Calosoma
Calosoma est un genre d'insectes de l'ordre des coléoptères, de la famille des carabidés.
Calosoma
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ci-après](data:image/png;base64,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)
Calosoma sycophanta
Genre
Calosoma
Liste des espèces
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w54B5Hy8/v7aIspKmoEESVTGQVAZRC8ePuuSwwfm7A+4+uoQUVRUCm+DppGkkjySqZGc+pmIH2Gsr4yvoy111lm+OpXpzU7zDHNHIHjkBxuWLCkyNxzgqo/u0mMtXC0VPQTNKfRNUCNaaR2DHLvI7v6iMg5OWAznjGtXo9eVMKxo43FpmLTR4MkUkJ8wc5yCMMfUPUMYypG3GvOWSpbzfMtlWMgKz/BLKSrrkJwVPYtjB7q+B/SJO1VtUtFWo5sbq6t5JjNGhDsdxBIzkA7gdp7cHOedW7So7xhrfUoI8SrH8MqBVKop3MxIODhuRydx4zpN9Xpev55poTJQ1MaSRqipDV0SHjncwA+b7kDOR/PssNPJBEk61sEcu0b3q6R2U4YjOV3x4bg4I5IwMqc3+oqSON1SaSWv2BfUrT0j7W2qWXO31EMT+/lkYBxi7p7aIakbbkqR+eQPOt0UucsUOUWQY9JZiDjuByc5qL4U9wpvIktldbi5kiJEVFV0XklmBOSuQ6I2M8H3OONQF5ihiqbjHPRilrIpOfJmhlVWydzA8Ssh9OAwY4zz7C3Yrc34X+pGiqrh0/PIjQzM1RTFZMqHHzqoP1A3fwe2uidZiGmqGmgaiurKKquPTVzoqB4o6mop3iRpc7eRg5x24zz7aDg7qJAlbNA4JXcXJ37gSexByQABxxrztMLPbat6J5IwoRajy+N6nOFPfK7sfT9vfU47ZpZlxJ9I9IVd+uUQpUxTwMGlJ44J9Ofbk8DuftqYprZFSUsatAlSBEJ2VwQpZl7HHOSWIxxjAPfB0yyr8TVBdKULOyQP8QhAgSCNmY5I242+/ynGeeexwRH1NZWQmd1jdFUKpDyK2QQBhcDGSR7AYxnV1laziJoZ6hEaRwXd3ZdxcHZ7DIxw/dhn+RmmvJguV8pbgfiEpo948mcRh8xIcL23k54GCCR7jWY1Vq1ZPK4qDcUkDCPyROqvIFUYDM2Tg9wee/wBNW1RdJ5CEo6aqmZkVkeFPLQHGCRzgDGOSeCc5Puzs+IOvnqYKmRd1dRLHECDV1S1AxjHyE4GcE45+UfTVzSXebygsPxUrsSfMWhJB2jKgAPhcDPK8lW5JyCJc+m34v/zSRZY0NrlwpG7zaRgcdhlfOwBn6Y4G05UDXqK6tER3WLy1cLl3pmXG4KDgPKRnsNwGQUPY6Sz4v+31XFVyzqr/AJBBMzbWV/KiGCwJwpVD7nH047e+rmluVOAfNsFCw9TsW8rnABwfQDzj5vYH6a1MTtJtU2yRsPY7ecZYyxKoIwAy8qnzZJU57YA5yAL6oSyVMMWKGni3gkhrcwKYz6d39o5yO2e+M6sxERcrVU/B/wCDWB6cqsgENFPGSx/pZk4GMN9vScZBBMNfKfqehlmVhVCkSR4j5Mk7opOSThxkA/cZGMHnGn/BkPhTVVFP1bTVqSJSVMTeY+9dgbC4Ct2AB4447a7ShkEsKSKCFdQwBGDzrHH2tXxXprbJpoGoPrm6y2To+73KmRHqKemd4lkOFL4wuT9MkZ1L1Bwhd1jgqpqZEZY4lVIsZ5Tkr3OT376qpI1Sxsc8ioO07TkenGB7YJ5/f6a1J0l9Z14b1cENLWK8gnIMbzxMwJZBKCxHuTjjj/PGvOnuoWkhhE+2BIikTKcBMgbSSDx6dw54zwfrpfVi7cmFH8hFdCyszOuAuONoXsSMZ9sEcYPOsfqJViJMjiOWMjy1Upg575HfGMj/ACGRyBLE1EtKZpMx/pgkqSCcRYwFAJP0Y8n69xydWVbUS11xjD1CSJNIgaJ3w0qxgDBJ9I5PdjjjnWZO1+MvprRb6y2wu9TT0yusgQeWKl5pFO1ocpySAO3CkfKAAc2VVV0EbTeZS1lSlSP1ZESIqVHbI85hjLZIyFCquR3xb4IymeJaxTQ2CrO2ZFXCxRsrAsEDYDlsnbxgfvg50+JujU/l09tjhWaFAHqamQjDRqByCq5JDDn6AY4LGYSvcmslWOWZbFBTTK7xRgsM7XXcFy2VJVVXjuwz77javNVStUM09uV1kCysLeGTexVzgnuchuBk4YnAwMF1dhq342JGltqbcIw/LEUJkncoCqSOMHuOB7E6+I7QsNslBghgY5LcrqCPTvPocAHI4+bHB741qfxKko7xHT1a/GUFq8uCVHMbUS06v6sZyI8ECM/cYCv8+MXlDcad1cm2WITorxhHh8t3Hkn9QbYuVRdzMf8AkJPqRSaRVVS/mm5VtlDSCaScLUU/ngqvlRKNgRB5hQrxwBvck/NkwN2tE9Qr3GtqpaOlLsoWGGUpEm4YG59u888jvxzjOr6Pfo6ODcZjHVyTIjMJCcASHhTkg/X2KnPY8c9vWGF6eyW+GZdksdPGjr9GCjP+usT1b4vtNVDTQNWl3ttJeLXV265Qieiqo2hmiJI3KRgjIwR+40HKXjt4bWvpi72mOxeZT09Yr4XcziLayAls5yuXyWyMdsHuMd6h8N7pZekjVTTR1M8c0nmNTcQxxIM/qs+0hsnjG7PsNLy/Hqn47NYdHDdrTS0F+hjnjoZ8+TUmMmN8d1BPB/bXvSXKSupQxTGxgcnuQxY5xj64/wAtOkTFFMzwld+OGAfnv9DxyPmzz/sNWNSskjuQEwp43sw5JAAGOcAEn2x/uuizioXeQz1E6yekFxIh3E/QFvsP/fbUNWRPBUy08aOiysQ2V2nGc4J+v241mzCdrzoe4Tpd6elpqKlukUkwY0csLMJiMnAKAupIBGF9jyD7ZDW3DZUBIEoqXD7npp1KeXIGOFKGQekZwMouBjjuTVWcNZVQzRyzCn3ruwz4baxLkHBk9G1hu2gDnvgHJ8Vral4GjgniWJYWBip0BCqETgExtyoXhucYJyOCR4T1tVJEd9zmjpvVlgQAMD1KG2r/AEn5fcBRzt5+zNLKsgF3qXb1QzCWqJLOu0OM+aMjlV78nOMhsC6KI6mNvR8WrF93mfrybH4UH+vB9IUdz/GNeyyNNGTCwlDBg8YZmJBMYxyx4/8ADHB/p7k50gnab8+aGAQVGV8tUIicbkR38tvlcMM+U547gE55zq4ie9Txs8lfJGrE5xDEZNj53Oc55Ikb/wDIOwHovYuayG40TTNeuoTHvZ5J0S5wwlfMILqRFGeSOSBwMHBGcaiLmtDGRLHH8c/m7TVSxzTxggL6RNO4U8YGRGeFA9Q1RnPgRYWvHWUPmrFU09KBUytsIjXB4AX08lvsR7gca6w1laaaIaaBpoNeeNHh/P17YYILfVpR19OZPLlcHDI6FWXj77T/ABrDOkrd0x1tcaC39b2aW19V26BVe01EpWOp2Lt85Bgbxge3YfUclm+rG5nslrez/lTW+l/LduwUwjAjA/6dac8cvDiCHpmnuHSVpQGjkJrKWnjy80DAZZRySUIBwPYt/JGgqOB/h3mhZZICQGZXGCPcd/uO/wBdK6Smt1K09Y6xxKoBUZCk7u2M85K+33+mtYxKsehJK/rfre09P2R3pknmHnVKKBIkQyZGX+zjPvuJ9+ca7L6l8N+nL50fVdP/AJdBTQSt50csS4kinA9MwbuXH1JORkHIJGstSY4fFmamvFRT1vwcZinMUkskm1TIrEM6sDwpIBBHsePrqalhuFROYXqat6ePOKpyzJvLPJkMzZYNIpPJzu5PvrPtbvUWZQs6VDzVEdUSHlKhg0RMgJxulxIflwpPJABHvqhldpf/ADoVQqpv9DqExs/tYkbTt+mNoOSc61JWVs6Q08L4aFADlFEoWRj6hkgKCfl5BGTkA8Ea9BLSrSRsZYFZmEm1q11A24BXHBye5ORk5AwO1xFSVdO20fFgYXaWWuZ2kGO4Bf0sSAe4x7+2vVqigfDPLODuTaryPKqAnD4O/sBznGSTgcalV6w/lu6FZ6iSNgpjLikqNync3bn5gFXG3AGefl1eQ0tqHw4lp6+SL5/Vb3wg+h807SeB9jnHZRmyQSFrp8SJ+T2KrMpwqI3kxDLHgqY1L9sjt/V9TpWSQVU+2saljWJc/wCHQyupwyjdKzu5OVXjKZ39uMa1g6a8Bum3svSXx1TCYaq5FZtjD1JEBhAePpzjtz2HOtl6xA00DTQNNA1i/XnRNr6xoFjrVaCug9dJXwemamcchlYYPf2/2POgwvpjrS+9INNbfFYeTSRyrBR34RnyZzzxIy8KcYIYhQckHkc7XpaiGrpoqilljmglUPHJGwZXU8ggjuNW/sal8eIOiOmemqrqC89PW6rusrFKZNpjeonOSN5TBIHck+3HvriO4VdZeaiNZCzKGIjp487VJ9lX7/8AprI6T8BaW3+H9t86mt8vUXW9yRc0FBhjRQnkCaQ+mPPBIJzjHHfW5Zui751RUrL1zesUKPuSz2hnhgP/ANWXiSX3BHpX7aNeNceP3hckUlL1F0tbYqeOljCVEVFFtEaqeHCJj04747Yz2ydaPkg89aqalioI0c+iSGNH3djkIwLKvHOSeRjWp+mb+1ilGsa+aaWMMoGFMKZ5zkkMnA9gTn5uO3Hz4UqxkaCKM7TksyAL3XsRyc5JwDgMT3Gl6J2+xrIiNHFaxLCxCOqLgE5yFyFyGO1+B7H/AJdV+TOIWVLd5ABCuGqJnABGN3K4/wAsHvq5EPKq4ZQrhIYvMZWxUSnK5+fHvnGeMEcZHGriJ6vzHY1VEzjIElU2QM4GTucHHHPcjuffDBcuJI5Cj3WwSiQ4zTvDLtAB/tk4HPHvlc8HnVL3AgMjXaKNlIkZqagAZyqfNuCMec5BPY7vtqqpmqYK5cLHWV8ZBOaiYpFghVCn1EHB7ekZH+Y2j4ddGrT1FDeusU+CthlVaC2CM+ZXyjJREjJzgZyeACecAZOpf0OoqV5Hp43ni8qRly0e7dt+2Rwf4166yGmgaaBpoGrevraa3UklVXVEVNTRjLyyuFVR9ydBE1UnT/V1kqKNqmiuNvql2SLFMrA+45B4IOCD3BGtfXDonqLpSm83wt6ijhok7Wa6MJqVcnny3PqQZ9s476d/FaH8eOpLz1T1Yls6hFvp0tA8nFBUNJTmVgGY+YVBB+VSMenbjnnWX+D3gbDeqSK8XtqmitrjNNHDmKacZOHLHlVIwRwCQdPh46Zstmt1kolpLRRU9FTL2jgQKD9zjufuedX+iGtV+LnhdZr509dK+022mo+oUjM0dVTp5buw5IbbjcSM9+dBxRWXy4wSGGpVGMbdjuBQj/8Aut3+DXhlYvEjpY3GC/3CjuNO/kVtIEjcRk8hlzztZcYP1DD21dMZ5N+HIHe0XWVzVicjdTp9cjO0jJz799ay8XPCSToCww3WsqTeKOWcQOoyjRkgkNzkH5cf5aaNQQ1NqaVRJRPCpHqAQNkj3/b3xreNv/D9equlhqqKe0zU88aSQzJLkFWT5hgfseONXUSU3gDV0NDUVV6uVFT0dMnmyzksQqKCW4H/ALONZh094B0HwlO9xqAOBKB5WXBPO1snAI4HHuD9dNgyit6f6E8NrWl0vKRyPFgQmpxI7PjhY07ZyBjjj6jWnJI+q/Grqaoq6RHpqGNvLj3OVhpI/VgMRyzkHJA7554A1munHqa23ReElfb7RBR27rm/0zovqYSblLe+FJ4HYYz/AL6U9u8Q+irLOaWtj6rPmGXZPu81QP6VyeQfp7HVn6rOsisPX8EsFHB1NSSWS7SMsU0Ex9EcrAlVDHGQQODjHtnWaRSxzJvidXX6qQRpZYivTUDTQWF7vFusVukr7xWQUdHHjdLM+1RnsPuftrn7xn62q+sqa20HRtHV1Nt+L2SVIhws0xH6aKG+oyRnGf41ZNELYPALqiuDT3OpobUXIbb5jSSH35CYAP8AJ1llP+HOnaMpVdTVwQ/0wR4H/wCxOr+X6GWdO+BvR1oFK9TTVF0qYHVxJWSlgxGSAUGFIzzgg8gZ1tLWbd9DTQNNBxn+JPw/Sw9Xmvo4ituumZFAHCSD5lz9MnP86xfwK6sl8PfEKlq62RorTV/4SvBPpCMRtk/7GweOdu7661nQ701jfiL04nVnRl0s7KhkniJhL9hIOVOfbkf66yPz4u9rqLfdamkqQ0VRTyGN1YYwQcY10t+H3xZtFj6GqbL1TW/DyWkGSlYgt50LHIjQDuytkYPsR7Zxrksm3GMdT+Mt2vXWtFXPRyN0rTzxuLS0ip8RsJZWcnu2/a2PlG1Rz75nd/xA1tbRrDYLPBQ1rA75q+cMqY90UY3fzjUy5tbsmrPoboat8QLvNeutr3UGWncI1O0iCVlZA+0BSRGhVweOeCOCDromz2uhs9viorXSxUtJEMJHGMAf+p+51M/bPK6vNNGUfdbJa7upF0t1JV5jaLM0KuQjdwCRkA8dvprC5Ohrp03Tb/D+7vTFSztbrh+rTTE+2cbkOABkE+2QdanL5fBOdJ3u+XWmkW62VbfWU8vkzgzhkzgNlcckEMMayjUsk8DVhf7vSWK0VVzuBlFLTJvkMUTSNj7KoJ1BylNfr34m9ZyWyaoq6u0VNRilVEEYj2sGU7cFdyjJOe4UngHW/PCDoap6LstfT3SogqqqprXmDRJtUIvpjOPZioBOOxOPbXTlfxn4p9bA01zU00DTQNNBj3XnSlD1n01VWe4qAsqkxTbctDJg7XH7Z7e4yPfXHXW3Rl3stwe1Xi31nxRJC1MaNJFKoyFZdqncMYz2IxyNb4X5RuPovxytto6Xs1qudFM1XRUsdJK4qoiXZFC7sEg84zz2zjnUnP8AiGs6gCnstwkcnHqnhQA/vu+v21r/ABrjVPVVtrPEjqqp6htHTFwp5XjUvSgNIKjbnc6yhQobGPTnnBwcnGoXprw+u96vZp7Habi8ce74gyIacRZ7DdJxke47/bU3iY270Z+HwIy1PVtesjEf+VpTuxz2LsPp9FGD763PYekrFYqNqa2WymiRxiRmTe8n/UxyW/nXLNur+XWIq8+HlkrZlqLfF+UVgGxpqFFTeueQykFW98EjIycHUEavrno9HFRQJ1JaYMRxvSsscwjA4Jj2knAGDgsSSCB3x0l3qssj6e6/6evUSqtfHR1oVTLRVn6E0TMPlZXwc/tqfprjBVVk9PTMJjBxK6EFUb+wn+7HOPYYz3Gc3jYLzTUFKxorMyqAzY3EDv8AvqrQNa48d3uDdGw0Npun5dVXGsjo0Kjmcvn9PPsCASfqFx2J1eM24Mh8P+j7d0bYIqC3xBXbbJO+S2+XYFZsnnHBwPbJ1k2lu3Q01A00DTQNNA00FvNRUs5zPTQSH/njB1TFbaGF90VHTIw91iUH/bQXQAAwOBpoGmgaaCE6k6VsnUip+c26CokjBEc2Nssf/S4wy/wdSVtoaa20MNJRRLFBEu1VUf6n6n6n31dvgudNQNNA1gfiR05c75eul66iVXpLJWrXzQ7sPOQQAEHbIXf3I7jGrxuXRnMEqzQpIgcKwyA6FD/IIBH86r1A00DTQNNA00DTQNNA00DTQNNA00DTQNNA00DTQNNA00DTQNNA00DTQNNA00DTQNNA00DTQf/Z)
Calosoma planicolle
![https://upload.wikimedia.org/wikipedia/commons/thumb/1/14/Calosoma_senegalense_Dejean%2C_1831_%283887607030%29.jpg/220px-Calosoma_senegalense_Dejean%2C_1831_%283887607030%29.jpg](data:image/png;base64,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Calosoma senegalense
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)
Calosoma scrutator by Alejandro Santillana "Insects Unlocked" Project, University of Texas at Austin
- Calosoma abbreviatum Chaudoir, 1869
- Calosoma abyssinicum Gestro, 1880
- Calosoma aethiopicum Breuning, 1928
- Calosoma aethiops Jeannel, 1940
- Calosoma affine Chaudoir, 1843
- Calosoma akkolicus Obydov Et Gottwald, 2002
- Calosoma algiricum Gehin, 1885
- Calosoma alinderi (Breuning, 1928)
- Calosoma alternans Fabricius, 1792
- Calosoma altipeta Jeannel, 1940
- Calosoma ampliator Bates, 1891
- Calosoma angulatum Chevrolat, 1834
- Calosoma anthracinum Dejean, 1831
- Calosoma anthrax Semenov, 1900
- Calosoma antinorii Gestro, 1878
- Calosoma argentinensis Csiki, 1927
- Calosoma arrowi Breuning, 1928
- Calosoma arrowianum Breuning, 1934
- Calosoma asper Jeannel, 1940
- Calosoma atrovirens Chaudoir, 1869
- Calosoma aurocinctum Chaudoir, 1850
- Calosoma auropunctatum Herbst, 1784
- Calosoma bastardi Alluaud, 1925
- Calosoma blaptoides Putzeys, 1845
- Calosoma brachycerum Gersteacke
- Calosoma breviusculus Mannerheim, 1830
- Calosoma bridgesi Chaudoir, 1869
- Calosoma bulleri Beheim And Breuning, 1943
- Calosoma burtoni Alluaud, 1913
- Calosoma calidum Fabricius, 1775
- Calosoma cancellatum Eschscholtz, 1833
- Calosoma catenatus Roeschke, 1899
- Calosoma chihuahua Gidaspow, 1959
- Calosoma chinense Kirby, 1819
- Calosoma chlorostictum Dejean, 1831
- Calosoma cicatricosum Chaudoir, 1869
- Calosoma concreta Casey, 1920
- Calosoma costipenne Chaudoir, 1869
- Calosoma cyaneoventre Mandl, 1955
- Calosoma cyanescens Motschulsky, 1859
- Calosoma davidis Gehin, 1885
- Calosoma dawsoni Dajoz, 1997
- Calosoma deckeni Gersteacker
- Calosoma declivis Dohrn, 1884
- Calosoma denticolle Gebler, 1833
- Calosoma depressicolle Chaudoir, 1869
- Calosoma dietzi Schaeffer, 1904
- Calosoma digueti Lapouge, 1924
- Calosoma diminutum Bates, 1891
- Calosoma discors Le Conte, 1857
- Calosoma elegans Kirsch, 1859
- Calosoma elgonense Burgeon, 1928
- Calosoma eremicola Fall, 1910
- Calosoma eversmanni Chaudoir, 1850
- Calosoma externum Say, 1823
- Calosoma fischeri Fischer, 1842
- Calosoma frigidum Kirby, 1837
- Calosoma fulgens Chaudoir, 1869
- Calosoma galapageium Hope, 1838
- Calosoma gebieni Breuning, 1928
- Calosoma gestroi Breuning, 1928
- Calosoma glabratum Dejean, 1831
- Calosoma glaciale Kolbe, 1905
- Calosoma glasunovi Semenov, 1900
- Calosoma granatense Gehin, 1885
- Calosoma grandidieri Maindron, 1900
- Calosoma granulatum Perty, 1830
- Calosoma grumi Semenov, 1900
- Calosoma guineense Imhoff, 1843
- Calosoma harrarensis Jacobson, 1900
- Calosoma haydeni Horn, 1870
- Calosoma himalayanum Gestro, 1875
- Calosoma imbricatum Klug, 1832
- Calosoma inquisitor Linnaeus, 1758
- Calosoma investigator Illiger, 1798
- Calosoma iranicum Mandl, 1953
- Calosoma jakli Haeckel, Farkac & Sehnal, 2005
- Calosoma janssensi Basilewsky, 1953
- Calosoma karelini Fischer-Waldheim, 1846
- Calosoma kenyense Breuning, 1928
- Calosoma klapperichi Mandl, 1955
- Calosoma kuschakewitschi Ballion, 1870
- Calosoma laeve Dejean, 1826
- Calosoma laevigatum Chaudoir, 1869
- Calosoma lariversi Van Dyke, 1943
- Calosoma latipennis Horn, 1870
- Calosoma leleupi Basilewsky, 1962
- Calosoma leleuporum (Basilewsky, 1968)
- Calosoma lepidum Le Conte, 1844
- Calosoma linelli Mutchler, 1925
- Calosoma lugens Chaudoir, 1869
- Calosoma luxatus Say, 1823
- Calosoma macrum Leconte, 1853
- Calosoma maderae Fabricius, 1775
- Calosoma marginalis Casey, 1897
- Calosoma marginatus Gebler, 1829
- Calosoma masaicus Alluaud, 1912
- Calosoma maximowiczi A. Morawitz, 1863
- Calosoma mirificus Casale, 1979
- Calosoma moniliatus Le Conte, 1851
- Calosoma monticola Casey, 1913
- Calosoma morrisoni Horn, 1885
- Calosoma neumanni Kolbe, 1895
- Calosoma nyassicus Basilewsky, 1984
- Calosoma oberthuri Vuillet, 1910
- Calosoma obsoletum Say, 1823
- Calosoma oceanicum Perroud & Montrouzier, 1864
- Calosoma olivieri Dejean, 1831
- Calosoma omiltemium Bates, 1891
- Calosoma oregonus Gidaspow, 1959
- Calosoma orientale Hope, 1838
- Calosoma orizabae Jeannel, 1940
- Calosoma palmeri Horn, 1876
- Calosoma panderi Fischer, 1822
- Calosoma parvicollis Fall, 1910
- Calosoma pavlovskii Kryzhanovskij, 1955
- Calosoma peksi Heinz & Pavesi, 1995
- Calosoma pentheri Apfelbeck, 1918
- Calosoma peregrinator Guerin-Meneville, 1844
- Calosoma persianum Morvan, 1974
- Calosoma peruviense Mandl, 1971
- Calosoma placerus Gidaspow, 1959
- Calosoma planicolle Chaudoir, 1869
- Calosoma politum Chaudoir, 1869
- Calosoma porosifrons Bates, 1891
- Calosoma prominens Leconte, 1853
- Calosoma protractum Leconte, 1862
- Calosoma pseudocarabus Semenov & Redikorzev, 1928
- Calosoma pumicatus Lapouge, 1907
- Calosoma raffrayi Fairmaire, 1883
- Calosoma regelianus A. Morawitz, 1886
- Calosoma reitteri Roeschke, 1897
- Calosoma relictum Apfelbeck, 1918
- Calosoma reticulatum Fabricius, 1787
- Calosoma retusum Fabricius, 1775
- Calosoma rufipenne Dejean, 1831
- Calosoma rugulosum Breuning, 1943
- Calosoma sayi Dejean, 1826
- Calosoma scabrosum Chaudoir, 1834
- Calosoma schaefferi Breuning, 1928
- Calosoma schayeri Erichson, 1842
- Calosoma scrutator Fabricius, 1775
- Calosoma semilaeve Leconte, 1851
- Calosoma senegalense Dejean, 1831
- Calosoma simplex Leconte, 1878
- Calosoma splendidum Dejean, 1831
- Calosoma sponsum Casey, 1897
- Calosoma strandi Breuning, 1934
- Calosoma striatipenne Chaudoir, 1869
- Calosoma striatius Hatch, 1953
- Calosoma striatulum Chevrolat, 1835
- Calosoma subaeneus Chaudoir, 1869
- Calosoma subasperatus Schaeffer, 1915
- Calosoma substriatus Motschulsky, 1859
- Calosoma subtilestriatus Mandl, 1954
- Calosoma sycophanta Linnaeus, 1758
- Calosoma tanganyikae (Jeannel, 1940)
- Calosoma tepidum Leconte, 1851
- Calosoma trapezipenne Chaudoir, 1869
- Calosoma usgentensis Solskyi, 1874
- Calosoma vagans Dejean
- Calosoma vermiculatum Straneo, 1942
- Calosoma viridissimum Haury, 1880
- Calosoma viridisulcatum Chaudoir, 1863
- Calosoma volkensi Kolbe, 1895
- Calosoma wilcoxi Le Conte, 1848
- Calosoma wilkesi Le Conte, 1851