Guerra Civil, Franquismo y transición

Lo importante es poner luego suficiente C4 en la cruz esa, y poner un mcdonalds
 
Se podría quitar la cruz y poner una luna creciente y una estrella. Carmena está a un carajillo de proponerlo.
 
Tozzi dijo:
¿Podemita yo? Tustasmumal :chalao

Anti simbolos religiosos, puede :diablillo
Hacer clic para expandir...
Podríamos volar antes la sagrada familia ya puestos, que total, está en obras y sin terminar. Y por aquellos lares ya hay bronca también. :hola

Mejor aún!!! La Catedral de Compostela y así acabamos con esa marcha rancia que es el camino de Santiago. Y ya que nos ponemos hay cierta mezquita por la m-30 que si se reduce a cenizas harías un favor de cojones. Aunque para esa no hay huevos ehh :L
 
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RFTcYKCxwBXBcD3YYOUGJUEggzuDEdvWZ7VzajVww1flnVh08svg74riucwUOFAkEEhgRBI/KPM9vr5Vw3RpuHW0IqkQXPUQNUxHUQoz2zJ71ltbT+kF9cOoB3UJZ8MnRbAA21ZIAAxJ8hw5Pk219io64aFJ/c7OriudXrt1bHDAS4kXAQU7nyOoQMkDBxVXB854hWuWrh1spkNpURnT4e8FiRI/telHPb+jhRcsiDKnSAS2kgzrYGdicnuBXiE5o6FGnVsczBOYY+bbfauWOqzW3uOh4MdVtPo3CfiGy9vWCZmCGA02mBxIBkzuYOYHqKjj0uMjA6QmGVgwGkyJIQ9RkTg+dfP+Vcx0k60Hh69TEAkr2AkZC/6V7Wxxtp7a2s6Y06yIOgkQwx0jffNcs23Jt9m1cKirgOCNseJdzaAg6jpEEyswSd2B8quFuypZpYw2nHwoBkqzHMyABBxnvgV/jTiHHCA20VLbdLFPDKlSIAJU+gz6fKquQXG4lHa6q6nVB0MDOmSWKDZiI+lY9WZUK/M3W29q2x1P8ABGDqJ0++xbar7nApcAuQWVEtWoIZYa2pVgRuQPQgk1bw621uLatJDJDlyi3GkOUKQBIJM+3pvXZacW83PiD6IADuXjqXSMse2wA86WVL2ea/2VcVC8CX0W1mQbciWLSNz07Tj3p04FbLq7gNg7pKOYIMSdsjOO2K9M3L9dzrvhdRkBSGuQIxjVB9p96uXg7BOlEKhFIUhYu6DuRqyvvnem5ko8ne4t/GGs9gCDBm2Y04OwwPtVrFj0W1Zix/IrMD5GBtW9e4OwhgJLYMuFc/M6d8f+a7uAu8Pb1sogwB0qSWMk7DYTv7isWTaeWucn4pQCbZCmBJgsPcD+fenHIoTxOIYgY6UIxInraMGNgJr0XB8xY3WtE610uYI30+GIk+7b/tCuG7xN66WRQjakGlG6gNWTIxpJJnc5iNsqdk2o5v6bZLLYY9A1M2lYdoyFny+ED0FcHGNbZW0W9AA6jqJ1aoCMe0wQQM/F3rmt8u02w/U5ZiFg41KpcAKPin/LHetu9YHD2EN0m51SNBEhkZgrAGdeWI9JXeKypF8i276sgHDp4byQ5AJuARlZJk7dvOuOzym4pD3WVGd8qdJuEL+0Pmfaq7qtPSCVyGZiFGo/EWI3JxtnNd/DsSy9YEEGLaQmrG4AwOny9KBI0eKsBrgIXpkajBJckbD6j/ALdu540HwETWwHU4SLevAkDv6RGPrz2mGtQuolgQCTCgDcZwDiAfep4kaSoXSzYPS/wgwJJXpkD/AM1jdmR5nmRt2rjql0MC0EEHo8PpGo+gEepFdi2Fa0mhevMESWcyc75OR6CuH8Uhrl0aSrkuwWPDNxCsA23VCcTMTnJ27+g/D1tTZTShg9ZVigdjJE6TGoRET29arryRI85Z4O/dJ0qcEg5AggwfuKtt8qvSwJCmVgsywSWjt2gE9/1r2lrj7NksjbElipYEQ5JxjAk7VicTzJpl9BgxqKk9DfEAAR2nHpvRMbS/lXAIFC2whuqvUdIAY5OT8hke/pVbcRcU46VkGCIKhpG/fE/Su11Kx4YEEYbUSSQWZSDH22g1xtdkZ2aQ6g7MTKOP72oVUBg2GtsRpZmXqmGgAiCe8MD/AHKvu28soBBCzAMFLixMejAYPv61wJdmXnCaXKkDBWQ0epUMPmKbjuYi4VdZFxSQYJ611RC+h/jVBotchQ8TkhmjO2Gg9jgmr2s2jC61VpKqZU6jGvSFO8icVxf00SqhT1ws9MF1EAjPcacfrV9kmeg9OoMRsU05wPzCJEeU+WIU4+JPhl4eDo6kUwzAN67yGUqYwB610fh66TbcE5F0x56XggfXV9KbmvC2WYXmYKQJUgllcLBAAG/l6gx3isflnG+FdF60wKESQZyhBO/fMQfPHc1egbvF2gX2h2MqfJlXYjuCO3oa8hxHHO5JJ6iO3b+Yr2t/mlpbfUDqbqUqQJ0jIyf3uwrxXOADcJSZeWgRO8EGe8g+WZqbpbavg1zirsVeeX0AEkkCBqJgA/rsPpRXF4F58W7eqJnAj9I8qK6I6nKkqkafox9Hurl/WcnSg7CNTsD2J2AiJwSZ23PPzPihbXQkRpYkzCJHm0Ek59NjmuC/ZQQEVgoEx1KbncFzghABOmciJxpDcd26wuWyMkllxACqcsZOBEj7e1aZNzdyds6IpRVJFPH7I1rUPEU6i+lYRSMMB8KoZlVAzHfNF4i3a0IjamPwyAGUEqrmfgJj4ffuBHby/lriGcqUYygPxaIM3GON4U7dsRM1TxKhriMSV8NhJjDDp3GS0KRAIIEx5kSynBxPGaFCsSfEBDsNIQFoKBRMwrNv6ntWFzixa6FYHXpJt6QCXSSF1euCJP7Brd5/wAJFwtNteogMDbUkkhTI7CB27bzXHwvLjfY3DqYqIWAQrHf4YPaBON/XFsxZVwnL1CwJEwTuQTER67ia9NybkHTrvKfDMFCrIAzHzAyAPLFYvB2mZlCltzJj4TGrSfkO+8eteqtXkuo41FVGrZ3DFlaGl1KiNtu0Cd6wdhI81xPDm7xLcGFYq0agHUeF1jcmRH3zOa9ZwVuxw+iygAAtu2jquMSpRQWMA+eSImO8V5fl92ANUrJY/wDqFuo4nUZMAT866uH43TeDOx+GCBton4Y+hjOw3pKvBka/MNSqbiPaAtqxOjQADBLLvG+nEiSPUVRZ44tZV1YKrAMBEDrycDyz57CjmHEpcRyruOhiGLKwLGIQT+Y49gvtPnfw6lzwltGy8ozlmyVKnaM+UDGJHbM1NUU0V5gBJUToz+WTG0sck+ld17mAtqAJXdjIYKJnuMHYbftL51w8Na6WNyFWGAeTiSRAJOSc57b1TxV1UYFNRIgqO3uM575gVCWy9eZJdZUvFkDiVZlYKYmQBPoNu5ovllIW3qKgjJw7FsAkeUlf5AlOL4lrnWSw2MEmfQCTP61XwXEjKXEBVoEkKSACDIYjBn1qbrJY3Lr97xwS2oP0sAYKmYJaYBPTHlkGty4qrY0rqkwx8NRpWY0JqOXPmQQOwEb1W7qqisAqaSCIUxHbr239ifWrrPEB7Z0sNyWwxJczmJ32jyjbFGyox+FZFRLlsCAMB8kALHoATq3A2+VLzDmQYgbaQAMnBEQRqaanjiotC2hJknWIOpYAChZwBEyAMT3rMucu4m8QBp0logmA39mRBq+SN9I1OHteKsnCzjGlQudRzvt27kdgafmBS30ogAOQQzFmXYZMADO0SYHtXRY4LwLSrq1kwCxKeGg8wIMtuD5etVcbw/jt/vbYZgqp8UlZMnVgbNMSJg79wrgjhOPUsqFiijEKoYs2AAQQe0+09+3Y1m11hbkaRLKQqepgMN+mDA71hNylrVz4zKwBpDK0nuRqPmMVpcLeS46q4kiUgKoGe223oBg9vKWip+z0nNeIUAarryDp+K24UaS0mVH7uQTOIxXnLnEzc8MqSALiq5QK64ksVBMLIA1Y7TFdN3jFW4jXHJ0wp0FRKgbamgnt7eVTytS4bTd0nGlhoDGSJGdxBHcRPftLpGVpszuLtFYe4AupiRDKdKjVBkEwNj2O/lUG+GGo6W88CQCI9cR960uO4UvFq2C7jqcvCmRnIHfIHrVHD8v0IdUlyIwT3EFSDiN+ox2rJStGLu+CzkzW3QXGuXTpAQWl2hWhQJnJBUk5J7aai9xGkup8ugal1hcncSInO+496tsWbdtSEJXIaOokspJPVkgxA2zBqLl1GlSEUhj1KCCZMwM5IAOSTgH2pYG4DgHZTewVJJ8OCWuQTI26Z0nz3rJ5leQtggKSWAAIW2w3Xbz9hivV8v4nhwotIQuWcahm42kKYkbDHrivI814a6GlQSi6tT6Zh4xOnafOIyPkTsjRzWuMHmexnMA/mMGBt616rll92AypgSjAqyyonQxzKmfka8E5dfiUPsQQcdsYkHJG/wBK3OUcdcUkPIAyInSG6YM48lMbfPFWiJnrrXBWXLWuJto6lSFZgpcGVIE/ECYiRvI+fn+ItC0wRRKoShQzlMiBn5j1z51o3OKs3DbuIw8RQQVzkmZI7EYXv2UxisvjeNXxNJgA7dviJ0+maqM2a9oWnSAT0qsQIcIYAU+YBMeQ1Z86y79+0y6DoKTux0lXDAEk5MSV/nZUc2ydxGqfUDdfYx9s0nLeELaSwXqtJc0gBrilxqBDHZtSkYGIGatGJ28DZWyctNphKFtKurT8D+sbbjBzRWdxPEEk6IwxRgdMa1jPvB+xqam0FNliUuEkzpI9dOhse1dfG73PQwPQG88j2wPpRRTsG9xY/rHHy+WqI9sCsXmQEOe/ikT3gveBH/Kv+EeVFFYorMJrrBL6AnTpTpk6c+JOPkPpXqOSIAywAJuWQYxIKvP6D6UUVX5Ijm52Yt34xFt2EYhtQyPXO9eP5Sx/pbCcMcjs2V386KKyj4BsOZfPr+rVy8ag1PgYURgYz2oorU/yIx+T54ZicnWMnJzbBOa6OGJHD3CN/GUT306Bj2oorH/JlRocuY/1pkyq9J7rMzHlNc/COTaySYOkSSYXJ0+3pRRWT8F6KFUfc/qa5yJJBzDCJ7bbUUVI9GB6uxnhGnPQu+d0JP3rh5TbXwHMCdXkJwuKKKzXhmxnH+dfc/batD8Pmbak5Ops9/gHf5miiojFHTxOeEVz8RuMC35ivVid4rjvj+sT95ran95CglT5jAxRRWXRkVpm6AcjUu+RBmay7uTnsx+Xxf6UUVph4MATz7/feqeXMfEYSYBaB2G/b5D6UUVtHZ67ligNdgAf1Y+9gk/U5pyAQxO8lZ76dFgx7SSY9TRRRGxmbw3UxLZ+I5zmd81xKxMEmTrGTk/WooozBl/LCfF9tMeksZj6mtzmf+9I7Rt270UVgvAR4Llbl+JAclhIwcjz703NsX3UYAe6ABsoGqAB2FRRW0xOz8PnqH9u59NTV38+wVjEuAfUQMVNFV+TPou4gdY/u/dM06XGNtASYFogCTAHUYH+FfoPKiij6MX5Oazm2jHJYEsTuzSck9zU0UVSn//Z
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Los cañonazos militares me los han encargado. Habrá 100 millones, en honor a los asesinados por el comunismo.
 
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