tag:blogger.com,1999:blog-18389512100474515962024-03-21T11:03:20.782+01:00MEDRAPTORSMediterranean Raptor Migration Networkmedraptorshttp://www.blogger.com/profile/02297765425022869063noreply@blogger.comBlogger361125tag:blogger.com,1999:blog-1838951210047451596.post-48217540667547307932023-11-20T17:40:00.013+01:002023-11-22T17:55:41.845+01:00A NEW PAPER ON THE WESTERN MARSH HARRIER MIGRATION <div class="separator"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><img class="JournalFrontImage" height="192" src="https://bioone.org/ContentImages/journals/aorn/58/1/1/WebImages/068.058.0100.cover.jpg" style="margin-left: auto; margin-right: auto;" width="144" /></td></tr><tr><td class="tr-caption" style="text-align: center;">https://bioone.org/journals/acta-ornithologica/volume-58/issue-1/00016454AO2023.58.1.003/Differential-Flight-Strategies-of-Western-Marsh-Harrier-Circus-aeruginosus-in/10.3161/00016454AO2023.58.1.003.short</td></tr></tbody></table><p style="margin-left: 1em; margin-right: 1em;"><span class="x193iq5w xeuugli x13faqbe x1vvkbs x1xmvt09 x1lliihq x1s928wv xhkezso x1gmr53x x1cpjm7i x1fgarty x1943h6x xudqn12 x3x7a5m x6prxxf xvq8zen xo1l8bm xzsf02u x1yc453h" dir="auto"></span></p><div class="x11i5rnm xat24cr x1mh8g0r x1vvkbs xtlvy1s x126k92a"><div dir="auto" style="text-align: start;"><span class="x193iq5w xeuugli x13faqbe x1vvkbs x1xmvt09 x1lliihq x1s928wv xhkezso x1gmr53x x1cpjm7i x1fgarty x1943h6x xudqn12 x3x7a5m x6prxxf xvq8zen xo1l8bm xzsf02u x1yc453h" dir="auto">Differential flight strategies of Western Marsh Harrier Circus aeruginosus in relation to sex and age class during spring migration in the Central Mediterranean</span></div></div><p></p></div><div style="text-align: justify;"><div class="x1iorvi4 x1pi30zi x1l90r2v x1swvt13" data-ad-comet-preview="message" data-ad-preview="message" id=":Ralelfakql9aqqd9emhpapd5aqH2:"><div class="x78zum5 xdt5ytf xz62fqu x16ldp7u"><div class="xu06os2 x1ok221b"><span class="x193iq5w xeuugli x13faqbe x1vvkbs x1xmvt09 x1lliihq x1s928wv xhkezso x1gmr53x x1cpjm7i x1fgarty x1943h6x xudqn12 x3x7a5m x6prxxf xvq8zen xo1l8bm xzsf02u x1yc453h" dir="auto"><div class="x11i5rnm xat24cr x1mh8g0r x1vvkbs xtlvy1s x126k92a"><div dir="auto" style="text-align: start;">Nicolantonio Agostini, Marco Gustin, Michele Cento, Jost von Hardenberg, Gianpasquale Chiatante</div></div><div class="x11i5rnm xat24cr x1mh8g0r x1vvkbs xtlvy1s x126k92a"><div dir="auto" style="text-align: start;">Acta Ornithologica 58: 41-53.</div></div><div class="x11i5rnm xat24cr x1mh8g0r x1vvkbs xtlvy1s x126k92a"><div dir="auto" style="text-align: start;"> </div><div style="text-align: justify;">Several bird species show differential migration in relation to age and/or sex classes, often associated with morphological and behavioural differences. The Western Marsh Harrier Circus aeruginosus is a partial migrant, showing a strong sexual dimorphism in size. This species migrates on a broad front, undertaking long water crossings through the Mediterranean Sea. In this study we carried out a two-year survey on the pre-breeding migration of this species at three sites located in the Central Mediterranean region: the islands of Ustica and Panarea (Tyrrhenian Sea) and the Strait of Messina (Peloritani Mountains). The aim of this study was to analyse the flight strategies of this broad front migrant in relation to wind patterns, such as in relation to different sex and age classes. Our results revealed differential flight behaviours among harriers belonging to different sex classes, with adult females less attracted to islands than adult males during a sea crossing, and adult males reaching higher altitude early in the season along a mountain chain. It is suggested that adult males, thanks to their smaller size, use to a larger extent soaring flight by exploiting even weak thermals en route. Unlike the Tyrrhenian islands, few immatures were seen passing along the Peloritani Mountains, probably because they fly at lower altitudes over mainland, passing over areas where they can eventually find prey and/or rest at stop-over site en route. In conclusion, our study shows that the location of the observation post can affect the result concerning migration survey of both sex and age classes in this species, leading to evident bias.</div><div style="text-align: justify;"> </div><div style="text-align: justify;">NUOVO ARTICOLO SULLA MIGRAZIONE DEL FALCO DI PALUDE PUBBLICATO SU ACTA ORNITHOLOGICA</div><div style="text-align: justify;"> </div><div style="text-align: justify;">Numerose specie di uccelli mostrano migrazioni differenziali in relazione alle classi di età e/o sesso, spesso associate a differenze morfologiche e comportamentali. Il Falco di palude Circus aeruginosus è un migratore parziale, che mostra un forte dimorfismo sessuale nelle dimensioni. Questa specie migra su un ampio fronte, intraprendendo lunghe traversate attraverso il Mar Mediterraneo. In questo studio abbiamo condotto un'indagine sulla migrazione primaverile di questa specie in tre siti situati nella regione del Mediterraneo centrale: le isole di Ustica e Panarea e lo Stretto di Messina (Monti Peloritani). Lo scopo di questo studio era quello di analizzare le strategie di volo di questo migratore su fronte ampio in relazione alle diverse classi di sesso e di età. I nostri risultati hanno rivelato differenti strategie migratorie adottate da individui appartenenti alle diverse classi di sesso, con le femmine adulte meno attratte dalle isole rispetto ai maschi adulti durante la traversata del Mar Tirreno, e i maschi adulti che guadagnano quote più elevate all’inizio della stagione lungo una catena montuosa. Si ipotizza che i maschi adulti, grazie al loro minor peso, utilizzino in misura maggiore il volo veleggiato sfruttando anche le termiche più deboli. Pochi immaturi sono stati visti transitare lungo i Monti Peloritani, probabilmente perché essi tendono a volare a quote più basse sulla terraferma, passando su aree dove possono eventualmente trovare prede e/o riposarsi. In conclusione, il nostro studio mostra che l’ubicazione del posto di osservazione può influenzare il risultato relativo al monitoraggio del passaggio di individui appartenenti a differenti classi di età e sesso in questa specie, portando ad evidenti distorsioni.</div></div></span></div></div></div></div><div class="x1n2onr6" id=":Ralelfakql9aqqd9emhpapd5aqH3:" style="text-align: justify;"><div class="x1n2onr6"></div></div><div style="text-align: justify;"><div class="x1n2onr6" id=":Ralelfakql9aqqd9emhpapd5aqH3:"><div class="x6ikm8r x10wlt62"></div></div></div><div class="x6s0dn4 x78zum5 x1nhvcw1" style="text-align: left;"><br /></div>Nicolantonio Agostinihttp://www.blogger.com/profile/07409796869345476575noreply@blogger.com0tag:blogger.com,1999:blog-1838951210047451596.post-60222104253691217142022-12-03T11:30:00.000+01:002022-12-03T11:30:12.662+01:00NEW PAPERS OUT NOW!<div class="separator"><p> <span style="mso-bidi-font-weight: normal;">Agostini N</span>., Panuccio M., von Hardenberg J. & Monti F. 2022. <span lang="EN-US" style="mso-ansi-language: EN-US;">Potential importance of wind
patterns and guidance opportunities
for the conservation of the Egyptian Vulture </span><i style="mso-bidi-font-style: normal;"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">Neophron percnopterus</span></i><span lang="EN-US" style="mso-ansi-language: EN-US;"> in Italy. Bird Conservation <span style="mso-tab-count: 1;"> </span>International 1-10, </span>doi:10.1017/S0959270922000089<span lang="EN-US" style="mso-ansi-language: EN-US;">.</span></p></div><p>Movement ecology and environmental factors are topics of paramount importance to consider
when planning conservation programmes for target species. Here we discuss this topic by
reviewing the available information related to the Egyptian Vulture Neophron percnopterus,
with reference to the remnant breeding population of Southern Italy, of high conservation
concern and subject of a long-term captive-breeding re-stocking programme. We describe how
adverse wind conditions over the Central Mediterranean Sea make the sea-crossing challenging
with detrimental effects on the survival of inexperienced birds, and coupled this information
with count data of migrating Egyptian Vultures. Furthermore, we indicate how low population
size and scarce opportunities in meeting migrating conspecifics could potentially lead juvenile
Egyptian Vultures to follow unfavourable migratory routes, with possible repercussions on
survival. We postulate how these concomitant factors could be indirectly influencing the long term survival of this small population, principally affected by anthropogenic threats. We also
discuss how the same factors could actually be affecting captive-bred young individuals released
in late summer in southern continental Italy, in the framework of the restocking programme. An
integrative approach with tailor-made release methods, which also takes into account the age of
released birds and geographical and environmental factors, would likely be useful for a more
goal-oriented and long-lasting conservation outcome, for the preservation of this endangered
scavenger.</p><p><img height="230" src="data:image/png;base64,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<![endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IT; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IT;">Chiatante G., Panuccio M., Pastorino A., Dell’Omo
G., Scacco M. & <span style="mso-bidi-font-weight: normal;">Agostini N.</span>
2022. Small-scale migratory behavior of three
facultative soaring raptors approaching a water body: a radar study
investigating the effect of weather, topography
and flock size. Journal of Ethology. DOI:10.1007/s10164-022-00766-x<span style="mso-spacerun: yes;"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-ansi-language: IT; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IT;"><span style="mso-spacerun: yes;"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-ansi-language: IT; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IT;"><span style="mso-spacerun: yes;"> </span></span> </p><p>Water bodies are considered a barrier to the migration of large bird species, mainly because of the absence of thermals that
these birds heavily rely on to move large distances with little energy expenditure. In this two-year study, we combined vertical
and horizontal radar data with visual observations to compare the autumn migratory behavior of three facultative soaring spe cies: European honey buzzards Pernis apivorus, western marsh harriers Circus aeruginosus and black kites Milvus migrans.
Here we used non-parametric tests, linear and generalized linear models to investigate the efect of fock size, age, local
weather conditions, time of the day and topography on the small-scale fight behavior of these species, quantifed in terms
of fight altitude, fight direction and distance from the mountain ridge. European honey buzzards, both adults and juveniles,
were detected over the plateau near the mountain chain during suitable weather conditions for soaring fight (especially high
temperature) and during high species fow, which facilitated the location of thermals. In contrast, inexperienced juveniles were
less concentrated in space, forming smaller focks and fying at lower altitudes, probably being less facilitated than adult in
exploiting the soaring fight. The Western marsh harrier, a raptor largely using the fapping fight even over land, few lower
than adult honey buzzards and nearer to the mountain ridge during strong tailwinds, perhaps being efcient in exploiting
their support using the fapping fight even during inter-thermal gliding. Such as western marsh harriers, black kites few
nearer the mountain chain during strong tailwinds, but they probably use soaring fight during such weather conditions to
exploit their onward support even when circling in thermals.</p><p><span lang="EN-US" style="mso-ansi-language: EN-US;"> </span>
</p>Nicolantonio Agostinihttp://www.blogger.com/profile/07409796869345476575noreply@blogger.com0tag:blogger.com,1999:blog-1838951210047451596.post-35003995975556413312021-09-16T10:02:00.008+02:002021-09-16T16:01:42.058+02:00Egidio e Michele: i bianconi stanno per partire!<p><span style="font-size: large; text-align: justify;">In pochi giorni, i due bianconi che stiamo seguendo tramite la telemetria satellitare inizieranno la loro</span><span style="font-size: medium;"><span style="text-align: justify;"> migrazione autunnale. Egidio, per la nona volta, e Michele per la terza! Potete seguirli su </span><a href="http://www.raptormigration.org/project/short-toed-eagle-tracking" style="text-align: justify;">questa pagina</a><span style="text-align: justify;">.</span></span></p><div class="separator" style="clear: both; text-align: justify;"><span style="font-size: medium;"><br /></span><span style="font-size: medium;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqwldtGZi1TSL-L7Zx7DjL8K5nnobiJ1PtAY6Ju06Hai2kAATXODhFAq3UpSwsbvdzVDSruF_1fkRBJOYHRM402iyN_5xFndVSH6zQiYDpn0Xk3Ypj49cpXcofY7mnf2mDpa0VN8RoWsK-/s925/marzo2021+copia.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="925" data-original-width="925" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqwldtGZi1TSL-L7Zx7DjL8K5nnobiJ1PtAY6Ju06Hai2kAATXODhFAq3UpSwsbvdzVDSruF_1fkRBJOYHRM402iyN_5xFndVSH6zQiYDpn0Xk3Ypj49cpXcofY7mnf2mDpa0VN8RoWsK-/s320/marzo2021+copia.jpg" width="320" /></a></div></span></div><p></p>Unknownhttp://www.blogger.com/profile/01152547871339545911noreply@blogger.com0tag:blogger.com,1999:blog-1838951210047451596.post-63925830230205188912021-04-28T19:16:00.006+02:002021-09-16T15:59:46.013+02:00And, finally, the book!<div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div><br /></div>Before passing away almost two years ago, our founder Michele Panuccio began to work on this challenging project, but unfortunately could not complete it. Ugo Mellone and Nicolantonio Agostini did their best to finalize this book, editing the chapters written by some of the major raptor migration experts worldwide. For the first time among WP raptors, and probably for the first time in any bird order, the migratory strategies of each species of a wide geographical area have been summarized according to the most recent findings.<div><br />From the foreword, by Richard Porter:</div><div><br />"<i>As I pored over the draft chapters it brought home to me just how dramatically the study of raptor migration has advanced in the last 50 years. Back in the mid-1960s, when I started marvelling at the migration over Turkey’s Bosphorus, raptor watching and counting was a rare event, unheard of in most countries. [...] Now things have moved on apace with advances in identification, aging and sexing, widespread systematic counting at bottleneck sites, radar tracking and, of course, modern technology. Our knowledge would be so much the poorer without the ability to follow the migration and fortunes of these magnificent birds remotely by satellite telemetry. And so I dedicate this Foreword to Michele. What a fitting tribute it is that his colleagues have honoured him by completing the work he started. True friendship and a lasting legacy</i>."<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxb7HyLwguSo8iv-5XQ9xTsIwf7FWiXetOXQNFPXw0jmh6DcY0vqGKguo-Hw6YJsxgKWY1AAk0bqKjXRGxhqEWftVqXEUN59BlUVG39jtJLmGuLaeFJXMMr-NwUTBV4nSTt_tgekyhSBl-/s958/copertina+final.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="958" data-original-width="668" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxb7HyLwguSo8iv-5XQ9xTsIwf7FWiXetOXQNFPXw0jmh6DcY0vqGKguo-Hw6YJsxgKWY1AAk0bqKjXRGxhqEWftVqXEUN59BlUVG39jtJLmGuLaeFJXMMr-NwUTBV4nSTt_tgekyhSBl-/s320/copertina+final.jpg" /></a></div></div><div><br /> The book is in press and already available for order <a href="https://www.routledge.com/Migration-Strategies-of-Birds-of-Prey-in-Western-Palearctic/Panuccio-Mellone-Agostini/p/book/9780367765439" target="_blank"><b>here</b></a> or through NHBS and Amazon.</div><div><br />In the above mentioned website you can also find the full list of chapters with the respective authors. Each chapter includes at least a map and the color plates include spectacular photos of raptors during active migration, taken by several photographers.</div>Unknownhttp://www.blogger.com/profile/01152547871339545911noreply@blogger.com0tag:blogger.com,1999:blog-1838951210047451596.post-12957339791609251272021-04-24T09:40:00.006+02:002021-04-24T13:04:45.788+02:00 New papers on the Honey buzzard migration!<p><br /></p><p></p><p><span class="d2edcug0 hpfvmrgz qv66sw1b c1et5uql lr9zc1uh a8c37x1j keod5gw0 nxhoafnm aigsh9s9 d3f4x2em fe6kdd0r mau55g9w c8b282yb iv3no6db jq4qci2q a3bd9o3v knj5qynh oo9gr5id" dir="auto">Agostini
N., Chiatante G., Gustin M., Cento M., Von Hardenberg J., Dell'Omo G.,
Panuccio M. 2021. Local and regional wind patterns affect spring
migration magnitude, flyways and flocking of European honey-buzzards
<i>Pernis apivorus</i> at the Strait of Messina. Ardeola 78: 373-390.<span><span class="d2edcug0 hpfvmrgz qv66sw1b c1et5uql lr9zc1uh a8c37x1j keod5gw0 nxhoafnm aigsh9s9 d3f4x2em fe6kdd0r mau55g9w c8b282yb iv3no6db jq4qci2q a3bd9o3v knj5qynh oo9gr5id" dir="auto"> </span></span></span></p><p></p><p><span class="d2edcug0 hpfvmrgz qv66sw1b c1et5uql lr9zc1uh a8c37x1j keod5gw0 nxhoafnm aigsh9s9 d3f4x2em fe6kdd0r mau55g9w c8b282yb iv3no6db jq4qci2q a3bd9o3v knj5qynh oo9gr5id" dir="auto"><span><span class="d2edcug0 hpfvmrgz qv66sw1b c1et5uql lr9zc1uh a8c37x1j keod5gw0 nxhoafnm aigsh9s9 d3f4x2em fe6kdd0r mau55g9w c8b282yb iv3no6db jq4qci2q a3bd9o3v knj5qynh oo9gr5id" dir="auto">This
study investigated the influence of wind conditions on the migration
patterns of European honey-buzzards across the Strait of Messina.
Simultaneous observations occurred at four watchpoints, three on the
Sicilian side and one on the continental boundary (Calabrian side). The
magnitude of honey buzzards spring migration at the Strait is strongly
affected by wind patterns in the Sicilian Channel the previous day. By
interpreting migratory behaviour both at local and regional scales, this
work can help to plan more efficient monitoring of honey buzzard and
improving the efficiency of anti-poaching efforts. </span></span></span></p><div class="separator" style="clear: both; text-align: center;"><span class="d2edcug0 hpfvmrgz qv66sw1b c1et5uql lr9zc1uh a8c37x1j keod5gw0 nxhoafnm aigsh9s9 d3f4x2em fe6kdd0r mau55g9w c8b282yb iv3no6db jq4qci2q a3bd9o3v knj5qynh oo9gr5id" dir="auto"><span><span class="d2edcug0 hpfvmrgz qv66sw1b c1et5uql lr9zc1uh a8c37x1j keod5gw0 nxhoafnm aigsh9s9 d3f4x2em fe6kdd0r mau55g9w c8b282yb iv3no6db jq4qci2q a3bd9o3v knj5qynh oo9gr5id" dir="auto"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXSQx6dikyxFvXGOrbxg6PnMQQPYetYQlTfVjBnrqB7930RkSPZLOVzjGk_d9rw7fJref_2VDStuP46Xis6H2nkRGd1QtHdt9XFGVA9QV3YwESItKHpmZxSwknSJF9b65TL-_YJ1tZVYo1/s750/Pecchia+adulto.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="500" data-original-width="750" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXSQx6dikyxFvXGOrbxg6PnMQQPYetYQlTfVjBnrqB7930RkSPZLOVzjGk_d9rw7fJref_2VDStuP46Xis6H2nkRGd1QtHdt9XFGVA9QV3YwESItKHpmZxSwknSJF9b65TL-_YJ1tZVYo1/s320/Pecchia+adulto.jpg" width="320" /></a></span></span></span></div><p></p><p><span class="d2edcug0 hpfvmrgz qv66sw1b c1et5uql lr9zc1uh a8c37x1j keod5gw0 nxhoafnm aigsh9s9 d3f4x2em fe6kdd0r mau55g9w c8b282yb iv3no6db jq4qci2q a3bd9o3v knj5qynh oo9gr5id" dir="auto"><span><span class="d2edcug0 hpfvmrgz qv66sw1b c1et5uql lr9zc1uh a8c37x1j keod5gw0 nxhoafnm aigsh9s9 d3f4x2em fe6kdd0r mau55g9w c8b282yb iv3no6db jq4qci2q a3bd9o3v knj5qynh oo9gr5id" dir="auto"></span></span></span></p><p><br /><span class="d2edcug0 hpfvmrgz qv66sw1b c1et5uql lr9zc1uh a8c37x1j keod5gw0 nxhoafnm aigsh9s9 d3f4x2em fe6kdd0r mau55g9w c8b282yb iv3no6db jq4qci2q a3bd9o3v knj5qynh oo9gr5id" dir="auto"><span><span class="d2edcug0 hpfvmrgz qv66sw1b c1et5uql lr9zc1uh a8c37x1j keod5gw0 nxhoafnm aigsh9s9 d3f4x2em fe6kdd0r mau55g9w c8b282yb iv3no6db jq4qci2q a3bd9o3v knj5qynh oo9gr5id" dir="auto"><span class="d2edcug0 hpfvmrgz qv66sw1b c1et5uql lr9zc1uh a8c37x1j keod5gw0 nxhoafnm aigsh9s9 d3f4x2em fe6kdd0r mau55g9w c8b282yb iv3no6db jq4qci2q a3bd9o3v knj5qynh oo9gr5id hzawbc8m" dir="auto">Cento
M., Malpassuti V., Dell'Omo G., Agostini N. 2021. Differential
timing of autumn migration between sex groups in adult European honey
buzzards <i>Pernis apivorus</i>. Avian Biology Research.</span></span></span></span></p><p><span class="d2edcug0 hpfvmrgz qv66sw1b c1et5uql lr9zc1uh a8c37x1j keod5gw0 nxhoafnm aigsh9s9 d3f4x2em fe6kdd0r mau55g9w c8b282yb iv3no6db jq4qci2q a3bd9o3v knj5qynh oo9gr5id" dir="auto"><span><span class="d2edcug0 hpfvmrgz qv66sw1b c1et5uql lr9zc1uh a8c37x1j keod5gw0 nxhoafnm aigsh9s9 d3f4x2em fe6kdd0r mau55g9w c8b282yb iv3no6db jq4qci2q a3bd9o3v knj5qynh oo9gr5id" dir="auto"><span class="d2edcug0 hpfvmrgz qv66sw1b c1et5uql lr9zc1uh a8c37x1j keod5gw0 nxhoafnm aigsh9s9 d3f4x2em fe6kdd0r mau55g9w c8b282yb iv3no6db jq4qci2q a3bd9o3v knj5qynh oo9gr5id hzawbc8m" dir="auto"><span class="d2edcug0 hpfvmrgz qv66sw1b c1et5uql lr9zc1uh a8c37x1j keod5gw0 nxhoafnm aigsh9s9 d3f4x2em fe6kdd0r mau55g9w c8b282yb iv3no6db jq4qci2q a3bd9o3v knj5qynh oo9gr5id hzawbc8m" dir="auto">Previous
studies concerning timing of autumn migration in relation to sex groups
in adult European honey buzzards provided contrasting results. In
particular, a field survey made in southern Sweden did not report
differences in timing, while a satellite study via GPS tracking on six
adults, three males, and three females, revealed that the latter
departed earlier. The aim of this 4-year study (2016-2019) is to further
investigate the timing of autumn migration in this species carrying out
observations at the Strait of Messina. Adult European honey buzzards
concentrated the passage between late August early September, with
females passing on average 5 days earlier than males. It is suggested
that a different role of sexes concerning exhibition of territorial
displays during the late breeding season, would explain differences
between sex groups in timing of both moult and autumn migration.</span></span></span></span></span></p><p><span class="d2edcug0 hpfvmrgz qv66sw1b c1et5uql lr9zc1uh a8c37x1j keod5gw0 nxhoafnm aigsh9s9 d3f4x2em fe6kdd0r mau55g9w c8b282yb iv3no6db jq4qci2q a3bd9o3v knj5qynh oo9gr5id" dir="auto"><span><span class="d2edcug0 hpfvmrgz qv66sw1b c1et5uql lr9zc1uh a8c37x1j keod5gw0 nxhoafnm aigsh9s9 d3f4x2em fe6kdd0r mau55g9w c8b282yb iv3no6db jq4qci2q a3bd9o3v knj5qynh oo9gr5id" dir="auto"><span class="d2edcug0 hpfvmrgz qv66sw1b c1et5uql lr9zc1uh a8c37x1j keod5gw0 nxhoafnm aigsh9s9 d3f4x2em fe6kdd0r mau55g9w c8b282yb iv3no6db jq4qci2q a3bd9o3v knj5qynh oo9gr5id hzawbc8m" dir="auto"><span class="d2edcug0 hpfvmrgz qv66sw1b c1et5uql lr9zc1uh a8c37x1j keod5gw0 nxhoafnm aigsh9s9 d3f4x2em fe6kdd0r mau55g9w c8b282yb iv3no6db jq4qci2q a3bd9o3v knj5qynh oo9gr5id hzawbc8m" dir="auto">http://www.raptormigration.org/papers/<br /></span> </span></span> </span></span></p>Nicolantonio Agostinihttp://www.blogger.com/profile/07409796869345476575noreply@blogger.com0tag:blogger.com,1999:blog-1838951210047451596.post-69802219469637131262020-09-28T15:29:00.009+02:002021-04-24T13:06:28.984+02:00A new paper on the Western Marsh Harrier migration out now!<p></p><p><span class="d2edcug0 hpfvmrgz qv66sw1b c1et5uql rrkovp55 a8c37x1j keod5gw0 nxhoafnm aigsh9s9 d3f4x2em fe6kdd0r mau55g9w c8b282yb iv3no6db jq4qci2q a3bd9o3v knj5qynh oo9gr5id hzawbc8m" dir="auto">Agostini,
N., Chiatante, G., Dell'Omo, G., Panuccio, M. 2020. Differential
autumn migration between sex and age groups in the Western marsh
harrier: a longitudinal pattern analysis. Ethology, Ecology &
Evolution 33: 73-82. DOI: 10.1080/03949370.2020.1820581</span></p><div class="separator" style="clear: both; text-align: center;"><span class="d2edcug0 hpfvmrgz qv66sw1b c1et5uql rrkovp55 a8c37x1j keod5gw0 nxhoafnm aigsh9s9 d3f4x2em fe6kdd0r mau55g9w c8b282yb iv3no6db jq4qci2q a3bd9o3v knj5qynh oo9gr5id hzawbc8m" dir="auto"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYuJ6B9kvctk0IjD80rnVxqVHAzH1rmGzf1VCtZ7RvTktA1A6n2OZKjN5AZ0UVDsyjaxdY8j2FYOojndXCW1QsnQ9IYo-Fk2V8w_OYAvTU-n8p660f0Rr3BJnsKaAv52AqfehVth-YPEjX/s1500/FDP.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1000" data-original-width="1500" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYuJ6B9kvctk0IjD80rnVxqVHAzH1rmGzf1VCtZ7RvTktA1A6n2OZKjN5AZ0UVDsyjaxdY8j2FYOojndXCW1QsnQ9IYo-Fk2V8w_OYAvTU-n8p660f0Rr3BJnsKaAv52AqfehVth-YPEjX/s320/FDP.jpg" width="320" /></a></span></div><p></p><p></p><p>The Western marsh harrier <i>Circus aeruginosus</i> is a partial migrant with populations breeding in eastern and northern Europe migrating south and wintering mostly in
sub-Saharan Africa. During autumn migration harriers move on a broad front heading
SW and undertaking long sea-crossings en route to their wintering quarters. However,
a substantial proportion of birds, mostly juveniles and adult females, migrate only shorter
distances wintering in Europe and North Africa. In a 7-year study (2011–2017), between
26 August and 30 September, we compared the ratio and timing of the different sex/age
classes of Western marsh harriers (adult male, adult female, juvenile) at two migration
bottlenecks: the Strait of Messina (southern Italy) and Batumi (Georgia). At both sites,
adult males migrated slightly earlier that adult females and earlier than juveniles. Among
adults, males outnumbered females and this difference was more evident along the eastern flyway. At Batumi, a higher proportion of juveniles (first calendar year birds) was
reported. The male-biased sex ratio reported at the Strait of Messina is very similar to that
reported in broods of Western marsh harriers breeding in The Netherland and Poland. We
suggest that the higher proportion of adult males recorded at Batumi could reflect the sex
ratio in male-biased populations in western Russia.</p><p>http://www.raptormigration.org/papers/ <br /></p>Nicolantonio Agostinihttp://www.blogger.com/profile/07409796869345476575noreply@blogger.com0tag:blogger.com,1999:blog-1838951210047451596.post-84765154938148140852020-07-21T11:59:00.002+02:002020-07-21T14:38:16.068+02:00HONEY BUZZARD TRACKING PROJECT <br />
In order to evaluate which factors shape the migration routes followed by adult honey buzzards, MEDRAPTORS is promoting and funding the tagging of new individuals in Hungary. The field work is led by our colleague Eniko Anna Tamas. Two individuals have been tagged in the last days, and the work is still ongoing.<br />
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It will be possible to follow the movements of these birds on a dedicated page of our website.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_NXBIrccFQAB7CHSXRPMu4O-0qNY8p3zj9rzAnWG14jSjKYHQah8cwaW03o4boSTIcG7VmDkAMB3DjQomQ_bofg7EJ-7B2EljmZcOvAf1GaD7n_XTJUCAaDnWrGNVi8C_bpKRLwa20rwb/s1600/PERAPI_A34_20200718_Izs%25C3%25A1k_03.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="918" data-original-width="1224" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_NXBIrccFQAB7CHSXRPMu4O-0qNY8p3zj9rzAnWG14jSjKYHQah8cwaW03o4boSTIcG7VmDkAMB3DjQomQ_bofg7EJ-7B2EljmZcOvAf1GaD7n_XTJUCAaDnWrGNVi8C_bpKRLwa20rwb/s320/PERAPI_A34_20200718_Izs%25C3%25A1k_03.jpg" width="320" /></a></div>
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Preliminary results of this research show a loop migration pattern that confirms the seasonal variation of field counts carried out in Italy and Spain during autumn and spring.<br />
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<a href="http://www.raptormigration.org/read/?vqn" target="_blank">Agostini N, Prommer M, Váczi M, Panuccio M 2019. Repeated large scale loop migrations of an adult European Honey Buzzard. Avocetta 43: 13-21. </a>Unknownhttp://www.blogger.com/profile/01152547871339545911noreply@blogger.com0tag:blogger.com,1999:blog-1838951210047451596.post-51558758351695437862020-04-16T13:30:00.000+02:002020-04-16T13:33:10.845+02:00New paper on red-footed falcon migrationYou can download <a href="http://www.raptormigration.org/read/?vva" target="_blank">here</a> a new paper on the migration of red-footed falcon across Mediterranean basin. Our founder Michele Panuccio collaborated to this study, which is based on citizen science data.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhS-pyfEOCS1uG5nDlYB47OgQHyfMnjM4Tl5UiKieHWsVWdGTNeLIyBqOlZkCAOhEUbsKPM1EGDpArKdWCE-NtCGsN0cKoujmM48WkWMwpvFJ7Bj1KCgExIJqwLbkmF9BTCINHRQhJgE69/s1600/red-footed-falcon2016.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="567" data-original-width="850" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhS-pyfEOCS1uG5nDlYB47OgQHyfMnjM4Tl5UiKieHWsVWdGTNeLIyBqOlZkCAOhEUbsKPM1EGDpArKdWCE-NtCGsN0cKoujmM48WkWMwpvFJ7Bj1KCgExIJqwLbkmF9BTCINHRQhJgE69/s320/red-footed-falcon2016.jpg" width="320" /></a></div>
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<span style="text-align: start;">Bounas A., Solanou M., Panuccio M., Barišić S., Bino T., Erciyas-Yavuz K., Iankov P., Ieronymidou C., Barboutis C. 2020. Mining citizen science data to explore stopover sites and spatiotemporal variation in migration patterns of the red-footed falcon. Current Zoology doi: 10.1093/cz/zoaa008.</span></div>
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Unknownhttp://www.blogger.com/profile/01152547871339545911noreply@blogger.com0tag:blogger.com,1999:blog-1838951210047451596.post-29657442876566321382020-03-19T12:06:00.002+01:002020-03-19T12:16:50.193+01:00Egidio and the sandstorm: short-toed eagle project updateEgidio started his journey from Mali on the 19/2 and arrived in his breeding territory in Southern Italy on the 12/3. On the 23/2 he spent the whole day sitting on acacia trees in the Western Sahara, during a sandstorm: see the figure below. One of us (Ugo Mellone) was at 350 km experiencing the same conditions.<span class="sew4zd96vdjvsn0"></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyIwlQ66n52HFNIhm3-r3S8Hzmq0tT3n4rCNhW5_d2nMUyP5Xq2D3LGXcJnr005yMzCOE7JmZYTgjCwPwd9wIgc_nbBW4z4v-VpkHgjXtt5Xf6UsfTsschro8X63OoePKiJqE85olk5GUT/s1600/sandstorm.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="494" data-original-width="1208" height="130" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyIwlQ66n52HFNIhm3-r3S8Hzmq0tT3n4rCNhW5_d2nMUyP5Xq2D3LGXcJnr005yMzCOE7JmZYTgjCwPwd9wIgc_nbBW4z4v-VpkHgjXtt5Xf6UsfTsschro8X63OoePKiJqE85olk5GUT/s320/sandstorm.jpg" width="320" /></a></div>
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You can see the whole track on our <a href="http://www.raptormigration.org/project/short-toed-eagle-tracking/" target="_blank">Project</a> page. We are hoping to get data from Michele in the next month, as soon as he will reach an area with mobile coverage: immatures start their spring migration much later than adults.Unknownhttp://www.blogger.com/profile/01152547871339545911noreply@blogger.com0tag:blogger.com,1999:blog-1838951210047451596.post-44562648543389518892020-03-03T09:31:00.003+01:002020-03-03T09:39:44.585+01:00Aspromonte- Settimana della Migrazione Primavera 2020<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiP9_0aiLce3WCRuL6dxR63Z7s6m3KibwrWiz1yxFTZWfHxBpEO2us0DBh_LNKFH_BKqhXmrpwaz1f4lhTFBiZyBOi4Bo-9v9AiWr5yNuh9Yiadg-EcdxfpSC7trrbJdLK96GegHl5joVGK/s1600/aspromonte-1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiP9_0aiLce3WCRuL6dxR63Z7s6m3KibwrWiz1yxFTZWfHxBpEO2us0DBh_LNKFH_BKqhXmrpwaz1f4lhTFBiZyBOi4Bo-9v9AiWr5yNuh9Yiadg-EcdxfpSC7trrbJdLK96GegHl5joVGK/s400/aspromonte-1.jpg" width="300" /></a></div>
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<br />medraptorshttp://www.blogger.com/profile/02297765425022869063noreply@blogger.com0tag:blogger.com,1999:blog-1838951210047451596.post-43605663151221323712020-01-11T14:49:00.004+01:002020-03-03T09:24:21.405+01:00Settimana della Migrazione<div style="text-align: center;">
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<span style="color: #385623;"><span style="font-family: "verdana" , sans-serif; font-size: large;">Osservatorio dello Stretto “Michele Panuccio”<o:p></o:p></span></span></div>
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<span style="color: #385623;"><span style="font-family: "verdana" , sans-serif; font-size: large;">Settimane della Migrazione</span></span><b><span style="font-size: 24.0pt;"><o:p></o:p></span></b></div>
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<span style="font-family: "verdana" , sans-serif;"><i>Organizzatori: Ornis Italica, Lipu e Medraptors</i><br /><a href="http://www.straitobservatory.com/">http://www.straitobservatory.com</a></span><br />
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<span style="font-family: "verdana" , sans-serif;">The Observatory is dedicated to Michele Panuccio (30/08/1976 – 18/06/2019). Michele started attending the Strait in the year 1997 with the first volunteers to fight the poaching of Honey Buzzards. Since then he has pursued his passion for migration, in particular with reference to birds of prey, collaborating with many researchers, visiting the most important observatories in Europe and in the world, but never missing a migratory season from the Strait. The Strait Observatory owes Michele much of its origins</span>.<br />
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<span style="font-family: "verdana" , sans-serif;">L'Osservatorio è dedicato a Michele Panuccio (30/08/76 - 18/06/2019), dottore in ecologia ed ornitologo, che ha iniziato a frequentare lo stretto da ragazzo, nel '97, con i primi volontari per combattere il bracconaggio di falchi pecchiaioli. Da allora ha continuato la sua passione per le migrazioni, in particolare con riferimento ai rapaci, collaborando con molti ricercatori, visitando i più importanti osservatori in Europa e nel mondo, senza mai perdere una stagione migratoria dallo Stretto. L'Osservatorio dello Stretto deve a Michele gran parte delle sue origini.</span><br />
<span style="font-family: "verdana" , sans-serif;"><b><br /></b></span><span style="font-family: "verdana" , sans-serif;"><b>Luogo: </b>Solano di Scilla - Gambarie d'Aspromonte</span><br />
<span style="font-family: "verdana" , sans-serif;"><b>Periodo:</b><span style="mso-spacerun: yes;"> </span>Sabato
25 Aprile – domenica 10 Maggio</span></div>
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<b><span style="font-family: "verdana" , sans-serif;">Attività principali:</span></b></div>
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<span style="font-family: "verdana" , sans-serif;">Durante la settimana conteggio rapaci con ornitologi
esperti. <br />
Mentre alcuni ornitologi raccolgono i dati, altri spieg</span><span style="font-family: "verdana" , sans-serif;">ano</span><span style="font-family: "verdana" , sans-serif;"> ai visitatori come vengono
condotte le osservazioni, quali dati vengono raccolti e forniscono informazioni
sulle specie in migrazione.</span></div>
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<span style="font-family: "verdana" , sans-serif;">Prima di iniziare sul campo, nell’Osservatorio viene
presentato brevemente il progetto (origine e finalità della stazione, i dati
raccolti finora tramite osservazione diretta e radar, altre stazioni che
fanno/hanno fatto monitoraggi simili – Falsterbo, Gibilterra, Batumi..) e viene
spiegato come assegnare età e sesso ai rapaci in volo se i partecipanti lo
richiedono.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8_tCRQZX0pu2fT71eivOpHsrdUapcAoR-Jha5PX5mJ2jvT_c5Urul7LY54n6eYDoX9P-hT1gHYEFogtpL6_f3EGwwykUg4ifNgcLXnAoJaI5Gk860Mog3j_82p1V_rldbPtxmfPkgi22N/s1600/uccelli-stretto-di-messina-6-650x350.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="350" data-original-width="650" height="215" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8_tCRQZX0pu2fT71eivOpHsrdUapcAoR-Jha5PX5mJ2jvT_c5Urul7LY54n6eYDoX9P-hT1gHYEFogtpL6_f3EGwwykUg4ifNgcLXnAoJaI5Gk860Mog3j_82p1V_rldbPtxmfPkgi22N/s400/uccelli-stretto-di-messina-6-650x350.jpg" width="400" /></a></div>
<i>(foto di Michele Panuccio)</i></div>
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<span style="font-family: "verdana" , sans-serif;">I volontari rimangono per x giorni,
va previsto con il residence Bucaneve un forfettario per vitto e alloggio. </span></div>
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<span style="font-family: "verdana" , sans-serif;">Parallelamente al lavoro di campo: tutoraggio di fotografia
naturalistica, attività di educazione ambientale con le
scolaresche (scuola media) dei comuni vicini e di Reggio Calabria: la
migrazione (gli uccelli non conoscono frontiere), <span style="mso-spacerun: yes;"> </span>le zone umide, <span style="mso-spacerun: yes;"> </span>la fauna aspromontana, il volo degli
uccelli... </span></div>
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<span style="font-family: "verdana" , sans-serif;">Ciclo di brevi conferenze serali (40 min) su vari argomenti
legati alla migrazione: migrazione diurna e rapaci, migrazione notturna e
passeriformi, come funziona un radar ornitologico, il bracconaggio in Calabria, il Parco dell’Aspromonte.
<br /> </span><span style="font-family: "verdana" , sans-serif;">Una conferenza più importante sul territorio: Aspromonte, il
parco, importanza dello Stretto per le migrazioni, da organizzare per il pomeriggio (15:00 18:30)
del Sabato 2 o domenica 3 maggio.</span></div>
<br />medraptorshttp://www.blogger.com/profile/02297765425022869063noreply@blogger.com0tag:blogger.com,1999:blog-1838951210047451596.post-16088650312039831302019-10-23T12:01:00.000+02:002020-01-11T18:49:34.616+01:00Autumn news: short-toed eagle tracking, new posters and new paper<span style="font-family: Verdana, sans-serif;">It is now possible to follow on our website (<a href="http://www.raptormigration.org/project/short-toed-eagle-tracking/" target="_blank">in the PROJECTS page</a>) the migration of two short-toed eagles: Egidio, tagged in the 2013 as a juvenile and now adult, and his son Michele, tagged this year in July.</span><br />
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<span style="font-family: Verdana, sans-serif;">In this picture by Victor Muñoz, you can see Michele in Basilicata, just a few days before the departure.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_jFfK2oXWPW9mK5z652Igh9FpbHDQcJbJeduczAJZCa4WKyabZQ9DO9B2Faq6ZyXjisbScKK-6-i7jkWzEH85B0O8IZfnoKauRhhjTuJwJ8j6gQ4Y79fuYbOOtrRlEQYTy6O3uLravdxw/s1600/DSC_4915.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="671" data-original-width="960" height="223" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_jFfK2oXWPW9mK5z652Igh9FpbHDQcJbJeduczAJZCa4WKyabZQ9DO9B2Faq6ZyXjisbScKK-6-i7jkWzEH85B0O8IZfnoKauRhhjTuJwJ8j6gQ4Y79fuYbOOtrRlEQYTy6O3uLravdxw/s320/DSC_4915.JPG" width="320" /></a></div>
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<span style="font-family: Verdana, sans-serif;">Moreover, three posters from the recent Italian Ornithological Congress in Naples have been <a href="http://www.raptormigration.org/conferences/" target="_blank">uploaded</a>. They deal with the migration of raptors and bee-eaters at the Strait of Messina, and on the use of rubbish dumps by black kites.</span><br />
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<span style="font-family: Verdana, sans-serif;">Finally, you can find in the papers page also a new study to which we collaborated focused on the migration of the lesser kestrel at a pan-European scale.</span><br />
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<br />Unknownhttp://www.blogger.com/profile/01152547871339545911noreply@blogger.com0tag:blogger.com,1999:blog-1838951210047451596.post-13898029883873039572019-08-18T07:43:00.002+02:002020-01-11T18:52:45.767+01:00News from the Strait of Messina<div class="_5pbx userContent _3576" data-ft="{"tn":"K"}" data-testid="post_message" id="js_1et">
<span style="font-family: "verdana" , sans-serif;">A
new fieldwork season began at the Strait of Messina. After a week of
observations, ca. 1500 raptors were counted, mostly Black Kites.
In the picture (by Michele Cento), a flock of Black Kites roosting
yesterday at sunset, very close the observation post.</span></div>
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Nicolantonio Agostinihttp://www.blogger.com/profile/07409796869345476575noreply@blogger.com0tag:blogger.com,1999:blog-1838951210047451596.post-90839704012113183832019-08-04T17:13:00.000+02:002019-08-04T18:45:44.607+02:00Two new papers out now!<span class="autori">In the first one we analyze for the first time three autumn and three spring migrations of an adult European Honey Buzzard belonging to the population breeding in Central-eastern Europe tracked by satellite telemetry. </span><br />
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<span class="autori">Agostini N, Prommer M, Váczi M, Panuccio M</span> <span class="anno">2019.</span> <span class="titolo">Repeated large scale loop migrations of an adult European Honey Buzzard.</span> <span class="rivista">Avocetta</span> <span class="riferimento">43: 13-21.</span><br />
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<span class="riferimento">In the other one </span><span class="riferimento">we investigate the composition and abundance of wintering raptors in Rome. </span><br />
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<span class="autori">Panuccio M, Foschi F, Todini A, Baldi A, Dominicis N, De Filippis P, Casini S, De Pisa G, Palmeri A</span> <span class="anno">2019.</span> <span class="titolo">Better to stay downtown or in the countryside? Raptors wintering in urban and rural protected areas of Rome (Central Italy).</span> <span class="rivista">Avocetta</span> <span class="riferimento">43: 67-73.</span>Nicolantonio Agostinihttp://www.blogger.com/profile/07409796869345476575noreply@blogger.com0tag:blogger.com,1999:blog-1838951210047451596.post-61886227367343379102019-08-02T13:57:00.000+02:002019-08-02T14:13:58.529+02:00Michele: a young short-toed eagle tagged with GPS<div class="separator" style="clear: both; text-align: center;">
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<span style="font-family: "georgia" , "times new roman" , serif;"><span style="color: #1c1e21; font-size: 14px;">Some days ago, exactly 30 days after Michele's death, we tagged with a satellite transmitter this young short-toed eagle, that could only be called Michele. One of its parents is Egidio, a short-toed eagle that we have been following since its birth and that this year bred successfully for the first time. We hope that Michele will soon fly across European and African skies! We thank Ornis Italica </span><span style="color: #1c1e21; font-size: 14px;">for the collaboration.</span></span><br />
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<span style="font-family: "georgia" , "times new roman" , serif;"><span style="color: #1c1e21; font-size: 14px;"><br /></span></span>medraptorshttp://www.blogger.com/profile/02297765425022869063noreply@blogger.com0tag:blogger.com,1999:blog-1838951210047451596.post-37371640182344586912019-07-15T13:58:00.000+02:002019-08-04T10:36:32.257+02:00New papers: radar software an wintering raptors<span style="font-family: "georgia" , "times new roman" , serif;"><br />Two papers on very different arguments have been recently published: one deals with the Hypatia-trackRadar softaware calibrated and used to monitor raptor migration in the Strait of Messina, and the other one on the wintering raptors in the islands of Crete and Sicily.<br /><br />Capotosti, S., Scacco, M., Nelli, L., Dell'Omo, G., Panuccio, M. 2019. Hypatia-trackRadar: A software for animal tracking using marine surveillance radars. Ecological Informatics 53: in press.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUaiQEIOmjY_q72-wldH9xjtBt3yF3JpGjXjAHjXqVdto7eKRi92Mf2cih6jkX6m7WdIqSGSBciWs9cV22LEb8g_sdP3s0LsN1rpgBTWzKab5TYRwJfR41iIiJBDPJVkqy3WIrPNW6LhY8/s1600/GOPR1695-1024x768.jpg"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUaiQEIOmjY_q72-wldH9xjtBt3yF3JpGjXjAHjXqVdto7eKRi92Mf2cih6jkX6m7WdIqSGSBciWs9cV22LEb8g_sdP3s0LsN1rpgBTWzKab5TYRwJfR41iIiJBDPJVkqy3WIrPNW6LhY8/s320/GOPR1695-1024x768.jpg" /></a><br /><br /><br />Panuccio M., Agostini N., Nelli L., Andreou G., Xirouchachis S. 2019. Factors shaping distribution and abundance of raptors wintering in two large Mediterranean islands. Community Ecology 20: 93-103.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9-h8465RWYMuf29gFcB0pBXy9kplO96lbOaSHa66vD3ri_rlG-xuAKBdcTVN7mAFqce2HB4WcEebyFlJFgsQ1WPUd2b6CHCSqvwWPA-Ah-0-R4W1waFaUP9QVeHoTf5gS_6Pj088M59WI/s1600/samaria.jpg"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9-h8465RWYMuf29gFcB0pBXy9kplO96lbOaSHa66vD3ri_rlG-xuAKBdcTVN7mAFqce2HB4WcEebyFlJFgsQ1WPUd2b6CHCSqvwWPA-Ah-0-R4W1waFaUP9QVeHoTf5gS_6Pj088M59WI/s320/samaria.jpg" /></a><br /><br /><br /><br />You can download them from our <a href="http://www.raptormigration.org/papers/" target="_blank">page</a> <br /></span><br />
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medraptorshttp://www.blogger.com/profile/02297765425022869063noreply@blogger.com0tag:blogger.com,1999:blog-1838951210047451596.post-45507810518417259112019-06-21T14:15:00.000+02:002020-01-11T18:47:10.898+01:00Goodbye Michele, have a nice flight<div style="text-align: justify;">
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<span style="font-family: "georgia" , "times new roman" , serif;">Tuesday 18 June Michele left us after a week of suffering. The funeral ceremony took place on Thursday 20 June in the church of Santa Maria in Trastevere, Rome.</span><br />
<span style="font-family: "georgia" , "times new roman" , serif;"> Michele - as he required - was buried in Calabria, in Gioiosa Ionica.</span></div>
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medraptorshttp://www.blogger.com/profile/02297765425022869063noreply@blogger.com0tag:blogger.com,1999:blog-1838951210047451596.post-84009576074946873122019-04-29T09:47:00.003+02:002019-04-29T09:47:58.335+02:00News from the Strait of Messina<div style="text-align: justify;">
April has been a hard month at the Strait of Messina this year with many days of bad weather and strong southern wind. But in the end in these last days there have been the first waves of migrating Honey buzzards with more than a thousand of individuals counted by both watchpoints. Let's keep the fingers crossed for the next days!</div>
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medraptorshttp://www.blogger.com/profile/02297765425022869063noreply@blogger.com0tag:blogger.com,1999:blog-1838951210047451596.post-78719234911536119872019-03-26T10:58:00.002+01:002019-03-26T10:58:35.803+01:00New papers out now<div style="text-align: justify;">
Two other papers by Medraptors have been published. The first one describes the moult pattern of Marsh harriers during autumn migration at the Strait of Messina and was realized by analysing tons of pictures made during autumn 2016. </div>
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The second one was made in the field of the activity of the Natural History Museum of Crete that has been monitoring the colonies of Eleonora's falcons since a long time. We used a broad-band marine radar to detect factors influencing the flight altitude of falcons in proximity of a colony located on a small rocky islet.</div>
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<li><a href="https://avianres.biomedcentral.com/articles/10.1186/s40657-019-0146-9" target="_blank">Ramirez J., Panuccio M. 2019. Flight feather moult in Western Marsh Harriers during autumn migration. <b>Avian Research</b> 10:7.</a></li>
<li><a href="http://www.raptormigration.org/papers/" target="_blank">Xirouchakis S.M., Panuccio M. 2019. Hunting altitude of Eleonora's falcon (<i>Falco eleonorae</i>) over a breeding colony. <b>Journal of Raptor Research </b>53(1): 56–65.</a></li>
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medraptorshttp://www.blogger.com/profile/02297765425022869063noreply@blogger.com0tag:blogger.com,1999:blog-1838951210047451596.post-32280268098608762342019-03-24T11:22:00.000+01:002019-03-24T11:22:14.562+01:00News from the Strait of Messina<div style="text-align: justify;">
In the last week we started the monitoring activity at the Strait of Messina. We had a couple of great days of migration with hundreds of raptors and several days of bad weather. In this period the most abundant species is the Marsh Harrier but there are many other species passing together, such as Sparrowhawks, Black kites, Pallid harriers, Booted eagles and of course the Short-toed Eagle of the picture below (by Carmelo Fiore).</div>
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medraptorshttp://www.blogger.com/profile/02297765425022869063noreply@blogger.com0tag:blogger.com,1999:blog-1838951210047451596.post-42531242616556065762019-03-04T17:22:00.002+01:002019-03-04T17:22:52.406+01:00A new season of migration monitoring<div style="text-align: justify;">
The project Strait of Messina Bird Observatory is going on and there are several news for this 2019. The first news is that LIPU BirdLife Italy joined the project. The second news is that our observations are financed by the Lipu Uk Delegation, Mava Foundation (for anti-poaching aspects) and Calabria Regional Authority together with a side project of wildlife management to restore a small wetland at the site and setting nest boxes for Peregrine Falcons (POR FESR - FSE 2014/2020). </div>
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The next 15th March we will start the field activity with the raptor count from the continental (calabrian) side of the Strait of Messina. We are going to use two watchpoints simultaneously, one is the same we used since the project has started, the other is located close to the coast. The two points are parellel to each other in respect to the migratory flow. Radar equipment will be used also this year. Another watchpoint it will be placed in side Sicilian of the Strait of Messina (Dinnammare), for the purpose of predicting poaching in Calabria. We invite volunteers that would like to join our activity to write us an email. Accomodation for volunteers is free. The activity will go on until the 25th of May. </div>
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medraptorshttp://www.blogger.com/profile/02297765425022869063noreply@blogger.com0tag:blogger.com,1999:blog-1838951210047451596.post-9283113664841375932019-02-21T10:22:00.001+01:002019-02-21T10:23:01.211+01:00New papers out now!<div style="text-align: justify;">
In the last weeks three different papers came out, all related to bird migration. You can find titles here following. The first shows the results of a radar research analysing the effect of fog on the intensity of bird migration and it was written in close collaboration with the Flight Animal Group of the University of Haifa and it is published on International Journal of Biometeorology. </div>
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On the other hand, we started to collect data for the paper published on Ornithological Science years ago in the framework of a fieldwork promoted by LIPU-BirdLife Italy. In this paper it is analysed the variation of the flight altitude of honey buzzards facing the open sea during spring migration.</div>
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The last paper is a letter on Journal of Raptor Research communicating the amazing observation results of a short survey in Northern Iran where there is an almost unknown migratory bottlenecks of great relevance.</div>
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<ul>
<li>Panuccio M., Dell'Omo G., Bogliani G., Catoni C., Sapir N. 2019. Migrating birds avoid flying through fog and low clouds. <b>International Journal of Biometeorology </b>https://doi.org/10.1007/s00484-018-01656-z.</li>
</ul>
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<li>Panuccio M., Gustin M., Lucia G., Bogliani G., Agostini N. 2019. Flight altitude of migrating European Honey Buzzards facing the open sea. <b>Ornithological Science</b> 18: 49-57.</li>
</ul>
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<li>Panuccio M., Ghafouri B., Nourani E. 2018. Is the slope between the Alborz Mountains and Caspian Sea in Northern Iran a bottleneck for migrating raptors? <b>Journal of Raptor Research</b> 52(4): 530-533.</li>
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medraptorshttp://www.blogger.com/profile/02297765425022869063noreply@blogger.com0tag:blogger.com,1999:blog-1838951210047451596.post-79326632567920630912019-02-04T10:10:00.001+01:002019-02-04T10:10:37.273+01:00New website online!<div style="text-align: center;">
Our new website is online! Check it now! You will find lot of informations and pics.</div>
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medraptorshttp://www.blogger.com/profile/02297765425022869063noreply@blogger.com0tag:blogger.com,1999:blog-1838951210047451596.post-63043546179124136782018-12-31T19:10:00.000+01:002018-12-31T19:10:58.015+01:00Happy New Year 2019!!<div class="separator" style="clear: both; text-align: center;">
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<br />medraptorshttp://www.blogger.com/profile/02297765425022869063noreply@blogger.com0tag:blogger.com,1999:blog-1838951210047451596.post-84406390714872529952018-11-24T11:41:00.003+01:002018-11-24T11:41:55.866+01:00Raptor Research Conference, South Africa, November 2018<div style="text-align: justify;">
Last week the Raptor Research Conference was held inside the Kruger National Park in south Africa. It was a great meeting time for raptor biologists coming from many different continents. Particular attention was given to the conservation of Africa vultures but sessions covered almost all of the aspects of raptors ecology, behaviour and conservation. Our network was represented with two talks on the movement ecology of Black kites and of urban Peregrines. Fortunately there was some time for raptor watching.</div>
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