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KKACiiigAooooAKKKKACiiigAooooAw7r/ketJ/7Bl7/wCjbWtysO6/5HrSf+wZe/8Ao21rcoA47w/pN7c2N3NF4h1O0RtTv8Qwx2xRf9KlHBeJm568k9a1f7C1H/obNZ/79Wf/AMYrK8P2+vvY3bWWp6ZDbnU7/ZHNp8krj/Spc5YTKDznsP61q/ZfFX/QZ0b/AMFMv/yTQAf2FqP/AENms/8Afqz/APjFZ3h+x1bVvDel6jP4q1ZZruzinkWOG0ChnQMQMwE4yfWtH7L4q/6DOjf+CmX/AOSax/CVt4kbwZoRg1bSUhOn25jSTTJHZV8tcAsLgAnHfA+goA2P7C1H/obNZ/79Wf8A8YrO02x1a8v9Ygk8VasFsrxYIysNpkqYIpMn9x1zI3pwBWj9l8Vf9BnRv/BTL/8AJNY+i23iQ6r4iEeraSrDUEEhbTJCGb7LByB9oGBjaMc8gnPOAAbH9haj/wBDZrP/AH6s/wD4xR/YWo/9DZrP/fqz/wDjFH2XxV/0GdG/8FMv/wAk0fZfFX/QZ0b/AMFMv/yTQBnaJY6tqVhLPN4q1ZWS8uoAEhtANsc8kanmDrhBn3z0rR/sLUf+hs1n/v1Z/wDxisfwzbeJG0qcw6tpKL/aF8CH0yRju+1S7jkXA4JyQOwIGTjJ2Psvir/oM6N/4KZf/kmgA/sLUf8AobNZ/wC/Vn/8YqDwtBJbX3iSGa7mu3XU1zNOEDt/otueQiqvHTgDpU/2XxV/0GdG/wDBTL/8k1B4WS6S+8SLezQzXA1Nd8kMRiQ/6Lb4wpZiOMdz/SgDo6KKKACiiigAooooAKKKKACiiigArl9budKtNUupNYgE1sUsVRTF5n7wzShDj/exXUVyniG5itNQupJbF71f+JaqxLJsPmG5fy2z7PsOO/figDitPvpZvFt5LOumIqavqENtarpeWllSDLOXzkbl2Z/vYNULTU7iLwlc3N1Dos91Jo0U1vZjR8rFbmdQFLfxKDltp74btzo2VpeReNru4uJNWe+fWr2K3jW8jMKN9k3RO0ZGCxiYgHIwFAPoa+h6X4ih8DbdKutbnu7rSIZIZDqEflQkyL+7iQ8oRHznPTjg0DLc9zqMEENrBJpFzrMmuxQy3P8AY+1YJGjJ3f7TDn5/Q1Vlu7l7HS4LFtGW1Gn3ktxeNofWNJWDosWOFPGR3PPOa1ptE15rGPTbLUfEAgGrp9qvZtTRpPs+whmRhyqg4+Xk57VBNpHiO7sdMH2vxJb2UFncNIi6rH9olnEhKK0o+8SOBwQBgcHOQCE3s03iO4AGk2ulWzaZvY6Nue6Z4xs91x8wH9zgetNs9Ru21i8nuINISMXepR2dkNJyZWSM7mMnbcNu4/xYIrQbTfEMmum/upteS1iNgLO0h1ONBJlB5pkHRsMOem7Jx7JZ6b4ng1m8u57vWpbyae+W3gGoR/Z4o9hMLNEepJOByMEDPFAGD/aV1b+Eb28vLfRbm9fS4JYbMaKAkULTqApbowHUL2IBxxWrfXGqW8ENpA+kXWsSa+kEt4dJ2iBzHneB/Ew5+fOcGmw6V4utPDV7DDc67cazPYQs7y6nGyRS+au9IwfunZkls9Perl1ouvGwi0zT9S19bVdZAur+bUo2la32YZlfgqoOMLyc54NAGr4Klt5xpElq8MkRsbnDQWn2ZCRLEDiP+HnP16966fUNEttRvIruSSaOaKGSANGwGUkKlgcg/wBxa5Xw/dXdrLpHnWOpzXJtLlGjnuY5pxiSPl5CVVuAOnqPeu1srpL6xt7uIMI54llUN1AYZGffmgQtpbR2VlBaw58qCNY0ycnCjA/lXlmoatpln8PZlh021utYi0+J2+0WHnK0JnVcEkYbBOQueoBxxXpWoap9gcKLO5uT5bSt5JT5FXGSdzL69s1wUs/iO5+HZ07QtPuUn+xRyQX0Vwibm81dyDJBU7NxzQBVvptXiht7SKbS7jVpNeSCW7OkbRDIYs7wD95h/fz0rNmvrll02300aRHZDSbmee8bQtuY1lcPGIuy+q98k85FbVxoevPp6abaalr0VsusAXF9JqiPI1rs5dX4Kjp8vPJzg1VuNL8T3cGnZn8Q2tjBp8zSIurRieScSttVpR94lcYOMAYHrQMb9umn8WTqi6Xb6XbzaYCf7G3SXRdAU56qV+YA/wAGQOKr2GpXj3V1c3dvpEYE2ppZWC6PkyMkZ3kuPu7vlz3cAitd9N8Qy+KG1C5m1yOzilsPslnFqcaK4KjzvMXkOFYc9N2Tiq9hpniu31C6ubm61ua9nkvlhjGoReRCojPkkxHIJJPHIAK8jFAGTJqd5b+Db27vLfR7u+k0y0mhsxo2FhheVQEz0cLkEL2Izjir1zdarCtraWz6Tc6tLrzQTXg0jaIJPLBLgH7zdTv7g9aeNJ8WWfhfULe0u9dudXnsreRpZtTjZYpd48yNM/cIXdk5wQBzVi50PxA9nDptlqfiCO0XWG+03supxvK1vsA3K/BVe+3BwSTg8UAZM1/cSRWEOnvo8dkNIluJrw6EfnjE5BjWPspO35e5y3cVbmvjJ4wmSSPTbXS7e90xMDScyXLuoMfzdVK8gE/dBA+r7jS/Et3bWJefxHa2MGnSMY01aITyXImO1Gkx8xKY5IwBgdc1Lqdnq58TjUtXOsf2ct/pq2dpHqEaxkkrlnTndtlCZ6ZJyDxwAeg+Hf8AkWdK/wCvOH/0AVPZ6fHZ3WoTo7M17cCdw3RSIkjwPbEYP1JqDw7/AMizpX/XnD/6AK0qBGNo1lJbax4huJISn2m+R43P8aC2hXI9twcfga2FZXQOjBlYZBByCKR1DxsrKGDAgq3Q+xrN8N6dLo/hjS9NnEXnWlrHDIYSSpZVAJGQDyRnp3oA1KTcocIWG4gkDPJA6/zH51Db3kF1NdQwvue1lEMwwRtYor49/ldTx61kpo8p8anWTaWUMaWklv50bEzXG9omG8bBgL5bAfM33u3SgDdooooAKKKKACiiigAooooAKw/Fn/IHt/8AsJ2H/pXDW5WH4s/5A9v/ANhOw/8ASuGgDcooooAKKKKACiiigAooooAKKKKACiiigAooooAw7r/ketJ/7Bl7/wCjbWtysO6/5HrSf+wZe/8Ao21rcoA5nT7fxLpMVxbQadpNxC15czxyPqMkbFZZnkAKiBsEB8dT0q19q8Vf9AbRv/BtL/8AI1blFAGH9q8Vf9AbRv8AwbS//I1UdFg8VaRoWn6Z/ZejS/Y7aO38z+1JV37FC5x9nOM46ZrqqKAMP7V4q/6A2jf+DaX/AORqo2EHiqyvNTuP7L0Z/t1ytxt/tSUbMQxx4/49+f8AV5zx1x2zXVUUAYf2rxV/0BtG/wDBtL/8jUfavFX/AEBtG/8ABtL/API1blFAHK6TB4q0uzkt/wCy9Gl33Nxcbv7UlXHmzPJj/j3PTfjPfGeOlXvtXir/AKA2jf8Ag2l/+Rq3KKAMP7V4q/6A2jf+DaX/AORqn0SxurVtQur0QpcX9yLh4oXMiRYijiADlVLZEYbO0Y3Y5xk6tFABRRRQAUUUUAFFFFABRRRQAUUUUAFcV4v+1faJ/sZhEvnaTgzZ2g/bGx0/2tufbNdrXmnj21vdKkS9k1jWJYLu6s0UQxWzCIpchwCPLBwAxK9fmGGyCKAMi28LS23ja4uFisxdT6/ewtchpN4SWxaWNR6DDuWPXdjGRRo3w8urrwHHHpttpEI1TR4Ge4keXznmMiSYYjgJsHYZ3e1Ymg3utNqsMl7d+IjL/a+WaG2hkYv9iYZG5D8+3Ax02c4yM1rWtz4h/wCEL0caTdeKjItnbhYksoRCAEGdrhNxXGMZJOOpNAzdn+GrzWsOmJY6PBpMerR3TQxSTbpYAhVt5OcueOmB171FL8Nby7t9PF3Y6EwsrK4ijtEecW6zPIWQgH5tvPzc5z04qrqF94pmGmNbHxXGVT/SVWzjAB2r6qd3IPWn3t/4nm8Q2pt38VQ6csRWWRLGPcXPmEHYwI4yg+g9eaALn/Cu71tem1iWz0Oa5H2EWwkabZAIkAl2qMd1Xbkngc9xSWfw5vbPUry+WLS2uru4vne7aWbzkjlQiIIegbLHcSDx0yaoWtx4nGsyGa88ZLZbDtf7DCzFt4/hKYAKg/T9Kz9PufHX/COXi3s/itdTVT9mjjtImRyYxjcxXcPn3d+mO/NAGofhffweF7rSbK30SGW5sIYpbjfNvknWVXbJxjZgHHGc4zxV67+GpuLa30yKz0q30eHWEuzbxSTZlgCbTvznMh46YHvmsK5uvG39iKILjxY2oCcrsayhEflea2G3bNxPl7ePX24qS4vPGRm0ow3Hi0pjN7usYAUPycJhPm/5afe9vfIB01tod9oOj2t5eXdvYNYW0kflaVEWjUFtxx5oYnhU9Od3XIxb0G68QwaNbwfYPOhiRY4JVVAXjCgAsGkUg9eNoxWRFYa5rVtPbXOu+IrW1aEDN3pkG6QtvDDCxkgAbep7n8Ojnh1CSxhtodcvLV4/vTw6Zl5PqHVl9+AKBGTc3OrXniBrXUJpdPSSEQxLBGjNIshAy3EgXBVu4yMYHBzFrPhHxHe+Errw1b3OlPZGCNYJJhIsnmLMr/PjI27ARwOT2ArR1DS7y/W2I1y9gnh8sm4j0zLuU3ckMpXktk4UdPTiuX1mbxYtqUtb7xXLdK+PlsYFjZQWG4FUB5GOD60AaNz8NxPb2+nR2WlQ6TDq63Rt4mlBkgEew78k5k6eg75yapT/AAyvb/7A97Z6CRZ6dNAlpG04t1nMjMhA+9tweTnOenapdKuvEEdvu1DUvGLSMiYSLSrceWQvIJZG3c554989ayTL41XU4FGpeKnh8txJc/2XEoDkPtIiwQQCUBBOTzgjjAM2/wDhXt6/iebXJrXRJrgyWLQbzNiERIBLtAxg5VduSRgc4zUNn8N76yuLu5SHSHu7yS+Mt3JJKZkWVCIthGADljuyDweKybObxt9su0n1DxVFB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3
Electronic Solutions Division
Interconnect Solutions
http://www.3Mconnector.com
3M is a trademark of 3M Company.
For technical, sales or ordering information call
800-225-5373
3M™ MetPak™ HSHM Press-Fit Header
2 mm Type A, 110 Signal Contacts, 5 Rows, Straight HSHM Series
TS-2073-B
Sheet 2 of 3
Ordering Information
HSHM-H110AX - 5CPX- XXXXX
mm
(Inch)
Tolerance Unless Noted
0 0.0 0.00
mm ±3 ±0.3 ±0.13
[ ] Dimensions for
Reference Only
High Speed Option:
4 =Coaxial, column differential and stripline
(75 Ω) applications
5 =Row differential applications
d e n o t e s s h ie ld c o lu m n ( t a il o n ly ) o m it t e d f o r t h e r o w
d if f e r e n t ia l p a ir p a r t
R O W F
R O W E
R O W D
R O W C
R O W B
R O W A
R O W Z
P in p o s it io n s
S h ie ld p o s it i o n s
49.85
1.963
1 2 3 4 5 6 7 8 9 1 0 1 1 1 2 1 3 1 4 1 5 1 6 1 7 1 8 1 9 2 0 2 1 2 2 2 3 2 4
1 2 3 4 5 6 7 8 9 1 0 1 1 1 2 1 3 1 4 1 5 1 6 1 7 1 8 1 9 2 0 2 1 2 2 2 3 2 4 2 5
HSHM -HXXXXX-5XPX-XXXXX
R E V X X X Y Y
HSHM -HXXXXX-5XPX-XXXXX
R E V X X X Y Y
15.15
. 5 9 6
R o w d if f e r e n t ia l c o n f ig u r a t io n
s h o w n w it h p r o t e c t iv e c a p s *
* C a p s t o b e r e m o v e d a f t e r p r e s s - f it in s t a lla t io n p r o c e s s
D I M B
D IM A 4 . 5 0
. 1 7 7
D IM C
1 .5 0
.0 5 9
4 .5 0
. 1 7 7
5 .0 0
.1 9 7
9 .6 0
.3 7 8
1 5 .4 0
. 6 0 6
1 3 . 4 0
.5 2 8
S i g n a l
c o n t a c t s
In t e r s tit ia l
g r o u n d
c o n ta c ts
D I M A = P i n m a t in g le n g t h
D I M B = S h ie ld t a il le n g t h
D I M C = P in t a il le n g th
C o a x ia l, c o l u m n d iff e r e n t ia l a n d s t r ip lin e c o n f ig u r a ti o n
s h o w n w it h p r o t e c t iv e c a p s *
48.00
1.890
1 2 . 0 0
.4 7 2
2 . 0 0
.0 7 9
2 .0 0
.0 7 9
2 . 0 0
.0 7 9
2 . 0 0
.0 7 9
Plating μm [ μ” ]:
TG30 = 0.76 [30] Min. Au Contact Area
2.54 [100] Min. SnPb Terminal Area (RIA C2 & E2 apply)
1.27 [50] Min. Ni All over
Standard Option
TG30L = 0.76 [30] Min. Au Contact Area, Lubricated
2.54 [100] Min. SnPb Terminal Area (RIA C2 & E2 apply)
1.27 [50] Min. Ni All over
Non-Standard Option (Available with longer lead times and
higher make order quantities, MOQ)
TG50 = 1.27 [50] Min. Au Contact Area, Lubricated
2.54 [100] Min. SnPb Terminal Area (RIA C2 & E2 apply)
1.27 [50] Min. Ni All over
Non-Standard Option (Available with longer lead times and
higher make order quantities, MOQ)
Standard Configuration
DIM A = 5.3 mm for rows A through E
For non-standard configurations,
contact sales representative
(rows F and Z not loaded)
Tail Length:
1 =4.4 mm pin and 3.5 mm shield
2 =2 mm pin and 2 mm shield