Features:
· Mounts Olympus Zuiko (OM) 35mm SLR Lenses to
to Canon EOS M (EF-M) mount mirrorless cameras
· High-tolerance precision craftsmanship;
infinity focus or beyond allowed
· All-metal design; hardened anodized aluminum
construction
Material: Metal
- Allow Focus infinity by manual setup ( auto setup will not works while your are using the adapter.)
Compatible Cameras
Canon EF-M Cameras- Popular models include:
Canon EOS M, M2, M3, M5, M10
Lens Mount:
Olympus Zuiko
(OM) 35mm SLR Lens
Body Mount:
Canon EOS M
(EF-M Mount) Mirrorless Camera Body
Mirrorles Lens:Olympus OM mount
Camera: Canon EOS M EF-M mirrorless
camera body
Such as: EOS M100 M10 M6 M5 M3 M2 M
Mirrorless cameras
aren't only revolutionary because of their compact size; they're even more
versatile for mounting lenses than their full-sized counterparts! Our adapters
deliver infinity focus by manual aperture control setup and a sturdy build for
lasting quality.
Note:
• This
is a manual adapter, so lens functions that rely on electronic
communication with the camera body (autofocus, AE metering, image
stabilization, etc.) will be disrupted.
• 'Focus-By-Wire' lenses (such as
Canon's STM or Nikons AF-P) requires power to engage the manual focus rings on
the lens, since manual lens mount adapters do not power the lens, those lenses
will not be able to focus.
• Set your exposure manually or meter
using your camera's Aperture Priority (stop-down) mode.
•
If your lens does not have a manual aperture control ring, the lens aperture
will revert to its default position, which depending on the lens is either
stopped down to its largest f-stop or opened up to its smallest f-stop.
Package Content:
- You
will receive ONE (1) Piece OM-EOSM Adapter the same as showing on picture.
For other kind of adapter Click Here ![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHQAAAAYCAIAAACkzk5RAAANzUlEQVRogc2ZeVxU1R7ApzJFBcUNlHUU2QVBQBZXQBRFRSMwUBIGBEG4y2wwA6TiEobgLoo4984GzIyZvlJfWZq+0nqV+vS1mKU8NVNSimTTmXt+7497ZwChpPdo+X1+Hzj3zrn3/M739zu/s1xeW1tbW1sb8xcT6CHNPzV9+a9LR+p1G0vWx8e/GBkZJRaLW1pa/mxLexeTycQwDK+jo6Ojo6NnZ/50uXf3zvlz/6jetzsrM336tEj7cV5DR/CfGTCUZxaCIEwm059tZu+CEAKAfoCLAFDX/32s3kMaG+99cOZ09d5dmelpoaERTo7uAwY7DR3j5+AVFzRPniR6U1Dy+ohxvizZmLkxZrO7vhD19v4+GsbWZHqr3Ovjv/ZODm57e3t7e3vf2n5CGNYUhABxdM1FBAgQQkZARkC9mgsAqPHu3bNn3tu9a/uqTEFwUOjYsa6DrR0HjvRz8k8MjHtlcb5uVfll8mBTUR3IDbDudfCblcWSdXJ0/Prrr6ErS8QWWAOQ5ZqzBBD6BSd0Vwvcrgb34jAEDKtd2kQIAcM2hBAw/QO3W+j+ij8RoO9u3zpz+lRlRcXKlYKQ4NBRdo5DbZ0GjvJz8l82NX5jPGbI3vq5UPFToQ5kh0BSD6JaIFSAKUGuh+jlFTze8zwej/fss4f1egC2JxZwXIe6Y0AATGfvLdy73+nyUx+lq6ssDTLIEm6ck/5HuKx9Ztd13nxCTDdvNpw6dbqisjJl+YrgoKmjRjkMsXYaZhfo4Pdi6NJN8cI3ssuvFCia5bUg14NEB2I1iGkQ0kAoGFIBJAU4BVI9LF979vnB9lyqJcXmLiLEdCXM/PK4/nPkN8NFZuntN+b2zZsn33mncuvW5ORl/oEBY8a4PD/EaeTYqc6Tk6Yu3bhU/GZWxRdS6qeiOiTXQ0E9iDVAqoCgAaMAowGnGZxGOAU4DTiNMCUjqgVyf8NofjhLNioqsp/QmZDpsfFRR0dba8vD5h+b7jfe+/672w03vr169at/X7l88cJn/zx/7sMz77//3sm/nzh29OjhQwadTqPSHDygqNq7b1vl1i1lmzeUrisqKpJKCghMlJOTJ8hY9XKqIHVFSuKLSemC9FOn3+0T3F+iaTI+vnWz4cTf3yorL1uevNxv0hQ7e5cB1o7WdlPcpiwPXVqWIDqeU3mtQNFcooMCPYh1INQCoQIWH9ZF2Tv5SoTRCKNY1kioYiRUq3d4Gkt2kNVAqubgJ/88/+57b584cfzokSMGvV6j0SgUiqqqfdu37yzfUrmp9NWSknWFUhlJCHNy1mRkZqW+LHgpOfWFhOTF8Ynz45ZGxyyeOXt++LTokNDZAYHTJvmHe/mGunuFuHkG8z2muniEOXtEuLhPc/GY4eIxy8Uj0skz2tk7xskzxtl7gbP3Qr7vkvH+ieOnLJ8Ymu4ekeU1C/OJEk2eK5sSty48oTwohuTxBrDWZmVl/rbIffz40Y0b108ce3PzhtLEpGTfSYG2IxyGDHMeahfkHrxyeuKWBMlbuduvFShai+ugSA/SOhBqgVACTkM+C5FGOI3yacBpRFCIoIBVkgKSu2RwmsmjIZ+GAg1kl39j777IdrTviLF+dvwwvu8cB48Zjh6RDp4xzj6xLr4L+f5Lxk9+wS0w0S3oJfepKzwjBN7Tsvxm4wHRkinzioMXbQhZWh6etGNayt7ItIMxGerY1fUL8w4vJk4slZ56UXYmee3HK0ovpG26LCj/MmPrjaztt1bvvJO7+15u1f38/T/iB5rJmhYR1S5SPpKoTQUaVFgLsnoo0kGxHooNUGSAYj0U6UFugPVHgNz2lZWtKwsXJ/KfAtdoNH5z7eqJY0c3lq5LeCFhsl+Qja2rlY3bsHEh/ODk2S9tWSY9nrOtQUo/ltWD3ADSOhBqgFQCQbNDG3CqM05xCpEUQ1CIu+RYMzjNsNUwGggahApEUkBQCKdNQuUjkaIF399MVv9I1jRhNQ/ImofCg21Cul1Et4tVj8VqJFFDgRaktVBYDzIdyPQgM4DsEKfyQyAzgEwPhToo0IG0HqT1UFAHkjqQ1IJYCyItCDVAqkGk5gqkGgg14GrAVUCqgFABruQ0XwmYEggaCHO/cBowJWBKENVCdtklq+FOHFy8B1yj0fjNt9ePHz+2eeP6JUvivX0m247mP2vNH+EcPj44ddayyuTCd3O3/0eqMsnqgc2bQjUXm5gSsYFJ0AingeAKqBP005Vh/UFwcBmcRoQKSLaTaiDUQCiBVHIdJpSd3SZozqPs386co0RY9xSEdboWLEOHoDiDWZtZT2NdbCO6P0tQlp8QRjO4Ekm1kLnl4qBhfBYuhmM8o9FoNBqvXr0ql8tjY2PHT+BbDbbi8QaMdPD3i8yal7FfUHqOqLpboGFkBpAaQFIPYi2QSs51+TSnmJJjilOAcV5FmJLJVzI4e79PiroEO8JpZJ7lfg0T1omJTTXs4LBoZ4iZm0BPgDPjQ7j5QcyslqxFUJ3+w1ig5gcxGgglSDWwquzyIGv3Trgmk8lkMl2/fn3z5s0pKSmBAX4jR4545rnBNmO8vcJSZyRtWS49lrftuuhgR6EOpIdAouOWnwQNGEeNC0+SArPbu+ZT1He45nDgHmERkBSQCi64unSsM193zTxm7aRjzjxmGyiWIAf3yUnVrJaX94xfgs1jNENwl4ikkZAGqRYyyy5bWbs/w8Il1/SSc+99f/fs2bN7du9a+XJqcEjoOAf+gKEO1vYBDpPiQxYUJ2BvZJZ9Lqp5KK+FonqQ14FEwy31MRpICpEKhqDMUUwDrux72AJJWZIDwxWUSKgCsRpEGhCqQajisiGpAqEShEogaRDSQLIxpezupO6YOocUBYSiW0KwuKczOGguVHsOEayLX81xzZA0EtWC4LULlrSA49jTVwt37tz+8OzpPbt2pKenhYeGjbF3HmjjYm0XYO8TF7ZIvij/cHrZFwT1s7SekRugUAdCLZDqzn72HH2/pma4bBwRNEPSj7ADP+bsuZm752Z+VeOa3Q/WVDXlVzdjNS2EopWk2oT0I5HysVhlEmuQVAsFtVBYB7J6kOugSA/FltlcD3J2WtNDgR4KdFBYD9J6kNSC2KzszMZ6kc3vuDnd45ZpjeZmXUvvMCVgSoQpQayFjLIrg4ZNMMPFn4Rr2TACIAATt8HtIne/v33uwzM7d20XZGVFRMwYYz/eeriT1UhPB+8FIXHF83IPp5d9Iax5IK9jSgxQwOYQNeDKvlE2Z2qMBoICqQbSKxpsXWOtbV1sRvNHO0xy857p5BY2zm2a/cSZ4zwjHTyjnLznOvvOd/Vb6Do5nh+wzC0o1S14pUdopndEzqSZ+QFzhAHzCwMXrw1aujksqXJ6yp7ZLx+IFqjmZOti844sxN9aIn4nofD9l0rOrVj/6cqNlwVbvsp47dqqbQ2rd9zK3f39mr2NWNV9orqJrGkmFQ9FdLtEZSxQM7JaVFQPRToo0kORAYoMUHIINr4B5I6vBg9zM+fcXpZijHnX3vVIg2H3zj2l6YcfPjr3QfW+PXk5ORHhsx0dJw6xsR9k6+7svWhyjHzBal3Gq5fI6vvyOm5pIap7KmsGoxFOAUmBSMlIVS2Bs9aw5loNfE6toq9d/fzCp+fOf/j+mdMnT759/K2/HTlsMNRqtbSCqt5XtXvn9oqKrZs2vfrK2tJCWQkpkublEdlZa9LSslJS0hOTUpcsSY6LS5g3d3Fk5ILp0+aEhkVNCZrp5z/dxzfc02vqBM9gvnuQi3uwi3uIq0eYi0e4s8csZ88oJ48oZ885Tl5znb3muXgvcPZd7Or/woTAZe4hK93DMr2m5/rOJibHFnnPzODxnuE2Edmr/5+Dm95YP/jho/MfHKw5sCYnd3rETFeXiYOH2A0d7T3Wa6FftDQuuz5t00WiulFWZ5LpQaYDiZZbTmFKyO82uSOcNuG0SawFsuaevXsMa/HUsPCOjkf9ZS0AA8hkMnY86mhrbfm5+acHPzTevfPdzYYb3177+svPr/zr4meffHz+3D/Onnnv3ZMnjh//29GjhwyGWq2WUij279u/c8fO17aUb9qw6ZXiVwqkhSQhysvD8vLyMjMzhULh+fMf9TPcJ6Tpwf3PPvlUoTiYm7s6alaki+N4q6H2NiN9R7nN858jWZCtEaz/WLy/Ua41yfVQqAdxLQjVgJu3cxgF+RRI9ZC2+ewga0cuIlav+p2s7Xfpf7i9n+kAAMD9psZPL36kUFSTWF5MVNQ4J77NcOdBtj6j3GIDoiXzBYqMdR+L990r1ELhIZDoQVwLYhWIaFOJAWIFNTwe9xmCUtH9aHBfLP+t1f7/w/Knvt9sBGJ6TowA8PDnny9duqBWKcQiLDoyytXVa9hw/nPWE+3d5vrMzo9J25dW+gGx95ZcA7LXYe0RCJonZuGOGjP68pUr0Gccf7z83nC7tAQmZIaLzGeuPaWlpeXCpc9q61RSERETNcfdzWuwtePA4R52E2I8p+cszFGkyrQjHX1YvjOmz2htbYW/Kt8/Dm63M3vzByEAI4Cx83tMD3n4sPnK5Yt6nVYqJufPnT/Rzcd6hOOzA20sHyizsrKMRuPvbPn/KBzc1tbW1tZWhFB/fVRmGJO5jBgGIRMy30FGxDDIyDBGxDCIQYwJMSZgGMbEGBnE1n/MICODUM91X1tbS8O310++/c6ObRXpmYLEpKQNpRtaW1v7yezfRf4LTYMTpXq+/ZwAAAAASUVORK5CYII=)
For Flash bracket Click Here ![](data:image/png;base64,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)
for Other camera accessories Click Here ![](data:image/png;base64,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)