tag:blogger.com,1999:blog-38958545249642299042024-03-05T01:47:04.846-08:00ANATOMIA HUMANA (Huesos del cuerpo y huesos del pie )Jass Moncayo =)http://www.blogger.com/profile/01151185836825913737noreply@blogger.comBlogger3125tag:blogger.com,1999:blog-3895854524964229904.post-84289721585739011432012-06-04T19:40:00.001-07:002012-06-04T21:18:19.848-07:00<br />
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<b><span style="background-color: white; border: 1pt none windowtext; color: #111111; font-family: Algerian; font-size: 25pt; letter-spacing: -0.85pt; padding: 0cm;">Todos los huesos del cuerpo<o:p></o:p></span></b></div>
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<span style="background-color: white; border: 1pt none windowtext; color: #222222; font-family: Helvetica, sans-serif; padding: 0cm;"><span style="background-color: transparent; font-size: 12pt; text-indent: 35.4pt;">Partes generales del cuerpo humano con su cantidad de huesos: </span></span></div>
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<span style="font-size: 12pt; text-indent: 35.4pt;">El cráneo (cabeza) consta de 29 huesos. </span></div>
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<span style="font-size: 12pt; text-indent: 35.4pt;">La columna vertebral consta de 26 huesos. </span></div>
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<span style="font-size: 12pt; text-indent: 35.4pt;">La caja torácica (tórax) consta de 25 huesos. </span></div>
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<span style="font-size: 12pt; text-indent: 35.4pt;">El arco pectoral y manos constan de 64 huesos. </span></div>
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<span style="font-size: 12pt; text-indent: 35.4pt;">La zona lumbar y las piernas constan de 62 huesos. </span></div>
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<span style="font-size: 12pt; text-indent: 35.4pt;">El nombre de cada uno de los huesos es el siguiente: </span></div>
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<span style="font-size: 12pt;"><b style="font-size: 12pt; text-indent: 35.4pt;">Cabeza:</b><span style="font-size: 12pt; text-indent: 35.4pt;"> </span></span></div>
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<span style="font-size: 12pt; text-indent: 35.4pt;">1 Frontal. </span></div>
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<span style="font-size: 12pt; text-indent: 35.4pt;">2 Occipital. </span></div>
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<span style="font-size: 12pt; text-indent: 35.4pt;">3 Parietal izquierdo. </span></div>
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<span style="font-size: 12pt; text-indent: 35.4pt;">4 Parietal derecho. </span></div>
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<span style="font-size: 12pt; text-indent: 35.4pt;">5 Temporal izquierdo. </span></div>
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<span style="font-size: 12pt; text-indent: 35.4pt;">6 Temporal derecho. </span></div>
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<span style="font-size: 12pt; text-indent: 35.4pt;">7 Esfenoides. </span></div>
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<span style="font-size: 12pt; text-indent: 35.4pt;">8 Etmoides. </span></div>
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<span style="font-size: 12pt; text-indent: 35.4pt;">9 Maxilar inferior o mandíbula. </span></div>
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<span style="font-size: 12pt; text-indent: 35.4pt;">10 Maxilar superior izquierdo. </span></div>
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<span style="font-size: 12pt; text-indent: 35.4pt;">11 Maxilar superior derecho. </span></div>
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<span style="font-size: 12pt; text-indent: 35.4pt;">12 Palatino izquierdo. </span></div>
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<span style="font-size: 12pt; text-indent: 35.4pt;">13 Palatino derecho. </span></div>
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<span style="text-indent: 35.4pt;"><span style="font-size: small;">14 Malar o </span>cromática<span style="font-size: small;"> izquierdo. </span></span></div>
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<span style="text-indent: 35.4pt;"><span style="font-size: small;">15 Malar o </span>cromática<span style="font-size: small;"> derecho. </span></span></div>
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<span style="font-size: 12pt; text-indent: 35.4pt;">16 Nasal izquierdo. </span></div>
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<span style="font-size: 12pt; text-indent: 35.4pt;">17 Nasal derecho. </span></div>
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<span style="font-size: 12pt; text-indent: 35.4pt;">18 Unguis o lagrimal izquierdo. </span></div>
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<span style="font-size: 12pt; text-indent: 35.4pt;">19 Unguis o lagrimal derecho. </span></div>
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<span style="font-size: 12pt; text-indent: 35.4pt;">20 Vómer. </span></div>
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<span style="font-size: 12pt; text-indent: 35.4pt;">21 Cornete nasal izquierdo. </span></div>
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<span style="font-size: 12pt; text-indent: 35.4pt;">22 Cornete nasal derecho. </span></div>
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<span style="font-size: 12pt; text-indent: 35.4pt;">23 Martillo izquierdo. </span></div>
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<span style="font-size: 12pt; text-indent: 35.4pt;">24 Martillo derecho. </span></div>
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<span style="font-size: 12pt; text-indent: 35.4pt;">25 Yunque izquierdo. </span></div>
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<span style="font-size: 12pt; text-indent: 35.4pt;">26 Yunque derecho. </span></div>
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<span style="font-size: 12pt; text-indent: 35.4pt;">27 Estribo izquierdo. </span></div>
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<span style="font-size: 12pt; text-indent: 35.4pt;">28 Estribo derecho. </span></div>
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<span style="font-size: 12pt; text-indent: 35.4pt;">29 Hioides. </span></div>
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</b></span><b><span style="font-size: 12pt;">Columna vertebral:</span></b><span style="font-size: small;"> </span><span style="background-color: white; border: 1pt none windowtext; font-size: 12pt; padding: 0cm;"><br />
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<span style="background-color: transparent; font-size: 12pt;">30 Vértebra cervical C1. Llamada Atlas. </span></div>
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<span style="font-size: 12pt;">31 Vértebra cervical C2. Llamada Axis. </span></div>
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<span style="font-size: 12pt;">32 Vértebra cervical C3. Llamada C3. </span></div>
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<span style="font-size: 12pt;">33 Vértebra cervical C4. Llamada C4. </span></div>
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<span style="font-size: 12pt;">34 Vértebra cervical C5. Llamada C5. </span></div>
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<span style="font-size: 12pt;">35 Vértebra cervical C6. Llamada C6. </span></div>
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<span style="font-size: 12pt;">36 Vértebra cervical C7. Llamada Prominente. </span></div>
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<span style="font-size: 12pt;">37 Vértebra dorsal o torácica T1. Llamada T1 </span></div>
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<span style="font-size: 12pt;">38 Vértebra dorsal o torácica T2. Llamada T2 </span></div>
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<span style="font-size: 12pt;">39 Vértebra dorsal o torácica T3. Llamada T3 </span></div>
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<span style="font-size: 12pt;">40 Vértebra dorsal o torácica T4. Llamada T4 </span></div>
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<span style="font-size: 12pt;">41 Vértebra dorsal o torácica T5. Llamada T5 </span></div>
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<span style="font-size: 12pt;">42 Vértebra dorsal o torácica T6. Llamada T6 </span></div>
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<span style="font-size: 12pt;">43 Vértebra dorsal o torácica T7. Llamada T7 </span></div>
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<span style="font-size: 12pt;">44 Vértebra dorsal o torácica T8. Llamada T8 </span></div>
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<span style="font-size: 12pt;">45 Vértebra dorsal o torácica T9. Llamada T9 </span></div>
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<span style="font-size: 12pt;">46 Vértebra dorsal o torácica T10. Llamada T10. </span></div>
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<span style="font-size: 12pt;">47 Vértebra dorsal o torácica T11. Llamada T11. </span></div>
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<span style="font-size: 12pt;">48 Vértebra dorsal o torácica T12. Llamada T12. </span></div>
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<span style="font-size: 12pt;">49 Vértebra Lumbar L1. Llamada L1. </span></div>
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<span style="font-size: 12pt;">50 Vértebra Lumbar L2. Llamada L2. </span></div>
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<span style="font-size: 12pt;">51 Vértebra Lumbar L3. Llamada L3. </span></div>
<span style="font-size: 12pt;">52 Vértebra Lumbar L4. Llamada L4. </span><span style="font-size: 12pt;">53 Vértebra Lumbar L5. Llamada L5. </span><br />
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<span style="font-size: small;">55 Coxis formado </span>por<span style="font-size: small;"> 4 ó 5 vértebras fusionadas. </span><br />
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<span style="font-size: 12pt;">54 Sacro formado por 5 vértebras soldadas. </span><br />
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<b><span style="font-size: 12pt;">Caja torácica o
tórax:</span></b><span style="font-size: 12pt;"> </span></div>
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<span style="background-color: transparent;">56 Esternón. </span></div>
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<span style="font-size: small;">57 Costilla verdadera izquierda unida a la vértebra T1 y esternón. </span></div>
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<span style="font-size: small;">58 Costilla verdadera derecha unida a la vértebra T1 y esternón. </span></div>
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69 Costilla verdadera izquierda unida a la vértebra T2 y esternón. </div>
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60 Costilla verdadera derecha unida a la vértebra T2 y esternón. </div>
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61 Costilla verdadera izquierda unida a la vértebra T3 y esternón. </div>
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62 Costilla verdadera derecha unida a la vértebra T3 y esternón. </div>
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63 Costilla verdadera izquierda unida a la vértebra T4 y esternón. </div>
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64 Costilla verdadera derecha unida a la vértebra T4 y esternón. </div>
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65 Costilla verdadera izquierda unida a la vértebra T5 y esternón. </div>
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66 Costilla verdadera derecha unida a la vértebra T5 y esternón. </div>
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67 Costilla verdadera izquierda unida a la vértebra T6 y esternón. </div>
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68 Costilla verdadera derecha unida a la vértebra T6 y esternón. </div>
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69 Costilla verdadera izquierda unida a la vértebra T7 y esternón. </div>
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70 Costilla verdadera derecha unida a la vértebra T7 y esternón. </div>
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71 Costilla falsa izquierda unida a la vértebra T8 y la anterior
costilla. </div>
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72 Costilla falsa derecha unida a la vértebra T8 y la anterior costilla. </div>
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73 Costilla falsa izquierda unida a la vértebra T9 y la anterior
costilla. </div>
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74 Costilla falsa derecha unida a la vértebra T9 y la anterior costilla. </div>
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75 Costilla falsa izquierda unida a la vértebra T10 y la anterior
costilla. </div>
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76 Costilla falsa derecha unida a la vértebra T10 y la anterior
costilla. </div>
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77 Costilla falsa flotante izquierda unida a la vértebra T11. </div>
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78 Costilla falsa flotante derecha unida a la vértebra T11. </div>
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79 Costilla falsa flotante izquierda unida a la vértebra T12. </div>
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80 Costilla falsa flotante derecha unida a la vértebra T12. </div>
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<span style="background-color: white; border: 1pt none windowtext; font-size: 12pt; padding: 0cm;"><br />
</span><b><span style="font-size: 12pt;">Arco pectoral y
manos:</span></b><span style="font-size: 12pt;"> </span><span style="background-color: white; border: 1pt none windowtext; font-size: 12pt; padding: 0cm;"><br />
</span></div>
<div style="text-align: left;">
<span style="background-color: transparent; font-size: 12pt;">81 Omóplato o Escápula izquierdo. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">82 Omóplato o Escápula derecho. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">83 Clavícula izquierda. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">84 Clavícula derecha. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">85 Húmero izquierdo. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">86 Húmero derecho. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">87 Cúbito o Urna izquierdo. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">88 Cúbito o Urna derecho. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">89 Radio izquierdo. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">90 Radio derecho. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">91 Escafoides izquierdo. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">92 Escafoides derecho. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">93 Semilunar izquierdo. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">94 Semilunar derecho. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">95 Piramidal izquierdo. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">96 Piramidal derecho. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">97 Pisiforme izquierdo. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">98 Pisiforme derecho. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">99 Ganchoso izquierdo. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">100 Ganchoso derecho. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">101 Grande izquierdo. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">102 Grande derecho. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">103 Trapezoide izquierdo. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">104 Trapezoide derecho. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">105 Trapecio izquierdo. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">106 Trapecio derecho. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">107 Metacarpo 1 dedo pulgar izquierdo. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">108 Metacarpo 1 dedo pulgar derecho. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">109 Falange 1 del dedo pulgar izquierdo. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">110 Falange 1 del dedo pulgar derecho. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">111 Falange 2 del dedo pulgar izquierdo. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">112 Falange 2 del dedo pulgar derecho. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">113 Metacarpo 2 dedo índice izquierdo. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">114 Metacarpo 2 dedo índice derecho. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">115 Falange 1 del dedo índice izquierdo. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">116 Falange 1 del dedo índice derecho. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">117 Falange 2 del dedo índice izquierdo. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">118 Falange 2 del dedo índice derecho. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">119 Falange 3 del dedo índice izquierdo. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">120 Falange 3 del dedo índice derecho. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">121 Metacarpo 3 dedo corazón izquierdo. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">122 Metacarpo 3 dedo corazón derecho. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">123 Falange 1 del dedo corazón izquierdo. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">124 Falange 1 del dedo corazón derecho. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">125 Falange 2 del dedo corazón izquierdo. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">126 Falange 2 del dedo corazón derecho. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">127 Falange 3 del dedo corazón izquierdo. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">128 Falange 3 del dedo corazón derecho. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">129 Metacarpo 4 dedo anular izquierdo. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">130 Metacarpo 4 dedo anular derecho. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">131 Falange 1 del dedo anular izquierdo. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">132 Falange 1 del dedo anular derecho. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">133 Falange 2 del dedo anular izquierdo. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">134 Falange 2 del dedo anular derecho. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">135 Falange 3 del dedo anular izquierdo. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">136 Falange 3 del dedo anular derecho. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">137 Metacarpo 5 dedo meñique izquierdo. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">138 Metacarpo 5 dedo meñique derecho. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">139 Falange 1 del dedo meñique izquierdo. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">140 Falange 1 del dedo meñique derecho. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">141 Falange 2 del dedo meñique izquierdo. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">142 Falange 2 del dedo meñique derecho. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">143 Falange 3 del dedo meñique izquierdo. </span></div>
<div style="font-size: 12pt; text-align: left;">
<span style="font-size: 12pt;">144 Falange 3 del dedo meñique derecho. </span></div>
<span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"></span><br />
<div style="text-align: left;">
<span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br /></span></div>
<span style="background-color: white; border: 1pt none windowtext; padding: 0cm;">
</span><br />
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<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDDH8aw3TbTfHQprgR0wOMXyIIAH5tvTBVVZi-T_y8J-NzfudA8icUWIx55jxeSLZATDqANxDWFWoe6uDIXOcv9EsqQvV5LfPjVeXXB-bQKTtC7T6Hhr_2pJ8VEjJgB27RXAOBgHd1JaBk/s1600/imgres.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="231" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDDH8aw3TbTfHQprgR0wOMXyIIAH5tvTBVVZi-T_y8J-NzfudA8icUWIx55jxeSLZATDqANxDWFWoe6uDIXOcv9EsqQvV5LfPjVeXXB-bQKTtC7T6Hhr_2pJ8VEjJgB27RXAOBgHd1JaBk/s320/imgres.jpg" width="320" /></a></div>
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</span></div>
<div style="text-align: left;">
<b style="background-color: transparent; font-size: 12pt;"><span style="font-size: 12pt;">Zona lumbar y
piernas: </span></b></div>
<br />
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
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<div style="text-align: left;">
<br /></div>
<span style="font-size: 12pt;">145 Coxal izquierdo. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>146 Coxal derecho. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>147 Fémur izquierdo. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>148 Fémur derecho. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>149 Rótula izquierda. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>150 Rótula derecha. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>151 Tibia izquierda. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>152 Tibia derecha. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>153 Peroné izquierdo. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>154 Peroné derecho. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>155 Calcáneo izquierdo. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>156 Calcáneo derecho. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>157 Astrágalo izquierdo. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>158 Astrágalo derecho. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>159 Cuboides izquierdo. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>160 Cuboides derecho. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>161 Escafoides izquierdo. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>162 Escafoides derecho. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>163 Cuneiformes 1 izquierdo. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>164 Cuneiformes 1 derecho. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>165 Cuneiformes 2 izquierdo. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>166 Cuneiformes 2 derecho. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>167 Cuneiformes 3 izquierdo. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>168 Cuneiformes 3 derecho. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>169 Metatarsiano 1 dedo 1 izquierdo. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>170 Metatarsiano 1 dedo 1 derecho. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>171 Falange 1 del dedo 1 izquierdo. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>172 Falange 1 del dedo 1 derecho. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>173 Falange 2 del dedo 1 izquierdo. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>174 Falange 2 del dedo 1 derecho. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>175 Metatarsiano 2 dedo 2 izquierdo. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>176 Metatarsiano 2 dedo 2 derecho. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>177 Falange 1 del dedo 2 izquierdo. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>178 Falange 1 del dedo 2 derecho. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>179 Falange 2 del dedo 2 izquierdo. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>180 Falange 2 del dedo 2 derecho. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>181 Falange 3 del dedo 2 izquierdo. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>182 Falange 3 del dedo 2 derecho. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>183 Metatarsiano3 dedo 3 izquierdo. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>184 Metatarsiano3 dedo 3 derecho. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>185 Falange 1 del dedo 3 izquierdo. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>186 Falange 1 del dedo 3 derecho. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>187 Falange 2 del dedo 3 izquierdo. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>188 Falange 2 del dedo 3 derecho. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>189 Falange 3 del dedo 3 izquierdo. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>190 Falange 3 del dedo 3 derecho. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>191 Metatarsiano4 dedo 4 izquierdo. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>192 Metatarsiano4 dedo 4 derecho. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>193 Falange 1 del dedo 4 izquierdo. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>194 Falange 1 del dedo 4 derecho. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>195 Falange 2 del dedo 4 izquierdo. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>196 Falange 2 del dedo 4 derecho. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>197 Falange 3 del dedo 4 izquierdo. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>198 Falange 3 del dedo 4 derecho. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>199 Metatarsiano5 dedo 5 izquierdo. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>200 Metatarsiano5 dedo 5 derecho. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>201 Falange 1 del dedo 5 izquierdo. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>202 Falange 1 del dedo 5 derecho. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>203 Falange 2 del dedo 5 izquierdo. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>204 Falange 2 del dedo 5 derecho. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>205 Falange 3 del dedo 5 izquierdo. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span>206 Falange 3 del dedo 5 derecho. <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
<br />
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</span></span><span style="font-size: 12pt;"><o:p></o:p></span><br />
<div class="separator" style="clear: both; text-align: center;">
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<span style="font-size: 12pt;"> <span style="background-color: white; border: 1pt none windowtext; padding: 0cm;"><br />
</span> </span><span style="font-size: 12pt;"><o:p></o:p></span></div>
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/HRIIgRU-jjY?feature=player_embedded' frameborder='0'></iframe></div>
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<div class="MsoNormal" style="text-align: center;">
<o:p> </o:p><span style="font-family: Algerian; font-size: 24pt; line-height: 115%; text-align: center;">Huesos del pie</span></div>
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<span style="font-family: Algerian; font-size: 24pt; line-height: 115%; text-align: center;"><br /></span></div>
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<span style="font-family: Algerian; font-size: 24pt; line-height: 115%; text-align: center;"><br /></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPG-5W04C2K0Yznpiym39D047WZhNR7k8ok9AxVPJphDSz-co-CoBrNpuEJXWN6ZOue6M0QqBZVSHt6iVCRCuHe4k2xYKB48oywge8Q34foyDSNOPyh7eH5ByZ40iWoyJ_GAgMmcHnJmO0/s1600/imgres.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="194" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPG-5W04C2K0Yznpiym39D047WZhNR7k8ok9AxVPJphDSz-co-CoBrNpuEJXWN6ZOue6M0QqBZVSHt6iVCRCuHe4k2xYKB48oywge8Q34foyDSNOPyh7eH5ByZ40iWoyJ_GAgMmcHnJmO0/s320/imgres.jpg" width="320" /></a></div>
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</div>
<h2 style="text-align: center;">
<span class="mw-headline"><span style="font-family: Georgia, 'Times New Roman', serif; font-size: x-large;">Anatomía
del pie humano</span></span></h2>
<div style="background-color: white; line-height: 15.9pt; margin: 4.8pt 0cm 6pt; text-align: justify;">
<span style="font-family: Arial, sans-serif;">El
pie humano y el tobillo son una fuerte y compleja estructura mecánica que
contiene más de 26 huesos, 33 articulaciones, y más de 100 músculos, ligamentos
y tendones.<o:p></o:p></span></div>
<div style="background-color: white; line-height: 15.9pt; margin: 4.8pt 0cm 6pt; text-align: justify;">
<span style="font-family: Arial, sans-serif;">El
pie se puede subdividir en tres partes generalmente: retropié, parte media y
antepié.<o:p></o:p></span></div>
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<span style="font-family: Wingdings; font-size: 10pt;">§<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><span style="font-family: Arial, sans-serif; font-size: 12pt;">El<span class="apple-converted-space"> </span><b>retropié</b><span class="apple-converted-space"> </span>está compuesto por el astrágalo y el
calcáneo o talón. Los dos huesos largos que componen la pierna, la tibia y el
peroné, se conectan con la parte superior del astrágalo para formar el tobillo.
Tiene función estabilizadora.<o:p></o:p></span></div>
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<span style="font-family: Wingdings; font-size: 10pt;">§<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><span style="font-family: Arial, sans-serif; font-size: 12pt;">La<span class="apple-converted-space"> </span><b>parte media</b><span class="apple-converted-space"> </span>del pie está formada por cinco huesos
irregulares: cuboides, escafoides, y tres huesos cuneiformes, los cuales
constituyen los arcos del pie, que sirve como un amortiguador. La parte media
del pie está conectada con el antepié y el retropié mediante músculos y la
fascia plantar.Función rítmica ya que los huesos que la forman actúan de forma
sincrónica.<o:p></o:p></span></div>
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<span style="font-family: Wingdings; font-size: 10pt;">§<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><span style="font-family: Arial, sans-serif; font-size: 12pt;">El<span class="apple-converted-space"> </span><b>antepié</b><span class="apple-converted-space"> </span>se compone de los cinco metatarsianos
que forman el metarso y las falanges del pie. Al igual que los dedos de la
mano, el dedo gordo tiene dos falanges (proximal y distal), mientras que el
resto de los dedos tienen tres falanges. Las articulaciones entre las falanges
se llaman interfalángicas y las que existen entre el metatarso y las falanges
se denominan metatarsofalángicas.Su función es dinámica.</span><span style="background-color: white; font-family: Arial, sans-serif; line-height: 15.9pt;">La porción ósea de pie puede dividirse en tres partes:</span></div>
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<span style="font-family: Wingdings; font-size: 10pt;">§<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><span style="font-family: Arial, sans-serif; font-size: 12pt;">Tarso, con siete huesos
siendo, de atrás a delante, el astrágalo, el escafoides y tres cuñas (primera o
medial, segunda o intermedia y tercera o lateral)<o:p></o:p></span></div>
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<span style="font-family: Wingdings; font-size: 10pt;">§<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><span style="font-family: Arial, sans-serif; font-size: 12pt;">Metatarso,
con cinco huesos largos, que se disponen de dentro afuera con los nombres de
primero, segundo, tercero, cuarto y quinto.<o:p></o:p></span></div>
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<span style="font-family: Wingdings; font-size: 10pt;">§<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><span style="font-family: Arial, sans-serif; font-size: 12pt;">Falanges, con catorce huesos. Se conocen con
los nombres de primera o proximal, segunda o media y tercera o distal o
ungueal.<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif;">La
parte superior o dorsal del pie se llama<span class="apple-converted-space"> </span><i>empeine</i><span class="apple-converted-space"> </span>y la inferior<span class="apple-converted-space"> </span><i>planta</i>. El pie se mueve en
relación a la pierna con el auxilio de músculos extensores y flexores. Los
primeros, que constituyen la<span class="apple-converted-space"> </span>pantorrilla, se insertan en la extremidad
posterior del calcáneo por medio del<span class="apple-converted-space"> </span>tendón de
Aquiles. Los segundos están situados delante de la pierna. Existen,
además, músculos elevadores que hacen girar el pie hacia fuera o hacia dentro.<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif;">El
pie humano esta formado por 3 arcos que constituyen una bóveda, dos arcos
longitudinales y un arco transversal que están mantenidos por las formas
entrelazadas de los huesos del pie, los ligamentos y los músculos. La ligera
movilidad de los arcos cuando el peso se aplica y se retira del pie hace que el
caminar y el correr sean más económicos en términos de energía.<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif;">El
arco interno es el más largo y alto mientras que el arco externo tiene una
longitud y altura menor a las del arco interno. Por último, el arco anterior
cuyos puntos de apoyo son la cabeza del primer y quinto metatarsiano. La
excesiva tensión en los tendones y ligamentos de los pies puede dar lugar a
arcos caídos o pies planos.</span><span style="background-color: white; font-family: Arial, sans-serif; font-size: 12pt; line-height: 15.9pt; text-align: center;"> </span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt;">HUESOS</span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt;">Huesos del pie<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif;">Los
huesos que constituyen el pie se disponen en tres grupos principales:<sup id="cite_ref-c_2-1"><a href="http://es.wikipedia.org/wiki/Pie#cite_note-c-2"><span style="color: #0b0080;">3</span></a></sup><o:p></o:p></span></div>
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<span style="font-family: Wingdings; font-size: 10pt;">§<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><span style="font-family: Arial, sans-serif; font-size: 12pt;">Grupo
proximal: formado por los huesos del tarso.<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt;">Astrágalo</span></div>
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<span style="font-family: Wingdings; font-size: 10pt;">§<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><span style="font-family: Arial, sans-serif; font-size: 12pt;">Astrágalo.
Es el único hueso del tarso que se articula con la pierna, quedando sujeto por
la mortaja tibioperonea y articulándose caudalmente con el calcáneo y
ventralmente con el escafoides. Consta de una cabeza o porción anterior que se
articulará con el escafoides, un cuello o segmento intermedio y un cuerpo o
porción posterior. El cuerpo es la parte más voluminosa, su cara superior es
articular formando la porción media o principal de la tróclea o polea
astragalina.<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif;"><span style="line-height: 22px;">Cancaneo</span></span></div>
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<span style="font-family: Wingdings; font-size: 10pt; line-height: 18pt;">§<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><span style="font-family: Arial, sans-serif;"><span style="line-height: 24px;">Calcáreo</span></span><span style="font-family: Arial, sans-serif; font-size: small;"><span style="line-height: 18pt;">. Tiene una forma irregularmente
paralelepípeda representando su mitad posterior el talón. En su cara superior
distinguimos dos carillas articulares para el astrágalo. Entre ambas carillas
existe un surco profundo denominado sulcus calcanei, que junto con sulcus tali
forma un conducto o cueva ósea: el seno del tarso (sinus tarsi). La cara
inferior es rugosa y presenta dos eminencias: las tuberosidades interna y
externa del calcáneo. La cara externa presenta un pequeño tubérculo denominado
tubérculo peroneo. En la cara interna podemos observar el canal calcáneo
interno debajo del sustentaculum tali. La cara anterior es lisa y se articula
con el cuboides. La cara posterior forma la parte prominente del talón.</span></span></div>
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<span style="font-family: Wingdings; font-size: 10pt;">§<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><span style="font-family: Arial, sans-serif; font-size: 12pt;">Escafoides.
Presenta una forma navicular. Su cara posterior o proximal ofrece una
excavación articular para el astrágalo. Su cara anterior o distal presenta tres
facetas triangulares para articularse con las cuñas. En la parte interna del
hueso se aprecia un saliente denominado tubérculo del escafoides y en la parte
externa una carilla plana para el cuboides.</span></div>
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<span style="font-family: Wingdings; font-size: 10pt;">§<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><span style="font-family: Arial, sans-serif; font-size: 12pt;"><span style="color: black;">Cuñas<span class="apple-converted-space"> </span></span>o huesos cuneiformes. Son tres:
primera o medial, segunda o intermedia y tercera o lateral. Todas presentan una
cara proximal triangular articulada con el escafoides y una cara distal también
triangular articulada con los cuatro primeros metatarsianos.</span></div>
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<span style="font-family: Wingdings; font-size: 10pt;">§<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><span style="font-family: Arial, sans-serif; font-size: 12pt;"><span style="color: black;">Cuboides. </span>Tiene forma irregularmente cuboidea.
Su cara proximal es lisa y se articula con el calcáneo. Su cara distal presenta
dos facetas articulares para el cuarto y quinto metatarsiano. En la cara medial
presenta dos carillas, una anterior para la tercera cuña y otra posterior para
el escafoides. El resto de sus caras (dorsal, plantar y lateral) son rugosas y
no articulares. En la cara plantar destaca una cresta, la cresta del cuboides,
que divide en dos partes su cara plantar constituyendo la parte anterior un
canal denominado surco del peroneo lateral largo.<o:p></o:p></span></div>
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<span style="font-family: Wingdings; font-size: 10pt;">§<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><span style="font-family: Arial, sans-serif; font-size: 12pt;">2- Grupo
intermedio. Formado por los metatarsianos.<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt;">2º metatarsiano, vista anterior y posterior.</span></div>
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<span style="font-family: Wingdings; font-size: 10pt; line-height: 18pt;">§<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><span style="font-family: Arial, sans-serif; font-size: small;"><span style="line-height: 18pt;">Metatarsianos. Son pequeños huesos largos, que
se disponen de dentro afuera con los nombres de primero, segundo, tercero,
cuarto y quinto. No se encuentran en el mismo plano sino que forman un arco
transversal, más elevado por dentro que por fuera. Cada uno de ellos consta de
una base o extremo proximal, un cuerpo o diáfisis y una cabeza o extremidad
distal. El quinto suele presentar un saliente posteroexterno a nivel de su
base: La apófisis estiloides del quinto metatarsiano. La</span></span><span class="apple-converted-space" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18pt;"> </span><span class="apple-converted-space"><span style="font-family: Arial, sans-serif;"><span style="line-height: 24px;">diálisis</span></span><span style="font-family: Arial, sans-serif; font-size: small;"><span style="line-height: 18pt;"> </span></span></span><span style="font-family: Arial, sans-serif; font-size: small;"><span style="line-height: 18pt;">es
prismática triangular con base dorsal y arista plantar. El primer metatarsiano
(el más grueso) se articula con la primera cuña, el segundo encaja entre las
tres cuñas, el tercero sólo se articula con la tercera, el cuarto con la
tercera y el cuboides y el quinto sólo con el cuboides. Además todos se
articulan entre sí.<o:p></o:p></span></span></div>
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<span style="font-family: Wingdings; font-size: 10pt;">§<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><span style="font-family: Arial, sans-serif; font-size: 12pt;">3- Grupo
distal: formado por las falanges.</span></div>
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<span style="font-family: Wingdings; font-size: 10pt;">§<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><span style="font-family: Arial, sans-serif; font-size: 12pt;">Falanges. Se conocen con los nombres de
primera o proximal, segunda o medial y tercera o distal o unqueal. El dedo
gordo o<span class="apple-converted-space"> </span>hallux<span class="apple-converted-space"> </span>sólo tiene dos falanges: la proximal y
la distal o unqueal. Son muy rudimentarias, presentando una base o extremidad
proximal, una diáfisis muy corta y una cabeza o extremidad distal. Las
superficies articulares de sus extremidades son trocleas rudimentarias.<o:p></o:p></span></div>
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</div>Jass Moncayo =)http://www.blogger.com/profile/01151185836825913737noreply@blogger.com0tag:blogger.com,1999:blog-3895854524964229904.post-61582923310658787002012-05-07T16:23:00.001-07:002012-05-07T16:23:57.144-07:00<br />
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<br />
<div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;">
<span style="color: black; font-family: "Castellar","serif"; font-size: 20.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-themecolor: text1;">Legrado </span></div>
<div align="center" class="MsoNormal" style="line-height: normal; text-align: center;">
<span style="color: black; font-family: "Castellar","serif"; font-size: 20pt;">Uterino</span></div>
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<br /></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="color: black; font-family: "Candara","sans-serif"; font-size: 12pt;">Un legrado es el raspado de la mucosa o membrana
interior del útero (endometrio). Es el procedimiento ginecológico más común y
se realiza sobre todo para tratar o diagnosticar las causas de hemorragias
uterinas anormales.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<b><span style="color: black; font-family: "Candara","sans-serif"; font-size: 12pt;">DESCRIPCIÓN</span></b></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: black; font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-themecolor: text1;">El legrado consiste en la extracción de tejido de la
membrana interna del útero con un instrumento en forma de cuchara, la legra,
tras haber provocado la dilatación de la abertura del útero.</span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<b><span style="color: black; font-family: "Candara","sans-serif"; font-size: 12pt;">CONSIDERACIONES</span></b></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: black; font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-themecolor: text1;">Muchas mujeres consideran que es una experiencia
desagradable. La anestesia local puede producir molestias y calambres. Estas
molestias se reducen si se toman medicamentos para aliviar la ansiedad que
precede a toda intervención. Con este fin, generalmente se usan calmantes.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: black; font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-themecolor: text1;">Las hemorragias y calambres que siguen al
procedimiento son normales; las descargas pueden continuar por una semana. En
algunos casos no se producen hemorragias pero en otros sí, especialmente se ha
quitado un pólipo o un fibroma. Hay mujeres que después de la operación sienten
dolores abdominales o dolor de la espalda durante algunos días.</span></div>
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<br /></div>
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<span style="color: black; font-family: "Candara","sans-serif"; font-size: 12pt;">CAUSAS</span></div>
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<span style="color: black; font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-themecolor: text1;">Este procedimiento se realiza en las siguientes
circunstancias:</span></div>
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y tratamiento de menstruaciones anormales, especialmente en mujeres
mayores </span></li>
<li class="MsoNormal" style="color: black; line-height: normal; mso-list: l2 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-themecolor: text1; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Diagnóstico
y tratamiento de pólipos </span></li>
<li class="MsoNormal" style="color: black; line-height: normal; mso-list: l2 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-themecolor: text1; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Diagnóstico
de cáncer uterino, fibromas y otros tumores del útero </span></li>
<li class="MsoNormal" style="color: black; line-height: normal; mso-list: l2 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-themecolor: text1; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Tratamiento
de endometritis </span></li>
<li class="MsoNormal" style="color: black; line-height: normal; mso-list: l2 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-themecolor: text1; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Poner
término a un embarazo o extirpar el tejido que queda luego de dar a luz o
de un aborto </span></li>
<li class="MsoNormal" style="color: black; line-height: normal; mso-list: l2 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-themecolor: text1; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Hemorragia
abundante tras dar a luz </span></li>
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<span style="color: black; font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-themecolor: text1;">CUIDADOS</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: black; font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-themecolor: text1;">Ante un legrado uterino debe tomar algunas
precauciones:</span></div>
<ul type="disc">
<li class="MsoNormal" style="color: black; line-height: normal; mso-list: l3 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-themecolor: text1; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">En caso de
que se vaya a usar anestesia general, No coma Ni beba nada de 8 a 10 horas
antes de la operación </span></li>
<li class="MsoNormal" style="color: black; line-height: normal; mso-list: l3 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-themecolor: text1; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Para
evitar hemorragias excesivas No tome aspirinas o medicamentos que
interfieran en la coagulación de la sangre durante la semana anterior al
procedimiento </span></li>
</ul>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: black; font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-themecolor: text1;">Tras el procedimiento, el cuello del útero permanece
dilatado durante dos semanas:</span></div>
<ul type="disc">
<li class="MsoNormal" style="color: black; line-height: normal; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-themecolor: text1; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">No use
tampones o duchas vaginales durante 10-14 días </span></li>
<li class="MsoNormal" style="color: black; line-height: normal; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-themecolor: text1; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">No tenga
relaciones sexuales durante 10 días </span></li>
<li class="MsoNormal" style="color: black; line-height: normal; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-themecolor: text1; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">No tome
baños en la tina; use la regadera</span></li>
</ul>
<div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 1; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 1; text-align: center;">
<b><span style="color: black; font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 18.0pt; mso-themecolor: text1;">LEGRADO
UTERINO INSTRUMENTAL</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="color: black; font-family: "Candara","sans-serif"; font-size: 12pt;"> </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span style="color: black; font-family: "Candara","sans-serif"; font-size: 12pt;"> </span><img alt="" src="data:image/png;base64,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" /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span style="color: black; font-family: "Candara","sans-serif"; font-size: 12pt;">Indicaciones y
características</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: black; font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-themecolor: text1;">Muchas mujeres se enfrentan a lo largo de su vida
reproductiva a un legrado, una técnica que se utiliza en una multiplicidad de
situaciones diferentes. Sus características, definición, descripción, cuidados
y recuperación, se analizan con detalle en este artículo.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 2; text-align: justify;">
<b><span style="color: black; font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-themecolor: text1;">1. CONSIDERACIONES GENERALES </span></b></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<b><span style="color: black; font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-themecolor: text1;">¿En qué consiste el legrado uterino?</span></b><span style="color: black; font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-themecolor: text1;"></span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: black; font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-themecolor: text1;">El legrado es un procedimiento en el cual se raspa la
cavidad de la matriz con una legra, que es un instrumento similar a una cuchara
larga.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 2; text-align: justify;">
<b><span style="color: black; font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-themecolor: text1;">2. INDICACIONES </span></b></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<b><span style="color: black; font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-themecolor: text1;">¿En cuáles situaciones se utiliza el legrado uterino?</span></b><span style="color: black; font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-themecolor: text1;"></span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: black; font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-themecolor: text1;">Se recurre a esta cirugía en varias condiciones.
Cuando se produce un <a href="http://drmauro.com/97-LEGRADO-UTERINO-INSTRUMENTAL.html"><span style="color: black; mso-themecolor: text1;">aborto</span></a> espontáneo, el niño
y los tejidos placentarios no salen en su totalidad. En este caso, se realiza
el legrado para remover esos tejidos y evitar cuadros infecciosos.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: black; font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-themecolor: text1;">El legrado también se emplea cuando hay sangrados que no
ceden a pesar de diversos tratamientos. Se legra la cavidad y así cesa el
sangrado. Además, se analiza microscópicamente el tejido que se extrae, con el
fin de averiguar el origen del sangrado.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: black; font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-themecolor: text1;">Se usa con frecuencia en las mujeres menopáusicas que
presentan un episodio de sangrado, o cuando el ultrasonido muestra que la capa
interna de la matriz, llamada <a href="http://drmauro.com/97-LEGRADO-UTERINO-INSTRUMENTAL.html"><span style="color: black; mso-themecolor: text1;">endometrio</span></a>, está gruesa. En
estos casos, el legrado sirve para recoger muestras del tejido endometrial y
realizar una biopsia que nos indique cuál tipo de tratamiento seguir, y sobre
todo para asegurarnos de que la alteración no es producto de una lesión
precancerosa o cancerosa.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<b><span style="color: black; font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-themecolor: text1;">¿Cuáles complicaciones se pueden presentar con esta
cirugía?</span></b><span style="color: black; font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-themecolor: text1;"></span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: black; font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-themecolor: text1;">El legrado es un procedimiento bastante seguro. La
complicación más temida es que la legra perfore la matriz y pueda lesionar un
órgano interno o generar un sangrado importante. Afortunadamente esto ocurre
pocas veces. La otra posible complicación es de tipo anestésico; pero, como
hemos señalado a lo largo de este libro, hoy esto es poco frecuente.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 2; text-align: justify;">
<b><span style="color: black; font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-themecolor: text1;">3. LEGRADO UTERINO Y FERTILIDAD </span></b></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<b><span style="color: black; font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-themecolor: text1;">¿Puede una mujer tener hijos después de que se le ha
practicado un legrado?</span></b><span style="color: black; font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-themecolor: text1;"></span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: black; font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-themecolor: text1;">Normalmente, se deja un compás de espera de tres meses
para que la mujer se embarace. Existe una complicación bastante rara, cuando el
legrado lesiona la capa interna de la matriz (el <a href="http://drmauro.com/97-LEGRADO-UTERINO-INSTRUMENTAL.html"><span style="color: black; mso-themecolor: text1;">endometrio</span></a>), por lo cual
deben darse tratamientos para que esta capa se recupere y permita el embarazo.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 2; text-align: justify;">
<b><span style="color: black; font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-themecolor: text1;">4. CUIDADOS POST OPERATORIOS </span></b></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<b><span style="color: black; font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-themecolor: text1;">¿Cuánto tiempo después de la operación puede la
paciente salir del hospital?</span></b><span style="color: black; font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-themecolor: text1;"></span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: black; font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-themecolor: text1;">El egreso del hospital se autoriza el mismo día, y se
requiere de un acompañante. En algunos casos especiales, la salida se concede
al día siguiente.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<b><span style="color: black; font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-themecolor: text1;">¿Cuánto tiempo después se puede continuar con las
actividades diarias?</span></b><span style="color: black; font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-themecolor: text1;"></span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: black; font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-themecolor: text1;">Durante las primeras veinticuatro horas se debe
guardar reposo. El segundo día, la paciente debe caminar y evitar largos periodos
sin moverse. La vida normal se puede restablecer entre el quinto y el décimo
día, excluyendo levantar objetos pesados y realizar grandes esfuerzos,
ejercicios o faenas laborales.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<b><span style="color: black; font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-themecolor: text1;">¿Después de la cirugía se debe seguir una dieta
especial?</span></b><span style="color: black; font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-themecolor: text1;"></span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: black; font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-themecolor: text1;">Según la complejidad del procedimiento, la mayoría de
los médicos prefiere que la paciente mantenga el ayuno durante las primeras
seis a veinticuatro horas; las necesidades alimenticias se suplen con sueros
aplicados en la vena. Después de ese lapso, la paciente puede reiniciar una
dieta corriente.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<b><span style="color: black; font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-themecolor: text1;">¿Cuáles cuidados requiere la herida quirúrgica?</span></b><span style="color: black; font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-themecolor: text1;"></span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: black; font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-themecolor: text1;">El legrado uterino no deja ninguna cicatriz externa ni
interna, debido a que la legra llega a la cavidad de la matriz por la <a href="http://drmauro.com/97-LEGRADO-UTERINO-INSTRUMENTAL.html"><span style="color: black; mso-themecolor: text1;">vagina</span></a>, a través del
orificio del cuello del útero.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<b><span style="color: black; font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-themecolor: text1;">¿Cuánto tiempo después de realizado el legrado se debe
asistir a las citas de control?</span></b><span style="color: black; font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-themecolor: text1;"></span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: black; font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-themecolor: text1;">Esto varía dependiendo de la razón por la cual se
realizó el legrado. En general, la paciente se presenta a los ocho días para
valorar la evolución, y al mes para analizar el resultado de la biopsia.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 2; text-align: justify;">
<b><span style="color: black; font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-themecolor: text1;">5. LEGRADO UTERINO Y VIDA SEXUAL </span></b></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<b><span style="color: black; font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-themecolor: text1;">¿Cuánto tiempo después de realizado el legrado se
pueden mantener relaciones sexuales?</span></b><span style="color: black; font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-themecolor: text1;"></span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: black; font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-themecolor: text1;">Uno de los objetivos de las citas posteriores al
procedimiento es determinar cuándo se puede reiniciar la vida sexual. En
general, la mayoría de las pacientes la reinicia entre los siete y los quince
días posteriores.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<b><span style="color: black; font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-themecolor: text1;">¿El legrado uterino afecta la vida sexual?</span></b><span style="color: black; font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-themecolor: text1;"></span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: black; font-family: "Candara","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-themecolor: text1;">Esta cirugía no afecta ni modifica la vida sexual.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<br /></div>
<h3 style="text-align: justify;">
<span style="color: black; font-family: "Candara","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-themecolor: text1;">El legrado
uterino se recomienda en los siguientes casos:</span></h3>
<ul type="disc">
<li class="MsoNormal" style="color: black; line-height: normal; mso-list: l0 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-themecolor: text1; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Candara","sans-serif"; font-size: 12.0pt;">Por <a href="http://www.suite101.net/content/histerectomia-por-miomas-uterinos-a8598" target="_blank"><span style="color: black; mso-themecolor: text1;">pólipos
uterinos</span></a>, que no son más que tumores benignos que se
desarrollan en el endometrio y que en ocasiones provocan periodos
menstruales muy abundantes, pero pueden causar <a href="http://www.suite101.net/content/causas-y-alternativas-para-la-infertilidad-femenina-a30423" target="_blank"><span style="color: black; mso-themecolor: text1;">esterilidad</span></a>
si no se tratan a tiempo.</span></li>
<li class="MsoNormal" style="color: black; line-height: normal; mso-list: l0 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-themecolor: text1; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Candara","sans-serif"; font-size: 12.0pt;">Por cáncer uterino.</span></li>
<li class="MsoNormal" style="color: black; line-height: normal; mso-list: l0 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-themecolor: text1; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Candara","sans-serif"; font-size: 12.0pt;">Por endometritis, que es la
inflamación del útero y se puede reconocer porque presenta síntomas como
malestar general, dolor pélvico, fiebre, secreción vaginal anormal, es
decir de otro color u olor de lo normal.</span></li>
</ul>
<h3 style="text-align: justify;">
<span style="color: black; font-family: "Candara","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-themecolor: text1;">Pero ¿en
qué consiste el legrado uterino?</span></h3>
<div style="text-align: justify;">
<span style="color: black; font-family: "Candara","sans-serif"; mso-themecolor: text1;">Antes que nada, se debe llevar a cabo una
exploración ginecológica, que se realiza con la ayuda de un instrumento llamado
espéculo que es una especie de pinza que se introduce en la vagina para poder
ver en forma macroscópica el útero y así comprobar si hay lesiones en alguna
parte. En algunos casos también se procede a la exploración manual por parte
del ginecólogo, en donde con la ayuda de dos de sus dedos explorará el útero y
los ovarios para determinar la forma y posibles daños que se presenten. De la
misma forma se puede practicar una biopsia del endometrio, por medio de la cual
se obtendrá una muestra del tejido del cuerpo que traerá resultados
microscópicos del padecimiento a través de la inspección en las células.</span></div>
<h3 style="text-align: justify;">
<span style="color: black; font-family: "Candara","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-themecolor: text1;"><br />
Legrado - aspiración del cuello uterino</span></h3>
<div style="text-align: justify;">
<span style="color: black; font-family: "Candara","sans-serif"; mso-themecolor: text1;">Una vez que se ha detectado el problema, se
anestesia a la paciente y con unos instrumentos llamados dilatadores el médico
procede a abrir el cuello de la matriz para aspirar a través del cuello uterino
lo que se encuentre dentro del útero como tal, aunque en algunas ocasiones se
introduce una especie de cucharilla para extirpar el contenido uterino de forma
manual.</span></div>
<div style="text-align: justify;">
<span style="color: black; font-family: "Candara","sans-serif"; mso-themecolor: text1;">Con este mismo procedimiento a través del
cual se retiran tejidos no deseados del útero, se puede extraer un <a href="http://www.suite101.net/content/el-segundo-trimestre-del-embarazo-a1235" target="_blank"><span style="color: black; mso-themecolor: text1;">feto</span></a>
que es cuando se utiliza como técnica abortiva, y es un procedimiento
quirúrgico que no dura más de 20 minutos</span></div>
<div style="text-align: justify;">
<span style="color: black; font-family: "Candara","sans-serif"; mso-themecolor: text1;">Una vez que se practica el legrado uterino,
se recomienda no usar tampones o duchas de baño por lo menos diez días después.</span></div>
<div class="MsoNormal" style="background: white; text-align: justify;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/iDqj2Pl5SpA?feature=player_embedded' frameborder='0'></iframe><br style="mso-special-character: line-break;" /><span style="color: black; font-family: "Candara","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-themecolor: text1;">
<br style="mso-special-character: line-break;" />
</span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
<div class="MsoNormal">
<br /></div>Jass Moncayo =)http://www.blogger.com/profile/01151185836825913737noreply@blogger.com0tag:blogger.com,1999:blog-3895854524964229904.post-22787699456919039962012-04-04T09:22:00.000-07:002012-04-04T09:41:13.061-07:00<br />
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Castellar", "serif"; font-size: 24pt; line-height: 115%;">ANATOMIA<span style="mso-spacerun: yes;"> </span>DE LA MANO HUMANA</span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Castellar", "serif"; font-size: 24pt; line-height: 115%;"><br /></span></b></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://upload.wikimedia.org/wikipedia/commons/thumb/b/b2/Hand_Directional_Axes.JPG/280px-Hand_Directional_Axes.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://upload.wikimedia.org/wikipedia/commons/thumb/b/b2/Hand_Directional_Axes.JPG/280px-Hand_Directional_Axes.JPG" /></a></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Castellar", "serif"; font-size: 24pt; line-height: 115%;"><br /></span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "Candara", "sans-serif";">La mano
humana consiste en una palma central (cuyos huesos forman el metacarpo) de la
que surgen cinco dedos, está unida al antebrazo por una unión llamada muñeca
(cuyos huesos forman el carpo). Además, la mano está compuesta de varios,
músculos y ligamentos diferentes que permiten una gran cantidad de movimientos
y destreza.</span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Candara", "sans-serif";"><br /></span></b></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Candara", "sans-serif";">DEDOS</span></b></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Nombre de
los cinco dedos de fuera a dentro, con la palma hacia arriba:</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">1. Pulgar,
también conocido como "dedo gordo".</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">2. Índice</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">3. Corazón,
también conocido como "dedo medio", "mayor",
"cordial" o "grosero".</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">4. Anular,
se le llama así por ser el que porta el anillo de matrimonio en la cultura
occidental.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">5. Meñique,
también conocido como "dedo pequeño".</span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Candara", "sans-serif";">EL PULGAR</span></b></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";"><br /></span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">El primer
dedo es el dedo pulgar (conectado al trapecio) está en el lado interno de la
mano, paralelo al brazo. El pulgar puede rotar fácilmente 90º,
perpendicularmente a la palma, no como el resto de dedos que solamente pueden
rotar cerca de 45º. Una forma fiable de reconocer manos verdaderas en el resto
de animales (no humanos) es observar si poseen pulgares oponibles. Los pulgares
oponibles se diferencian por poder oponerse al resto de los dedos en una acción
muscular conocida como oposición. Los otros cuatro dedos de la mano se
localizan en el borde exterior de la palma. Estos cuatro dedos pueden ser
plegados hacia la palma, esto permite sostener objetos y además agarrar otros
más pequeños.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";"><span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;">HUESOS
DE LA MANO</b></span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">La mano
humana tiene al menos 27 huesos: el carpo o muñeca tiene 8; el metacarpo o
palma tiene 5 y los 14 huesos restantes son digitales.</span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Candara", "sans-serif";">HUESOS DE LA MUÑECA</span></b></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">La muñeca
tiene ocho huesos (los huesos carpianos), dispuestos en dos grupos de cuatro.
Estos huesos encajan en una pequeña cavidad formada por los huesos del
antebrazo el radio y el cúbito, si bien es de resaltar que el cúbito no se
articula verdaderamente con ninguno de los huesos de la muñeca. Bajo la cara
inferior del cúbito se encuentra el ligamento triangular de la muñeca, que sí
se articula con los huesos.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Los huesos
de la fila proximal son, de fuera hacia adentro: el escafoides, el semilunar,
el piramidal y el pisiforme</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Los huesos
de la fila distal son, de fuera hacia adentro: el trapecio, el trapezoide, el
grande y el ganchoso..</span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Candara", "sans-serif";">HUESOS DE LA PALMA</span></b></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">La palma de
la mano tiene cinco huesos (los huesos metacarpos), uno por cada dedo,</span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Candara", "sans-serif";">HUESOS DIGITALES</span></b></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Las manos
humanas contienen catorce huesos digitales, también llamados falanges: dos en
el pulgar, y tres en cada uno de los otros cuatro dedos; cabe mencionar que el
pulgar no tiene falange media. Estos son:</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">La falange
distante</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">La falange
media</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">La falange
proximal.</span></div>
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<span style="font-family: "Candara", "sans-serif";"><br /></span></div>
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<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Candara", "sans-serif";">ANATOMÍA DE LA MANO</span></b></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Cada mano
posee 27 huesos, 8 en el carpo, 5 metacarpianos y un total de 14 falanges. En
conjunto forman un canal de concavidad anterior por el que se deslizan los
tendones de los músculos flexores de los dedos.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Los 8
huesos del carpo se organizan en dos filas o hileras, una superior y otra
inferior .De radial a cubital la fila superior compuesto de los huesos
escafoides (escafoideum), semilunar (lunatum), piramidal (triquetum) y
pisiforme. La fila inferior la forman el trapecio (trapecium), trapezoide
(trapezoideum), hueso grande (capitatum) y hueso ganchoso (amatum).</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">A excepción
del hueso piramidal, pisiforme, y del ganchoso, la mayor parte de los huesos
del carpo presentan forma cuboides y constan de seis caras. Las caras
anteriores y posteriores son rugosas y corresponde a las caras palmar y dorsal
de la mano. Las caras superior, inferior y lateral o medial son articulares,
excepto las caras laterales de los huesos que están en los extremos de ambas
filas del carpo.</span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Candara", "sans-serif";"><br /></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Candara", "sans-serif";">FILA SUPERIOR</span></b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Hueso
escafoides: Es el más lateral, alargado de la superior e inferior y de medial a
lateral. Se describen en él:</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Cara
anterior: rugosa y prolongada por una saliente denominada tubérculo del hueso
escafoides, donde se inserta el ligamento colateral radial del carpo.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Cara
posterior: es estrecha y reducida en un surco rugoso.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Cara
superior: convexa, articular y relacionada con el radio.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Cara
inferior: convexa y articular para los huesos trapecio y trapezoide.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Cara
medial: posee dos superficies articulares: una superior, pequeña y otra
inferior más extensa.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Cara
lateral: rugosa y excavada por un surco.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Hueso
semilunar: situado entre el escafoides y el piramidal.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Cara
anterior: convexa y rugosa.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Cara
posterior: casi plana y rugosa.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Cara
superior: convexa y se articula con el radio.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Cara
inferior: es cóncava y se une al hueso grande lateralmente y medialmente con el
hueso ganchoso por medio de una superficie estrecha.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Cara
medial: articula con el hueso piramidal.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Cara
lateral: articula con el hueso escafoides.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Hueso
piramidal: presenta una forma de una pirámide cuadrangular.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Cara
anterior: tiene una superficie articular algo convexa destinada al hueso
pisiforme.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Cara
posterior: presenta una saliente rugosa transversal, la cresta del hueso
piramidal donde se inserta un fascículo del ligamento colateral cubital del
carpo.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Cara
superior: convexa articulada con el disco articular.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Cara
inferior: cóncava, en conexión al hueso ganchoso.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Vértice medial:
este vértice es rugoso.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Cara
lateral (base): articulada con el hueso semilunar.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Hueso
pisiforme: hueso irregularmente redondeado.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Cara
anterior: la superficie de inserción del músculo flexor cubital del carpo en su
parte superior y del músculo abductor del meñique en su parte inferior.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Cara
posterior: ligeramente cóncava, en conexión con la cara anterior del hueso
piramidal.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Cara
lateral: presenta un surco poco profundo en relación con la arteria cubital del
carpo.</span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Candara", "sans-serif";"><br /></span></b><br />
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Candara", "sans-serif";">FILA INFERIOR</span></b></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";"><br /></span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Hueso
trapecio: el más lateral de la segunda fila.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Cara
anterior: presenta un surco, limitado lateralmente por una cresta saliente,
denominada tubérculo del hueso trapecio.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Cara
posterior: rugosa, presenta en sus extremos lateral y medial un tubérculo destinado
a la inserción de ligamentos.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Cara
superior: cóncava en relación con el hueso escafoides.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Cara
inferior: convexa de anterior a posterior. Articula con el primer hueso
metacarpiano.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Cara
medial: se halla en relación, mediante dos superficies articulares distintas,
con el hueso trapezoide superiormente y el hueso metacarpiano inferiormente en
el segundo.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Cara
lateral: es rugosa.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Hueso
trapezoide: situado entre el hueso trapecio y el hueso grande.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Cara
anterior y posterior: rugosa.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Cara
superior: es cóncava y se articula con el hueso escafoides.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Cara
inferior: se une al segundo hueso metacarpiano.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Cara
medial: es cóncava y se articula con el hueso grande.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Cara
lateral: es convexa superior a inferior y cóncava de anterior a posterior.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Hueso
grande: es el más voluminoso de los huesos del carpo. Se describen en él una
parte superior redondeada cabeza, un cuerpo y una zona intermedia denominada
cuello.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Cara
anterior: es rugosa</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Cara
posterior: se prolonga inferiormente por medio de una saliente: la apófisis de
hueso grande.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Cara
superior: convexo y se articula con los huesos escafoides y semilunar.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Cara
inferior: superficie articular en la cual se distinguen tres carillas
yuxtapuestas para el 2,3 y 4 hueso metacarpiano.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Cara
medial: presenta una superficie articular destinada al hueso ganchoso.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Cara
lateral: se une superiormente al hueso escafoides e inferiormente al hueso
trapezoide.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Hueso
ganchoso: presenta la forma de un prisma triangular .Consta de cinco caras: dos
bases no articulares, una anterior y otra posterior, y tres caras articulares.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Cara
anterior: presenta una saliente en forma de gancho.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Cara
posterior: rugosa.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Cara inferior:
es articulada y está dividida en dos carillas: una lateral y cóncava para el
cuarto metacarpiano, y otra medial, cóncava de anterior a posterior y convexa
de lateral a medial , para el quinto metacarpiano.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Cara súpero
medial: convexo superiormente y cóncavo inferiormente, es rugosa a lo largo de
su borde inferior.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Cara
lateral': se articula con el hueso grande.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Macizo óseo
carpiano "Canal carpiano y conducto carpiano"</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Los ocho
huesos del carpo forman en conjunto un macizo óseo que presenta 4 caras (anterior,
posterior, superior e inferior) y dos bordes (lateral y medial).</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Canal
Carpiano: Este canal está limitado lateralmente por los tubérculos de los
huesos escafoides y trapecio, y medialmente por la eminencia del hueso
pisiforme y el hueso ganchoso.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Conducto
Carpiano: Por donde discurren el nervio mediano, y los tendones de los músculos
flexor superficial de los dedos, flexor profundo de los dedos y flexor largo
del pulgar.</span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Candara", "sans-serif";">METACARPO</span></b></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";"><br /></span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Constituye
el esqueleto de la palma y del dorso de la mano, se compone de 5 huesos largos.
Los espacios limitados entre ellos se denominan espacios interóseos.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">De lateral
a medial reciben el nombre de primero, segundo, tercero, cuarto y quinto
metacarpiano.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">a)
Características comunes de los huesos metacarpianos Se distingue un cuerpo y
dos extremos: la base y la cabeza del hueso metacarpiano.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">1) Cuerpo:
Describen una curva de concavidad anterior y posee una forma prismática
triangular. a.- Cara posterior: Ligeramente convexa, ancha inferiormente y
afilada superiormente.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">b.- Dos
Caras, lateral y medial: Limitan los espacios interóseos y en las que se
insertan los músculos interóseos.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">c.- Dos
bordes, lateral y medial: Más marcados en la mitad inferior que en la superior.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">d.- Borde
anterior: Cóncavo.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">2) Base: La
base superior y cuboides.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">a.- Cara
superior: Articular en relación con los huesos de la segunda del carpo.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">b.- Dos
caras, lateral y medial: Articulares, en conexión con las de los metacarpianos
vecinos.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">c.- Cara
dorsal y palmar: Presenta rugosidades en las que se insertan ligamentos y
músculos.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">3) Cabeza:
Representa el extremo inferior del hueso metacarpiano. Es aplanada de lateral a
medial.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">a.- Cara
inferior: Convexa y articular, articulándose con la base de la falange
proximal.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">b.- Dos
caras, lateral y medial: Ligeramente deprimidas y superiormente a dicha de
presión, un tubérculo donde se insertan ligamentos colaterales de la
articulación metacarpo Falángica.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">c.- Cara
dorsal: Rugosa.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">d.- Cara
palmar: Esta ocupada en gran parte por la superficie articular.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">B) Algunas
características propias de cada hueso metacarpiano.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">1) Primer
hueso metacarpiano:</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">a.- Es el
más corto y voluminoso de todos. b.- Su base no presenta superficie articulares
lateral y medial.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">2) Segundo
hueso metacarpiano:</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">a.- Es el
más largo de todos los huesos metacarpiano. b.- La cara dorsal de la base
presenta el apófisis estiloides del segundo hueso metacarpiano.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">3) Tercer y
cuarto hueso metacarpiano:</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">a.- Cada
uno de la cara lateral o medial correspondiente de las bases presenta
superficies Articulares. b.- El cuarto hueso metacarpiano es mucho más delgado
que el tercero.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">4) Quinto
hueso metacarpiano:</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">a.- Su base
presenta una sola carilla articular lateral.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">b.- La
carilla medial de esta base presenta un tubérculo destinado a la inserción del
músculo extensor cubital del carpo.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";"><span style="mso-spacerun: yes;"> </span>Por tanto, y con todo esto, la MUÑECA NO
PERTENECE a la mano. Sino que es un punto de unión entre la mano y el
antebrazo.</span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Candara", "sans-serif";">FALANGES</span></b></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";"><br /></span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Cada dedo,
con excepción del dedo pulgar, consta de tres segmentos óseos: La falange. El
pulgar presenta solamente dos. Se designan con los nombres de falange proximal,
media y distal.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Las
falanges son huesos largos, presentan un cuerpo y dos extremos: La base y la
cabeza de la falange.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">a.- Falange
proximal:</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">1) Cuerpo:
Es sumí cilíndrico, convexo posteriormente y ligeramente cóncavo anteriormente.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">2) Base:
Presenta una cavidad glenoidea para la cabeza del metacarpiano y dos carillas
palmares para los huesos sesamoideos y dos tubérculos laterales, determinados
para la inserción de los ligamentos colaterales de las articulaciones metacarpo
falángica.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">3) Cabeza:
Termina en una tróclea relacionada con la base de la falange media. La
superficie articular se extiende ampliamente sobre la cara palmar de la cabeza.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">b.- Falange
media:</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">1) Cuerpo:
Es semejante al de la falange proximal.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">2) Base:
Provista de una superficie articular Formada por dos vertientes laterales
separadas en una cresta roma.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">3) Cabeza:
Presenta la misma configuración que la de la falange proximal.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">c.- Falange
distal:</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">1) Cuerpo:
Es muy corto, convexo dorsalmente, y plano en su cara palmar.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">2) Base: Es
semejante al de la falange media.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">3) Extremo
distal: Ancho y convexo posteriormente, presenta en su cara palmera una
superficie rugosa y saliente de forma de herradura.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">d.- Falange
del dedo pulgar:</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">1) Falange
proximal: Semejante a las otras falanges proximales de los otros dedos.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">2) Falange
distal: Es análogo a la falange distal.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">No
obstante, las dos falanges del dedo pulgar son más voluminosas que las de los
otros dedos.</span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Candara", "sans-serif";">HUESOS SESAMOIDEOS </span></b></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";"><br /></span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Se da el
nombre de huesos sesamoideos a unos pequeños huesos que presentan la forma de sésamo.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">En la mano
existe un número variable de huesos sesamoideos, todos situados en la cara
palmar.</span></div>
<div class="MsoNormal">
<span style="font-family: "Candara", "sans-serif";">Dos son
constantes y se encuentran en la cara palmar de la articulación metacarpo
falángica del de los dedos índice y meñique. Con menos frecuencia se observan
en las articulaciones metacarpofalángicas del dedo medio y del anular y en la
articulación interfalángica del dedo pulgar. Otros autores afirman que el único
constante es el del dedo pulgar...los de índice y meñique son menos constante
pero también suelen aparecer. Con menor frecuencia a estos se observan las
articulaciones metacarpo falángicas del dedo medio y del anular.</span></div>
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<br />Jass Moncayo =)http://www.blogger.com/profile/01151185836825913737noreply@blogger.com0