Z6nnp6ZBxSGTKMjJ+Ug5weAp9R124HcHBoAftIUlxtwckNwFP6hSB3HBNAClMKc8c9+AD74yFPfPQ0AROmFIA785+UZ98cKe+cYNFwK8kfUDnJ+b+HJ98fdb3xg0xFSRclsc5PPbJ98dGoArOOT3yee2T/MNTERMM/7Wfw3fn0amIY3PX5s9j/F+femA08+rZH/AH0P8aYEZ598jn/aHr9aQDCM5zhsjn/aHr9aAGnvn5uOf9oev1pAJj1+bA5/2l9aBk0FpLO6LGm9n+UAfxDt+NJuwJG3beE76QkTtFDhccnO72471HtEFiLUPDVxY2pnleOSMYRircjPTIxQp3HY55gR97qvyt9O1aEkfQ8/7poAB2z/ALppgKnVQe+VNIB6clPcFTQBIhzsz3QrQA9ZUwMsOYytAF22bIOAcNBxQBejfhu2bcD+VIZaLqBKST/qEXgY9KQDp5Qon+XJEaJyfpQBFdSkfaAAOAkQ7/56UAQXEhBnCnGSsS4/X+VAEUrbi+D99hGPoKYEMj792OjttB/2RQBXkk3Z7bz+SigCtLJuzngNyfZRQBXd93Xvyfp6UwNK3y0aH2FIRYoAKAEoAt4pCENAxMUAOQUDCQcUCKVycRP64NMDIHTmmUOGKQhwPoaBihvxFADweKAHA9qBDgcigdh2cg+n/wBagQ7JwcdOaBj945/GkA/d16/5NAAGz0xz/jTEAYkdTg0AOUgD0HU449/8/wA6AJUJHuO/b/61ICxGcfn9Of8A9f0/GmOxahGOnr24yfw9/oakCVBgcfh2z+Xv6fiKBksQwAV47g9PxyPzJ6eooAsoBhSeAvRuhA+o6evofakMkMeCCOMcZ6Y9vb1weDxigCExknO0nHHTOPb/ABU/hQIryxH+6T1A43dO3qR7HmmBSliJHOCMf7/H9R+opgVJU45ORjnuMe/qPemIruOoP45Oc/X/ABpiIj39+D2z9ff3piGHn1Ofwz/9egBp/PPPHGfce9ADG+vuSP8A0IUgGn8ufyPr9DQMOcjHBzxnsfT6GgC/o2onTb2OdFDBckK305FS1cZ0D+M7ckv9kkyRnAYYqPZhcyNX8VS30JhSJI4SQSAclhVKCQrnPSy72JI5PBwOoq0gIi2evpg0xC/MegPNACkMScd+aAF2tg5Ycc0APEQzy3RgDx60rgTRQrlR82dxXrii4y5acBOMfumFAFtG+Q/9cR/OkBYlPE4z2jWkAsr7nkH96YL+ApgQGTc6k/xSs5+goAr+ZgRknn5pD/SgBjSbFHqi/qaAIJZMZA7AIPqetAyvI+c47/KPoOtAiB23Z9D/ACFMCMnPX60xGxa/6lM+gqQLAFABQAlAFzFIBCKQDaYEiigYkg4oAoXn+ok+lMRj0yhQaAFzSAXNADgaAHA/jQA7dzQA4HnrSAcrcf59KAH7s0AKDzkf55pgKG9eDQA7P50CHA80ASI2Dnv+VICzE44z16Z6H/P+cUDLsAyfl+nof8/5wKTGTjBPbPf/AD+n9RQBPCozkn3OOP8AP/1upoAuRKB0XJB69Dn6D/8AX7GpGToMYKgDjAIAzj/P4Z6gUADIGzjGcdOnH48Y9jx6EUAVJ485yOeh4Ofpjr+HUds0wM+4Xqeuec5/X/6459aYjPmHf3znp/n69DTEVJOP/rD/AD+VNCK7sPUdP0/w/lTEQtKg6sPxP+fwNMCMzqem4++P1+tAEbTnsB69ehoAbukPQYH0J/CkAvlynjnnjnFAC+Sx5Zh0z1J/Gi47C/ZwDyec46d+350XCweWoHAJ46E/mKAsNKoOwwOfqD3oAYR26H7px60CGA9fXqKAFBAPsD+hpgOHYH3WkA4HKn3UH8qBlhW+fP8AthvzoAng+VlH++tAE6tiM89Yh/OkBO75kbrzIn8qAI/NGVbH8TvQBAz4QdOEx+JNICN3yxXtkL+ApgQtLk5J6kv/AIUDsQO5H1A/U0CImPb8BTAYTTET2trJcvhBx3Y9BUykkNK5qRx+V+7znbxmkndXBqxMKYgoASgC6Ex/Fn6ikIQqaBjCMGgCRaBiS9KAKF4CYJAASSOgoEYpyDg8H3qigoAUGgABpAOBoAXNAxwNACg0APDGgBwagQ4NikA4NmmAoOOnFILDgcHnpTESoaAJRJtHtQMbHekSjHSkwuaNs7M2Wz1oA0YWxjPT1H+f8+tJjNCLBA/L/P8An8KQD5Lm3hXdNPEg9Wb/AOv/AJ9RRZjuV5NVtMZjZ5feJC38h/nuDQkK5RuNWG7Atn6YBdlXj0wT+n5YqrCuZk95eSN8sSqDjkBm/XGM/j+dPQNSlIt4/LFh34AX69zRdC1Kz2sxPzye2NxP+FO4WIzaryWbP0H+OaLgL9mjHQEn3P8AhQABE/uL+PNAh3Tpx9B/nmgY38v6f/q/lSAX8/6//rFAxR+Hrnt/+o0DGkdsHHTHt6fUUCGt9eeOffsaAIm46D14/mKYiIj39s/yNADMd+/X/GmIAPy6fhQAueM9+v4igCVCNwHbcR+BFIByn5P+AD9DQMtI370f75/UUAO3/uxz/wAswP1pASeYPMzn/loT+QoAhL/J/wAAx+ZpDGO/zH03foBTAgLnHvj9TQBE75+nT8BTAYST9ev40CEVSzBVBJPAApgalnpZOHueB12D+tZSqdilHuaqqqKFQAKOwrG9yipJ/r3+tbx2IluPFUSFACYoAvUhAaBjQaBkqKD2pDGToAODTEyvCP36Z9amfwjjuXHjjkGHRW+ozXPdmxVl0y0k/wCWe3/dOKpVJITimVZNEU/6qYj/AHhmrVbuLkKkukXSfdCuP9k1SqxZPKypJbzRH95E6+5FWpJ7Cs0Rg+9MQoNAxQaAHA0AODDikA4NTAmgkjEieYpKZG7HXGecVLTA7C2k8OSRAAQoP9slW/Gs2pBoZHiCPSo3RtNmB3feRWLBeOuf6Vcb9ROxjeYoP3gPfNWIZNdbV+XBp2C421lO8sI9xHOF5osBpR3NwR8kOB7/AP18UgLUTXzkfvFT1wQP6GjQC5BprzNma4bB6gbj+mcfpSbHY0rLRLWF2chyXOSQQBn2wARU3Y0jT+w2wXmFGH+2S/8APP8An1pXYyKSFEGERVH+yuP8/wCenSgDPuV6g/5/z/n1pgZU4x6/5/z/APrpiKM2B2/T/P8An0piKrtz0OaYiEt2x/n/AD/9amAoOetAAR/n/P8AkUgE20XAcFHp/n/PSgYEfT+n/wCqgYjdO/8AX/8AWKAI2+n4f0oEROff8f5H+lMRCSPTj+lAhme/f+tMAPoPp/hQAA85/GgBwJA9wP5UASL1x/vD+tIZKrDev1U/pQA5WAT/AICP50hivJgk+7GgRGX+bHuP0FAyItke+P5mgBjN3/GmIZ7UwL1rp002Gf8Adoe56n8KzlNIaibFtaRWygRr83dj1NZOTkWlYmJqRjTzTAqSjE7fhW0NjOW48dKokDQA2gDQxSAQigBuOaBkqCkA2fpTBleD/XAVNT4Rw3LmDXKbC80AL+FACgj1oAd29qAIZrO3m/1kKE+uMGmptbBZFKXRIG/1bOh+uRVqs+onBFObRZ15jZJP0NaKsnuTyMpS2lxD/rIXA9cZH6VaknsyWmiAGqAXNADs0hDgfegYoWJjmXzD6BSAKdxWLEUttHzHZQs3rKzP+mQKLhYu290k5eK4lisrdxtfyLVSWH16ikBoeHvDV3ql/JZ6ViXCNIjSkQ7gBk8k4/OolO25UYOQXul3Nhpul31w1uYdRjeWFY5Q0iBWCkSL/Ccnj1FUncTVhlu+TgGmI1rXJxzSY0atsdvc1Iy6m1uxH48UWBakc6qB90fjSAy7kcHAAHsP8/59aYbmTc9/600JmVcjGSKoRRc0xELGgB60AONIAA57UDJo4WdGYYwOuaV7DAREnk4/WncQ2aIxkHnB5B/z6UXGQMB6e3H+fxFMkhf3H5d/89aYELHn1P8AP/8AXQIiP1pgFAB1oAUHmgB6Hp9R/hSGPBwV/D+dA7AG4A9h/OgBC2QffP6mkAjHr+P+FMBvJPH4Y/KgRcttMmlwXHlp6t1/KodRLYpRNa1sYbfBVdz/AN5qylNspKxZNSMQ80AJigBDQBVmH778K2hsZy3HKKskXbmgA8setIC/jmkCEYUDGY5pgSquRxSGNuBhaEJle1GZxU1PhKhuXdtcxqGKADmgAx7UALigBRn1pDFoAdmgBRg0AQzWVvN/rIkY+uOfzpqbWwWuUJtChbJhd0P5itFWfUlwM+fR7qM5TZIPY4P61oqsWTyspSRSwnEsbIfcVomnsTZjA1MBQaAHK1IDWtdcvLeAQxSKoA2hto3Y+tJxTDVEInaSVpHYtI2NzE5J9MmgRagdSecA0wNa0kK4/iFIDcs2DgYxUsdzRRVx978hSGRzYC9yPpigDKuiecE/SmBkXIOT1oQmZN1xViM+Q0AQk80wJENICTmgB6KaAJoi0bBkIB6dMg0hisWPOfyGKLgMfcw+ZmOPU9KYELKAe+KYivKuP/rUCKz/AOcUwIzTEJQAUAKOlADgetAxScH/AD60hgOv+fWgByjJXA9KQzQtNKllAab92nHHeolUS2GomtBZw24HloM/3jyaycm9yrWJSaQDeaADFABQAmKAEIxQBWlw0oKnjFbQVkZyHDjgVZIq0gHAUDLooEgakMZ3oAmjFIYy5Hy00Jla1IE2TwKmoroqG5dDKejCuZpo1uhaQwxTEGKLjDFK4BigBeaAD8KAF4oAcPrQAoJFIYjHOOO9AhGUMMMAR6GmBTn0q1lyfL2H1TirVSSE0mZs+iSLzBIHHo3BrVVl1J5TNnt57c/vY2UeuOPzrRST2JaIg1UIkR+etIC3DNgjmgRrWVyARk8UAbtpcR8HPPsKVhmlFdrjHJ9+lKwCT3IwcLz7mlYZlXNwxzwKdguZk0jHNDEZV23rTQFBzzTAZ3oAelAyVaVwJk6UCJVpMBSPSgYxhxTEQsBTEQS9MYpgU360xEZpiEoAKAFoAcBmkMXGQaCkhyIWkCqCSTgD8aT0Cx0Wm2CW6BnAaXHJ9PpWEp3LSLxPpUDGMCepoAbwKYhKADFIAOB1pgRPMB90ZNWoNkuSIHZm6mtFFIm9xvcVQiXFADgKQC4oAuiP/aNIEDI2OCKLgR7Wz0/I0ASpkdVb8qGMjuGBWhCZXiHzNTYIlxSAUD0pNId2PBb1NS4RKUmSBm9al00PnY8MfQVPsx8478DUODQ+ZBkVNn1KuL1pAGKADFAC0AIeCM+tA0SYBoAQr6UAIRQAxlBBB6e9O4jPutLtpcnZsb1Tj9K0jUaJaRkXOlzw5MX71fbg/lW0aie5LiU1Yo2CMH0NWSXrabBFAGzZ3BwO9AjYglVgPm59KQyZ2Xb3pAZ9yyjpz9aBlGU/QUCKj2UtycoQqdNxqJTUSkripoyZG+Zz9ABU+17D5SwmiW3dpT/wKpdVj5UWF0C3YcPKPxFL2zHyobN4bkCFrecMR/C4xn8aFW7g4GOVKEq3BBwRXRfQyHrQA6kMRhxTQiFqoRWnpiKMmc0wIyKBCfjTAUjikMBQA9VJ7dP8/wBKAJAhGePb+dItIuaUmb9MgcZNRPYdtTou1YFBg9hQAhHrQAmMUARs6r3qlFsTaRE0pP3RirVPuQ5EbEnqc1aSRN7jaoBMUAJj5hSETAcCgBwFAxaAL4FJgDCkBGOtMC3b5HNSyiG/w3JAz600SylEFw2chu3oaYDxRYBwpAOUUDJFFADwKQDwKBjsUgE2j0otcLsXb6E1LpxY+Zhg+o/KpdJdB84YP90VLpMrnQ1iBjjHNS4NDUkKCDU2KuO/GgBCcUAIaBETCqAjamIrXNrFcD94oJ9ehqlJoTVzKmsZIG3REug7dxWqnfcholtZsd6slmlDc8dc0wRP9q460h3InmDdePrQBA7Z6

This work focuses on the historical and scientific investigation of a presumed meteorite fall that occurred in the Sicilian township of Marsala in 1834. Preliminary studies have classified this phenomenon as a “doubtful meteorite.” This term describes, according to the Nomenclature Committee of the Meteoritical Society, an object for which there was significant uncertainty over whether it was a real meteorite or, in some cases, whether it ever existed. Thanks to the analysis of untapped sources, the first objective of this work is to clarify the nature of the event. Subsequently, the results of the minero‐chemical analyses that were performed, in 1835, on two fragments recovered after the event are discussed for the first time. This work then shows the collecting history of one of the presumed meteorite specimens. Based on the results presented here, this work highlights the role of doubtful meteorites as a fundamental resource for the history of meteoritics and meteorite collecting as well as for studying the processes that have led to the scientific study of meteorites.