sábado, 26 de mayo de 2018

La Naturaleza Femenina

 El masculino se inventa ideales femeninos, tan masculinos como él por ser suyos, para que estimulen la realización material de los plagios y para que sean nuestros referentes a seguir a fin de que a ellos nos parezcamos en vez conocer al femenino bien, a fondo. El masculino, el patriarcado superficial que es quiere igualmente superficial al matriarcado y esta no es forma de desarrollar sus capacidades, creer no es saber, conocer ! Es tan vanidoso que tiene atrofiada la capacidad neuronal o cerebral de aprender !
 https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikynOq8SOsYxtZXYXfFNzYXaSAS1WLqoYcQwMtImcP5DOlzsnDX3oqdAsNfoB_I_MiXZocjarwvNuldESqKE5G0dvcR3b3zBim6E4uC8lqxpsldHuEbMqphkakPyt0zCbzeRDFqfqn6Nt1/s1600/neuroplasticidad-4-638.jpg
Hijo Rey,  Hombre, Adulto Cerebro Mental ,Superior simbólico de especie, genérico y plural.

5 ) Cabeza Especie Cerebromental Sapiens Sapiens
4)
       http://fotografias.lasexta.com/clipping/cmsimages01/2014/12/11/631D2FB9-C017-42E2-9825-969B61E08F50/58.jpg

3)
 https://cnho.files.wordpress.com/2010/02/evolucion.jpg
2) Naturalezas Mecánicas
data:image/jpeg;base64,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
1) 
https://previews.123rf.com/images/shooarts/shooarts1507/shooarts150700002/42063276-la-teor%C3%ADa-del-big-bang-descripci%C3%B3n-de-pasado-presente-y-futuro-vector-detallada.jpg

o

5) Cabeza, Hija Reina, Mujer Superior, Especie Femenina y plural.
 Tampoco existen ya los previos neanderthal etc. La naturaleza no tiene los artificiales problemas inventados por el mono loco y sucesores, de hecho hay especies hermafroditas bla bla bla


4)
       http://fotografias.lasexta.com/clipping/cmsimages01/2014/12/11/631D2FB9-C017-42E2-9825-969B61E08F50/58.jpg

3)
 https://cnho.files.wordpress.com/2010/02/evolucion.jpg
2) Naturalezas Mecánicas
data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxMTEhUTExMVFRUXFRcVGBcWFxcXGBcVFxUXFxUVFxUYHSggGBolHRUYITEhJSkrLi4uFx8zODMtNygtLisBCgoKDg0OGhAQGi0fHyUtLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tKy0tLS0tLS0tLSstKy0tLS0tLS0tLS0tLf/AABEIAJ8BPgMBIgACEQEDEQH/xAAbAAABBQEBAAAAAAAAAAAAAAAEAQIDBQYAB//EADsQAAEDAgQDBgQFAgYDAQAAAAEAAhEDIQQSMUEFUWEGInGBkaETscHwFDLR4fEHYhUjM0JSclOishb/xAAYAQADAQEAAAAAAAAAAAAAAAAAAQIDBP/EACERAAICAgICAwEAAAAAAAAAAAABAhEDIRIxQVEEIjIT/9oADAMBAAIRAxEAPwDxDIuyohzPRMcPdIqiIJSUoCWECGBcU4pAgBAFyLxGELWteB3XyAerYke4PmhoQMakToXEIAauTkkIAQBKAnAJwCAoZlToSgKSyCiMhLCkDVJ8MJWOgclMKJcwLn4cwDBg3nppPsgloGhcFIWp7aU6JiohcEgCmcxMLUBR2axHP6KOFIUgF0AID0S1HSZAA8NPdcQkhADUsWXZUhQAhC5LC4BAjgpMlk1oVmTS+Efzipm6ZMkG3OZhDKSKstTIUr0wCUEsbC5KSkATEcE5pTU5sJDCW1LQo4TWqRgSKGsMJHBKCle2wMi/tffkmIihOp0ySAAbojC4jKe80OHI8/HUK1o8apMvTwzQ7UF9QvAPPKGifCUWNJPtkvaCiynhsNSv8Q5qrgTIDXQ1ttpyys5lRWKrPqPL3nM52/sIA0HRRBiQ3tkTmpIU/wAJNypiojypQ1PypQ1AUNDFKKaexqnDRZKy0iKphCADzUbaaPLzETIO3KNLpjWJWxV7IGU1K+lARTaa40LIK0BVGb+X8BIYiEU6gmPondAgYU+iIoU9/RKymrOhwxzmki8QfIxfy+qTYqKStTTHNhXdbCBupuNACDqBF0HjMKQM1iLCw56IsRV5JS5VO9hABjXry6DRQlyoRE9vRNCmJkQoy1MBExwunpqBCAqTD4d1R4Yxpc5xgNFySUwMXo/Z7gX4fCiqbVqwBBgyyiSbjkXZfQhAJGVxPB2UG/5js9S8taYa08idXHwt1KqK2MOgygdGj5m6s+POAcfv1VESgTFc4m6UBIDZK4j3+iYhEraZOgT2PjZcapSAVtA9Apfw21yfJPottew+9kyriNhogYxjU/IkZKKoiRBSKSBxSJ8k4tAAvJvNtOUGbqSqwgxtr+ijDJQAznYfZ2TS2FK+mRsmwgBo0UlNxSspyCbCI1OvgN0rG32PkgYryRYHXVMyIx7Zvby5JuTmEDoHYyU74alDQOqtMJw/O1zoIDRJIgwet7DqhJstRsqGsU7KaLrUYtG+v0T6bLDokPiRNopW00VTpSpBS5JpWRLRCykpRRRVLDkohuE6LVYiHkK52F36wmvwcXjZWjsOpabJEFTLG0VGaeijp4QuIgbgefJb/ACgzAOpupj4pcRMxaRI5bBVWEwjYMCHCXXsNNP0T63D35S9wPOSbRAjXxSxwk+kW4mP4lTgmNJlAPrOs1xJaLROgvp6rRYvDy2YGpEjnaYVO7DE2A8fvZZ1Rm0Vr2fomZOaONDX9034V/qqCgVuFcQSASBqRt4odzVcsxrmtcwHuvADhzi4nnCrq7RaDNrxtrZA2kDNHNMIHmpg5RkT4pkhPB8L8WtTpf8AN7WT/wBnAfVe5drARRysDLS2CTYNs0C1oGVeO9nKPwcRRq1XBjW1GOv+YgOBNtl7H2gYWl+czJgi2W5MEDeABfmUDieIccJLjIgzoqhabtRhcrzGgHz2WacmQxJXQpBSOpsOqcHtGgk8zp6IEKykXDkOZsE/MGaXPPbyUJqFxuVxCAFc8nUrgkhLCQw6mzf7lWXDsEXzl5aaE9BzUeEw5i41sI5lHMw+S5dB6a9TdXCO7a0a1QJxPAObdwg6QbGegQjKRaQQdp28xqrLK1r4d+XWSLH0uhKkA2i3opnV6JZHVpnU+Hsh3U/VWza3dLQRztrMbdLqvqkE9VNCISw/RPpiE9jgbEIk4NxGcNOWwkC0wbEjeyEmwGUIJ+4T30+hH8pfwrm3idNNP5VkXPe0ElxyjKDyA291cYN6KTKk09wjcBmaDchru6Y5CCRE32t4IqlhS2SYAIG2x6qKoGTaT1/RDhxVstFj+AzDutEgayDm6gDwQpoEDz0VjwzhL3kHMKbebjHpuVrcDw/CN/1KjqhHg0dba+6mc4PpUaOSowTKJ5IzD4UlekYLCcPNvgsPi9/0KvsL2cwNQd1hYej5HvK0hJJbRySkmeZ4Lhs7K1p8HMaL0On2QY27HSOv6hGM4CANlUs3ozpnlGI4URsgf8PM9JiTovTuLcJAmyyeKwsOuFUZ8kEXstOA9nBXpukiQYkb6aeiE7U8LdTgNAyAAAW1108lsuyBy0gMpjn8kXxnCtfEgRHJaRk4y4m3Jnhowrg+cuk20AjobIuh2ec8PfaSdN4m8RuVt+IcDDoeBYkiOk78tkM/EsYAxhA1JPhciRr/AArWBT7HysxOK7PGi0uIZOhDmkxIIG0E7jksrisERJItNo8votzjeJ94te4FoBMEkzeQD1VTxGoa7mnLJi0Omw36Ty62U5sEUtDTsxdZotE9T18EGef34K8xXDKmuQwf7TChwfDATLrASTzteANz+q4mmuwaK7B4Fz+gFy46AKWpiWU7UhJ3efoP19FaVnBwI/K0RlAuBa5O5d1KApcPpEnNViAT4wJyjqdkiSpfUJMuMnmV7dwHi34/AscINRjRTq+LPykjk4AX5grx416bPyUwTzf3vQaI7gnanEYeqKjXSNHMNmubu0gfNMSdF72s4QS8uPdFzAkgtnUbArF1oaYa2Orrn9l6rQx+FxzIovayoY/yahDSDoYFw4RNwJ8FneN9k3sB7s9RPqfVCG1fRgKjyTcymKxxPDXg/lNuhQwoxr6fqmQMohSZU4nopsNTzODZa2SBLrATuTsEgBcq4IrF0g0loIME94TB8J2Q+VAzT06b2tIkCb67DYbIGq4kl2Yk6Ez92QzMa6dfNPrVweZ+7pyd6Rs2mSDEACCJuTc66R5zKZUeTdRsYXGAFe8C4BXrGGtt/uJjKN7uOiSTZDddlLSDptKPwPB6lR1mm8r0ThvZXDUBmqn4jv8Ai2zfMm59lcs41TpCKTGMt/tAnzOpWix+znlmXgxOA/p1iKkEsc0dYaP/AGWgwv8ATgtHfqtA1Ikn1DVY1u0e5dbxUH/6Ic1ail0YvLIPodisP/5WEZYjKeUSiqfY7CbOaZvuBt0N7LO/46A4mSJ0I57p1Hj8mHa7EbrflL2R/aRa8W7DfEbFJ7I2bIAHhKzOI7A4ikJyl0GRABHiSJt0V7S7QkEX19VeYPtAQAZn75BZ5IOfZcfkSPIuKtxTT3g4eCrmY6oDeV76cdRrWq02PnciCPMXVVxX+n2GrgmicjuTo9iPqsXio2jnvs8rwmPeD+YrZ9nuMvaR3iqLjHYyvhXXaY+91Bw/EZTDrLZK1QPfR7vwHiYqNAm8aK6XkXBuMZYgrdcL7StcIf6/quZpxCMvZY8ZZ3ZWKr4MuqBsSS4D9LrdYjLVYQ13h4rJYOoBWIMixLZ/5bXGhWuGNuxv2aPAMLaNgJAhJiK+ZsaFB1+MimA14P8Ac4iOUEKox2NAILjDTytuSCeYXRDG5PZpCSa2M49i/htME362m0WhYzC4gNFUvyuh0jSxNjBnSNugV5x5wc0bCDfX9gCsTj+IZWnusg62mSZi83/hdi4wVsV7BeLVA50h0l092IAvtA5R6FTsfTpUmlpzOvnaSHAjbTb9lnquNI0+aFqYlwm5v8lxSzq20ikw7GY8vO5iLcgqmriHgiTtvyvdSVHyAW6D1m6Erd5y5ZtvstsgqPJ1JPiUkckXVwxMQ0iY11PMgJILQ5sC4gyLiCDbkdvVZkADlHCJqMUEJkjUdR4xiGiG16oHLO6PSUFC5AE2IxlR/wCeo93/AGcT7KEHouISgIENUjCuyiBz/j904NtKBiTKcGp1Nk/f3yUtRpaSCCCNigLBaZEa32t9VNQoOcYAnwUWDwznuAAWwwLWYZs2L93cujf1TUbHKdIK4LwFlOH4g3tFMH/6O3gLq3xfaQNGVkNaNANPRYvH8XJJuVVVMaZ1Wl10c7Up9muxHaEk/mVXX4vJ1WbqYiVD8UpciljRoH8WvZNbxU8/dZ/OV2dLkVwRoxxg81I3i53KzIenNqlPkL+aNZQ4uREFXWD46Yj6rz1tdFUMWqWQl4z1LAcbBdAPiOUlanh3Gr3NhvMWXiWE4iQ+fJajhnGoiT5bjqtYzTMZY2uj2/CcVp1G5KkOEXBVB2k7DsqA1MPrrl3/AHWc4ZxsWutbwzjUEQfpbwV8fQlNrs8zripQdleIhEUeNFuhXpfHeD0sbTJbDavpmP6rxvjeCqYd5Y8EQob9m8WpHpfZXtPLmtJiTE/KU3tdWNKu4A2dDhGmUi+mt5XnHBOIZaguvQOIAVcOx9szQWySbAOkfMLKE6yVE140tkOPxoLGkkyWiPAW08iq7inFy5jWyLDLt1uTz6J/+GPdRNXMIAgf3X256+6osQY/MYve+86CFpLJJGdllieKh9PI7YGD8h7LLcWqAC06a20jSNkRxDF5hf1Fvv8AlU2NxMz1gT4K55040UgM1LzAPQ9fD70UYxEffpsm1QmfCnSZ39VybLJsOZMcx4+aPwGDGbMZAFz47Ac5QtKlExNunXQ+6um0yKVhckGRMm+3qk2X4BzXAe0ixbuTveJKhptbVe4kc3ENaYF7G3im1GyT93vCWi5zJyON23i1t/FZEMruIESQ0QAVWFquMQy0nfoeQgoB7IGitCsgdTtM+SYGooEGTF0wU5P2ExWRsbdSspLm0rgAX080bgcM7Na8SEA2C06NxIMTeOU89ipRhJNtNpI0vEmFe0OGOJu0C0960xO+6djsBkyZdXCY0IuRF/Ba/wA3Vk80UdXB5YiSb2AuOUndT1MNLQY6EmZkaiCVOTLgNb2On8KyrYcfBAB7xcDpJAg7DnPstcWPlYOVFTTii2B+Y6n6KtxmNJ3UGJxRKCc5c7ZSRI+p1URKSUiRQpKRcuQBy6Fy4IA5cuXIAdKc1yYuQAQyqj8Ni4VTKkY9F0KrNbgOJFarA8WtcrzKhiIV1g+IbSt8eQwniPX+D8YIjvefJWXaLhTMfQLgB8Zo5fmA+tl5nwriK2vBONQZBtp+61klJGEW4M8pxtN9CpldbKfBeq9iXirh2vqNlri8CfAAEgdQg/6j9nm12DE0h/3A2dzHQobAcQfTwjKFI95jcziAZkkkgdcxPouaGJ8ztWRSibWvjO78MMAynLEDfcfe6847Q4Ut/NMybhojX1P7rQcCxBe0Fxg/3azvIVxjsBSrM7+15FtPBdS4x00T2eTOqAMLC0A5gc1yQOUA9RtKrXUDvoTb9L6arcY/gwEmlcCZkehNlkOI0zJj+PG3iufNDjsUXYL+GBJlw05jlYXTqIA9v0QrmlJSrbE2+Xh5rJSNkHBxy++s9L+ak/GEtu5wOx87+wKBrYlpi2nnoAJEnnK5uLgECIIymd5M+WiTVssOGOaGwHHPIJJECbiJnqiOF1W1HNa4Nu68WkRr81RlubTkkpkt5Ij9XZlJGm7YCgx4bSFso0Mied+azFSrmAvpYeCsaZY4Fzr2tM3M7R0Va8BriJELTJ9naIGOOs80lN0m6diqbWkZXhwIBsCIJ1aQdx0suwlDMYCni7oL0WHCcEKjwBuenVejYbgWHotufiP1IsBa8LH9n6QpunUmQANZNgem/qrc4uoXZJEiQROo3kjXzXdihGEbktnNkk26QXxPG0e6zI4ZS5puLO56aQB4qjxuNFV8ADKAGgkbT7a+6mxVdj2lgGU5s3O8ERmNwBKAo0CwGoJIaRNjHWVMm5Ol0OFB1bA03PDWjKQ2TJ09dvmgMfj3tOR2XM05dnQ0Tb1KBxeOIJjcRzgF02nkgalWbk3PmbWv6JSzKP50bpeyjeUgSlJK4zU4pIXSlQAiVcUpEa+6AEhIlSIA5cuhcgDkqRcgBUspqVAD2uRNGsg05pQgZo+G46CtLwniMHx56LA4eqQrzA4oreEjDJCz2Ps7xAHuPux9jy5yPArN8foOw1YtZ3RMmDDS2JMc5CA4Bj4LbwN+n39Vs+0WCGJw4qH8zAQ7wgx8o8lsuzGDp0ZbDY5j2uDT8M05IESSIuXWEkgbKwZxIljwDDoMXsTANlg8VxBrHEgRFoPtoLjxQjOLPJF9CTEb8zzWkpQitnUujQv7RVGF7WSMzSw7aneFVOxpLCxzGTmzZol3IMnlZBMxbtLwT3hseRjpKt2cTpWa6m0i4BLRLYG0Qf5WFqTe6GolWxjYcXN7sct7KsrGTYQEZjMWbi4uZE+kKvZV53C5pPwi0iVlEvMC8nb6BE1eEVmBpexzWuHdLhDSPFRtq5RIBk6H78kZieOVatMMe9zg0QASTAHJVFQrfZTG4Kk0NcZALbgTrJiAPfySPwpMuDZjW2k29d0/h2UGS0u5DnG3NaxjaYzN+EaeYgBrHEnM3YE8zN76rpwfHWTvRlKVGOyNDIJdMaRaTvMoelhs2lzy0JvAjmvRz2fw9YQCabtADBBIEGYuLg+qrsV2eFIuggG0GIk7gDY2Wq+E7MHlRj6fBKjjAH08r7qwwnByycxAsLC5g/VdTqmYJibTe94OnRWOHd8Ed9s6mDEQd5OuimOOEdmc5yKzEVXtytboBYgRNzvvofQpgxJmXAn7sju0PF21oLO6IENhsxHMC+qrcBimg96TFxpGaZuDaFy5JfbsqP5totG4imW6Oa6XHnEgZQT4203QdXiLmNLWkgZnE31BERHOCVDUryXEH80kyBqZ28fmh6eGc8x4nyHNCytLQ4pLsDrMvf7O6lwtCm7/AFKmTlDc0+4hLWwjvX+E2nQkxceKhbNbKElNlKV0KTUalTnNSAIAUJ76ngfpfZRErpQAspUgCVyAEIXJJShAHJVy6EAIVy5cgDl0rlyAJGOVjhq+iqkRQfdNMTRseEYmCJOy9Q7PYoVaTqR/3MIHU3g+sLxvhla4n9/JehdlsbD2nS4+f7rrjtHJNUzzjtJRNOu8Tod7eSBw2IyuB6g3+q1H9U8LkxbiNCZ8nXHzWKa5c039jqg7RbjGHMXC03t6+S6riJvJ9fVVwqlSMNkrssIDpBKYSE/DMzODTadzoEyprEI4oLYpeNLpWPCihS0GSY99h1PII4hZd8LqtBBm4mI2vIMz1Vl+KuHGpcddL9VnaT8k35aT3hzH6qSiZdlOaS4d0CZnb5eq78WXjGqMpIvHcYdnH+YW83aiOdkfiOJU30y6CanMncCAR77bLGVWkOLHCCCQehBIhHYJ+VoDp0kakDyn36row/Jk5UZSxrsIpY9jXkubPnABO9vP1RHGeK/GbZrWtAta99gfG/qqnibQ2CAII2JPvugamKMAclx55Ti3BiWNNqRI2vtb0/RHYHDZyTBsCXRGgVb8QOF5zCB0ygEePL3VhwrFfDDpaXNIg3IAv01XGo72XO60H4PBNfUyhxyyDcRA1NgfFcx4Y5x2MiAY35pG41oOZjRMuGUwSAdBpc316I/D4ljw5rwGO7osCWjQOJAsNAqSRi2xGmmWywd6YDYvGt438EjcIxwBbka6+bO546QAB0Q+LoFjrk3HdcDYjx5a+aBxeMAHdhpneSSCLW029104pRitoFb6MmQn0Y30TQVy4ztEcU5wTAuJQAsJITmriUANBT0hCbKAFhculIgBZXSkXIAVckXIAVcUi5ACynsKjKc0oAtMFUW27NYrvNI1BCwOHctZ2efceMrpxM58sSy/q0yX0n/8qTT5iR9AvOIXo/8AU6pNPDn+xw9HfuvOiFlk/Rpi/IjSpmu6qNxECBHPW9/seSQlZmpNnKXMVCHKRhTQWS0zrKsaLoa4NI77Q10gEgSDYnS4FwgaRCmdUH2FrB0JqwzEOLhmcBIDWggZbAQLAR/tF9boIVMpB8wnU3TvFuvRPrwWgA/lna5zGbnxla3eyaIqtcEzvMm5+qb8ed/dRTFjz9x9lRkqObFQW6uQAJneNRz9VC+J++qjDoPNSOdmFuc/f3sk3yQqCJGUQPPcorDEQRG28aTyVdh5mBvZEvzsAfoJiba6/JZENeA3B4j4bhYAgzN5B6cipvxUTlNnayLzMmSL9VTjEkX9lI2oRBm5M/ZQS4Wa/B1g6g5tQEwTFpgkET0FlQcVwzWhpBJBnlqDB8tFNgeMuZmA1cLX0M3B6ESg8ZjzUDWuEZZ/L1AG/gtG7RnGEkz/2Q==
1) 
https://previews.123rf.com/images/shooarts/shooarts1507/shooarts150700002/42063276-la-teor%C3%ADa-del-big-bang-descripci%C3%B3n-de-pasado-presente-y-futuro-vector-detallada.jpg



No hay comentarios:

Publicar un comentario