Buitenlanders zijn met hele troepen ons massaal komen overrompelen en vertrappelen. Zij glipten door de mazen van alle open grenzen, en zo stevenen we af op een nooit geziene overbevolking die zich schuldig maakt aan conflicten over de hele wereld, botsingen, meningsverschillen en onenigheden alom. Agressors en veroveringszuchtigen raken geagiteerd, prikkelbaar en oververhit. Burgeroorlogen her en der kunnen nog orde op zaken stellen en het wankele wereldgebeuren weer in evenwicht brengen.
Jean-Paul Sartre (°1905), Frans filosoof en schrijver, wist het toen al: "L'Enfer c'est les autres"...
![Afbeeldingsresultaat voor helmut schmidt das gibt mord und totschlag](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxMSEhUSEhMWFRUXGB8XFhcYFx4YGBYWHhUXGBgXFhcYHSggHRolHxgXITEhJSkrLi4uGB8zODMtNygtLisBCgoKDg0OGxAQGy0lICUtLS0tKy0tLS0tLS0tLS0tLS0tLS0tLS0uLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLf/AABEIAL4BCQMBEQACEQEDEQH/xAAcAAABBQEBAQAAAAAAAAAAAAAAAQIDBAUGBwj/xABGEAACAQIDBgIGBwUHAwQDAAABAgMAEQQSIQUGEzFBUSJhMnGBkaGxFCNCUsHR4QcVU2LwJDNjcpKy8YKi0oOTs8IWNEP/xAAaAQEAAwEBAQAAAAAAAAAAAAAAAQIDBAUG/8QAOxEAAgIBAgQDBQcCBQUBAQAAAAECEQMEIQUSMUETUWEiMnGBkRQWU6Gx4fAV0QYjQlLBMzRicvFDJP/aAAwDAQACEQMRAD8A8SoAoAoBRQCmgAqaAWNbm1AOeMjSx7+zyoBlALQCUAlAJQDgaADQCUAUAUAlAKKAdQAaAjNAAoCUUAGgGmgAUAtAFAFAFAFAF6AYaA1t1dmLisXFA5YK5IJW2bRGbS4I6dq5tZnlgwSyRW6NMUOeaizq9p7i4ePaGFwivMUmVmYkrmBVXIykJb7I5g15WDi2XJpMmdxVxapb129TpnpYxyxhb3M/erc7gYuPDYRZZi8YexsxBLMv2VFhpXZwzXT1eF5JpJp1sZ6nCsU+VGpgP2V4hrGZ1iHVWN39y3tXc8hioM38N+zSFD6ZPkFFveQSffVXNl1BEe0Nw1A0jU2+7o3w/KoUmORHIbT3VeFWyEuo+yR41727irqfmUcKOTmjykj+iOYNaFB8Eeaw87H1GgIwlxcewdfXagGEWoAoB1qADQCUAGgENAJegHCgHUAjUBGaAQUBOKAKkDDUAAaAW9AF6AKAKADQCUAlAaGwsIJZo4zJwszW4hNgnnca+XQai5FZZ58mOUuXmrt5loK5JXR6q2wo9oYnjs7rhcPEIkI8LSEXzNnPojW17X0vpXk6XHk0ullKUbk25OK9eio68ko5cqSey2s6XdtuNiJZkuIwgiRuWaxJJHW1ya24dpZYdPy5PebbfzK58qnktdEPxeNaFpS9yg4eX1sxQge0X9teI55cmKOmi3zKUr86judlRjJ5GtqRBiJpAFiDEO2IKBv8MXkJ/wBItWsdbcoZXdQhbXm3tv8AMq8Wzj5svx7TBAJjkUF+GM6lTc+iQD9k11x4nKpKSVqLkqd/JmbwLan3roZOMx8LLM1mIicI9xoSWynKTzsedaY9Zlc8anFJTVreyJY402n09Dj9u7lYd5ZxHI6yRx8XLkHD0XNkLXvcjty8+VRh4rlcIZJQXK3y9dys9NG3FPdK+hzO7mwROskkrmOGOMyM6jMcgHiyr943tr516Os1TwqKirlJ0l039TnxY+e76JWbWP2dh3wOBSKRhFJO4MnCJlt4zlZI7lmBFtNOR5V5+LPmjqszkt1FbXt9WbzhB4o10t9iCbcFC2GyyzRLPI0ZE8YSRbIzghQftBSADY6irR4tKslxTcUn7LtO3X5dyHpVtT6+aMfe3dxMIEKmcFiVKTRZSLcmWRLxsD2BuNK69DrHqLvl+MXfyrr+RlmxLH5/Mv7t7npiMMMQ7zHM5QrBGJDEB9qRb5j6lBNrVjq+Iyw5vCSXS7k6v0Xb6l8WnU4czv5FPC7vQpFJicVNIsImMEYjj+skYc2KuRkUAHQ66EevaeryPIsWGKcuXmdvZL4rqUjijy80ntdFLeHYgwmIWJpM8bKsiyAWJiY88p5MLHTyrXS6n7RickqabTXquxXLj8OVXt/wbs24BH0z60kQAGA5R9feIykc/u9vOuFcWT8L2fe97/x3r9Tb7L72/T89rJU3BVVLu8z5I4zJHDEHk4sgvw0F+SixJP3hUPizk1GKStum3Spd/mStL5+nReZIm7Bwox0bS/ViGOTMYQXaJmboxujizDTqKq9cszxSUd+ZrrtaXp1Q8Hk5lfYt7a3Ow8uKCQF0SLDiSVY4szEWGThgG7yP4r35W61lpuJZYYebJTbk0rf1vySLT08XKo9ErZnx7ghp4k4kkcU0LyqZI8sqMhUMkiHTTMDcd/fvLi3LilLlTlGSWztO+6ZX7Nckr2avpvsU5d3sEsLYk4qXgM4ihYRAsz5AXZlJFkBuLc9D5X2Ws1EsiwqC5qt79F2V+bKeDj5ea9ui2Lkv7P1SWYGSaSKFI2+qizyyPILhUQHkOZJ/4xjxZyhGopSk2t3SVd2y/wBl3e+y8lvuXtmbsphfp0cjHhvgxKkjRWkRGLXvGdRILEWuPZWGbWyzPDKC356aT2devkWhiUOZPysbu9uthBicKxZ5oZ4XkjSRBfMg1EgDWsL3HPUW86tqtfn8HJFJKUZJNp+fkMeCHPG900cDi1jDsImZo7+FmGViO5AJt769yDk4rnVP0OKVXsb+A3dgOHhmxE7xtiXKQqiBgMrZS8lyDlvbl3B1rhy6zJ40oYopqCuVuvkjeOGPKpSdX0NiTYP0aLGRLIGSLEYdfFGuZsxjPpXutr8hzrjjrPGlim1TlGT69Ks08Lk5lfRosbzbu4fEY3FpHMyzovF4YjAiyrGl0DXvntY3sB4vWapo9ZlxabFKcbi3V3vdvevItlxRlkkk9+vQo70/R8C+GbCgFnwy5keMFJInD+OTxX4hPTpYWNb6J5dTHIs3RSdNPdNdl6FM3LjceTyIth7lpNhY8Q8kx4mbWGISrDlJA4qg5yTbko/OrajiUseZ40ltXvOrvy7fUjHp1KClv8kcdItmIvexIvYi9ja9jqPUa9VO1ZysaakCUA6CFnYKoLEmwA5mo6A9v3H3QTDoGkVWmI5W8KX6ebedYudvY2UaO4hiRFyKoNxrp4QPOl0Vqx2HCoLKAo/rkKmxRgbfwrySRjwiEOHZi2rEA+G1tdSD7K4Mehhj1MtRe77HQ8spY1CuhDNhp3xCSFcqRhsh6szAC7K1iNAR7TWOLheKEckbdT/Lr0NJahtr0KcWyZeIhEEcao2e+cuzHoAT6K+VXjoZcslOd2q6JV6+rKvLuqXeyHE7Pn+jyJkXNLKXbxGyjiB9NNe1X+xxUsbv3FXx2oc7akvMhkaYHEScNc0gyBcxtbIFve3PS9qy/p8fBji5vdd387L+I+ZyrqqMeTDGG8qIr5ouDPCxIWRLfZI1Vhz0HeuvUYFnSV007TXZ/wDJjFvG/R7NHORb8GH6OseFREgZyqZ2Nw6spBYi+bxE5u/S1YS4Wp87nkbc0k3S7fzoQtTy8tLZEM+9ymONRg4+FHMZAkjtLnBRlYOX1Y3JIbpYaaVpHhzUpTeR21VpJVT2qv0KvUbJcuyZS29vR9IgTDJEY41fieKVpmLZcoAZ/RUAnQVpptF4WR5ZSuTVbJJfRdWVyZuaKilt8bH7v7yphkUHDB3RsyyJK0LnW+WUp6ajsemlNVo5Z26nSapppNfK+jGPMoLp/wAEn/5dxBMmKw6TxyS8cJnaMxyEW8DLc5baW9feqf09QcZYZOLS5bpO16lvHu1NWm7MreHbD4uYyuFXwhERfRRB6KjvzOvnXTpdPHT4+SO/dvzfmZ5Mjm7Ztx7+SgYQcNT9Gve7H64cPhDNppZCR151xvhWJvI7ft/lve3zNVqZLl26fmRR76MXxJmhEsWIcOYxI0ZRl0TJIuuigA97CrPh0VGHhypwVXSd31tELUNt8ytPsRSb2EjFBcOiLiI1jCqSBGqkkHl4ibm50q60K/y25NuLb+N/oR43vUupek37LSBzhl8UPAxA4jWmSwylbC8bDWxF/SPlWK4WlHlU3tLmjstn3+Jf7TvddqfqQw73iOYSx4ZEVYmiCZyWOa13eQi7NoOlaS4dz4uSc23ad0u3ZLsVWepWl2otbqTo+CeCV8I2WXPHFiXaIK2UDiK4PiXndNOves9bCUdQssFLdU3FJ36V2+JbC7hytrr32LG8e+ca4vEKqriMPIkaPZygLoPTjdeWpI5a2rHS8Ol4EG3yzTbW17Ps0y2TULndbp1+RitvdriQmHRFnhEAVWPgUX8RJHjbU3JtXX9gvk5ptuMub4/2MvH60uqom2fvk8RwZEKn6Kjp6RHED8+nhI9tRl4bHIslyfttP4NEx1Di47dCltPF4VsOqxQrHKZmawLOyxZbBXdgL6m4tflrat8OPNHK3OVxpLst/NIpKUHHZU7Oj3XxMb4SJJJMITDMWRZ3MTQ3a5ZdbSg88vK/O9q8/WQnHPKUYz9qNPlVp/2N8LTgk2tn37f3Ke8W9imXGJEokjmmjcSXI/usnIW1BK86vpOHuOPE8jpxi1X/ALWVy57lKuja/IZjt+M7zzJhI455k4ZlDscsZAB8BFi9h6WnIad7Y+GcsYQc24xd1S6/Hy9BLU220t33Mnb23VxSQBoQskUaxGQOTnRQbDJaw1N7611abSvBKbUrUm3VdG/UyyZedLbdbF3YO9a4ZU/sqmSMm0iSNEX1uBMqaSW8/wA746nQvO37fsvs0nXwvoXx51BLbdfzc57F4hpZHle2Z2LtbQXZiTYdta74RUIqK7KjCTt2yI1YgSgPQf2XbJDZp2HJrIfMDU+z8awzS7GuNdz1fDSACw/r+vjWaLsdJibfr8zU2KEjkLG3M/1qfLyomSW8gQZzz+8dT6kHQVeqKXZlYjHgnmfa9vkKo2axQz6TpoWHqYMPiL1BblKuIxR+9f2W/wDtUWaRhfYqly1VsvyFTFYY2JFWTKuFnmG8uCWOYsdAwuE7nry6V1Qdo4MkaZhzSFjc1YoMFASCgH4eEuwUWue/Llf8KrKXKrN9Np5ajKsUOr8yxjNmvEoZspBNtCT37jyqsMsZukdet4Vn0kFPJVN1s/2QmE2Y8gzLa17an9KieWMXTJ0fCc+qhz46rpv/APCJcA5kMYAJHPsPO5q3iRUeZmS4dnlnlgirkuvl9SxLsWVRewPkDr7iKos8G6OrLwPV44c9J/B7jcFst5FzKVte2pN/lUyyxi6ZnpOD6jVY/FxtV03f7E0ux5QL2B8gdfiBULUQexrl4DrIR5qT+D3/ADoiw+y3lXMpW17ak3+VWnmjF0zLScI1GpxeJBqrrf0+Qk+xJVF7A+QOvuNVWeDNM3A9XijzUn8H/wDDOWtjxycVIA0AxqgAKAKAKAKAKADQCUB7psPCjD4aOMcwoB6XJ1J9fOuSbtnRFVsasclh51RFhVJblz79B+ZqQTzY1MOupueZ7nzNWTojlcjnsbt+SU2F7VDkzeGJIjjjc8z7KrZuoosCH2HvUCiUJ7aEoeqjrUAikYGlklPF7LixcLROBmF8jEXselawlRx5obnkG0dnvFI0bizKbHUV1J2cbVMqZTUkDgKAt7H/AL5Pb/tNZ5vcZ6nBv++x/P8ARmttE50mX7pB+Cn8Grmx+zKL8z6DiUvHwZ437rT/ACT/ALjtnEqkSjS4LH+v+oUyK5SZbhzljw4Mcdm+aT/nzCOQIZzoGLG3/SgP51DV8qJx5FhlqZf6m3XyjZR3exLF2Uktdb6nqCO/rrXPFctnmf4f1OV55RbcrV7vun6lsaRSoPSu5AAP3uQ99U/1ps7U3HSZsMfeubVfHsN2IJFzlrgaekbWOtzr5VOfldUZ8DWpxxyPJaW3vP42NhmBglsdfG3svpapnF86+RGnzp6DMov/AHv5X2It3cQ5Lre+lxc8tbVOoiqTMuAanNKU8d3te76GVjFtK47MfnW8HcUeDrIKGonFdmwq5zCUAx6AQVAFoAoAoAoANAJQHv5Gg9fxrjZ0oRDmN72Ucz1byHaq9CxDjNuJELLa/S3SpVkqNnOmZ8Q976X1NGbRibeDwoQVU1LRIFLJQmcedQSNzjvUAbJIToOVSCCRh6qAbDLkYGpTMsitHN/tJ2MWC4iMXNrNYdutdOOXY4MkTzbrWxkPoC3sj++T1n/aazze4z1ODf8AfY/i/wBGaym88qHkyD5AfImueqxp+TPoFJS4hmwv/VFfz8xVf+0qg5LHp7bfhaor/Lv1LY8i/qUMS6RgOQXGIA18Tf8AxiofWJpD2oapJb8z/OJl7toTISPu2/7l/I1vqfdPE/w5FvUtr/b/AMo1BORFKy8wz29/OseW5xTPb8dw0mfJj6qU6+pFsnFNLmWSzDTpz8iKtmgoU4nNwfWZNc5489Pv089gjW2HlUcgXHupJ3kT+AwxUOG5oLonNfmVN2U8bnsLfH9KtqXskcX+G4N5py7JFaLDcbFiK+XiTBM1r2zSZb262vV5T8LC5+Sv6I8fWVPVzrvJ/qbEm7Njjxxf/wBO32P7zxFfveHl51zLXqsL5f8AqevT+5l4Hv7+6aeI3GjWSWBcXmnSLjKnCIUqFBIZsxsTfpfTXyrmjxWThHI8fsuXLd73fZGj0yTceberJN2N2oY8RgjPMDNMBMsBizIYyGsGcn0iATytcW86prddkliy+FH2Y7c1736LyJw4YqUeZ7vejjtsIBiJwAABK4AGgAzmwA7V62nbeKDfkv0ObIqm/iVK1KBQBQBQAaASgPoCaNiua2nT865GjpTMDbOPYeBP687VVRLGVhtkPKwZybdau9kWgdBDEEFl0rFs6UkWraaVBYM1AROxqaJRA2KtoaE0KmI0udKChqzX1PLpUkMVrMLVBVolxC8XCstrsAdD1NuVaxZxzR4xjkAdgBbXvf511LocrIqsQTYOfI6uRcDp7CPxqk480aOrRahafPHK1ddiw20BxuKFNuVr9MtudU8L/L5TtlxNfblqox28vlXUbDtG0zSlSQbi19Rytr7KPFcOUjDxJQ1ktRKLd2qv/kdHtYrI7hbq51Un8e9Q8VxS8i+Pi8seonljG4z6xb/5Jn20ADw4whPW/wCAGtVWB37Ts6MnHIRg1p8Si33/AJRDBtACExFSSb+K/ervFc1KzlxcTjDRS0zjbd735hs3GcJiSL3HQ2q2XHzoy4Zr1o8jk1drsWI9rIoKmMkFi2pHU3sdNaylhbd2ehh41hhCUJY205N7td+wxtuBRaOPKfXp67AUWBt+0xLjsYQ5dPj5f55Gds7EmOVJRqyOri/UqwYX91a5ManBwfRqvqfPqTUuY6zaG90TrixHhOG2LA4jmUtZgb3AygW1Onn7K87Fw2cXj5slqHRVWxvLUJ81R6+oj75XxkmL4PpwcHJn5eEDNmy+XK1SuGf/AM6wc3SXNdevQj7R7bnXagwW+UaHDSSYQST4dRGknFKgxgEC6WPiAJ1vbW9Rl4a5eJCGSozdtVe/x8iY6hLlbjutjlsbiOJJJJa2d2e3O2ZibX6869HHDkgo+SS+iOeT5m2Q1cgKAKAKADQCUB9BfTc2HjswYFQSRyOnTyrnkbxMSVALv7qoaFjBOMoB7X99QyyGNqQbVmzpRYzZRQkp43GZRdrVKJuigNpA8qloc5agYEXqpeyvjcZl0FSkUkwwsEr2ZmsOgAqbKpFiVgAddedOpL2I4MfkV2OoXU+rnf8ArtV4o5Z7M8ox+J4krvYDMb2AAt7q6ktjjk97NPD7LjZVPE1IBsCNNL8qwlmkn0PpNPwXTZYRfi7tdNhZ9kxqCeJqATY2uTaojnk+xOo4Jp8UW/F3SbrayDC7MBTiSPkU8uXzNXnmqXLFWcml4Qp4PHzz5Ivp/PUZtDZWRc6NmXqe1+unMVEM3M6ezGt4P4GNZscuaG2/xLQ2JGeUpPqIPyqjzyXVHfHgOmntDLf0IcbspEVisl2FrLcXve3KrQyyb6HNrOEYMOOUoZLa6La7JI9jKABJJlY8hpz7a86eO/8ASi8OBYopLPl5ZPotuvlv1K02zmWQR8y3I9LfpWkcycHI87NwrNj1K0/d9H/PIutsqG4Quc5Ggvb4W+FYvNOuatj1/wCjaKMlheR876b/ALfkV4NigyOjMbAAgjqCTz91WlnqKaRz4OBKWonhySqkmmu6ZQw+GBm4dzbMVv15mtXKo8x5WHSxyatYG9uZq/may7HBdlzHQA9OpYfhWX2h8qdHsx4BB55YnN7JP63/AGMlhYkdjXUuh83OPLJryZJgMLxZAt7CxJtzsB/xWWSfKrOzh2j+151julu38ET7U2aIlUgk3Njf3j8azxZed0dvFOFR0eOM4ybt07/INmbN4gLs2VB8dLnU8hU5MvK6XUrwzhS1UXlyS5YIsjZUUinguSR3Nxfz0FvXVPGlF+0juXB9JqMbelyW15+f0RjEV0HzLTTpiVJAGgEoD2DZeJQQxxPIxkVVJNrJmK3y2AsRrbXtXJOTbPQhhqKskxzqRZPRAsPLQ0W5lJNEcclzb2UkWhuy28liOwrM6a2GfTVF2Y6AXpQsxzt9JWsuXnbL6TfP8KvyNblPFjdFSecEnw28x0PmDyoWo2N3omdTmFUl1LRZm7awjrISASALjyq0WisrsymXEGRQwIXTQ5r8+4766VquWjCficxpMzo9rHhkcjzXsfKs9jZJ1uW8UmUkEmxSzEDW3cDqamJlmVI81x+HEcropJUHwkjKSvQlenqrqRwsn2Qo4q+3/aapm9xno8IinrIJrz/RhtkniG/Ow+VMPubE8a5nqnzdaRd2yfqkFiACB6/BzrLCvbbPU4zKX2THGmkmvn7IYYE4RtdBm+d/dUT2zItpVKfCJ77LmKm7y/WN3CXHruKvn91HDwJXnltuo7fVFbGORMzdQ9/be9Xirgji1c3HWSm1upWa+KgGICvGdR3PLyPY1hCXh2pHvarTx4io5dO7kvN/k/ITBzu8wEgsVB5C1r28+VWnGMcfslNDqdRn16jqFTjGXTby/IztqSFZ2Yc1YEX9QNaY1eNJnlcRm8WvlKHVNNfRGhsbGPIzlgCQoA6X1JsaxzQUUkj2eD63NqMuSc95KKr6iQ7JdZBLcelmtbueXxqXmTXKZ4uEZ4ahahtdbr4l9VvK/Xwr82rK6gvi/wDg9dR5tZkvf2Y19ZHNvzPrPzr0F0Pgcnvy+L/U0d349XYjQC1/iRXNqOyPof8AD2JXkySWyRJKTJhcxtca+5tfhVF7OU3yN6rhTm+2/wBH/YVDbB6C9wb+Xi5065iYtw4Nsuqd/NlTZ0M6eKNQcw5m1rX9daZHB7SZ53DsOvw/5uCHvLvXT6lCa+Zs3O5v6761tHoeTm5vElzdbd/G9xlSZgaASgPTNnEPAGBAzqmvbwAH4g1xyVSPXi7xxfoXMJIOII8+a3XztY+2iMZIsww5bX7mkuhGJbl5sNmH9a1Q6GY+P2cz/VnQHVtdSOij86spFGrKsOzoonzANfsVB9xqzk2iqwxTsvRRBn9ADrc8/wBKpZt2OgwAAGlVKlfbMNiGtUkoyXgk/mHYg/lU2GPg2cetwCdT1pZDRj79YkxRqYzlOYKCOdufP2Vpi3ZzajaJ57PO0jl3Ysx5k8zpauo4mW9kj65Pb/tNZ5vcZ6PB99bBfH9GLtsfWn1Dz6VGD3DTjn/duvJfoXtqqXhjKi/I2Gp9HtWWL2ZtM9bi0ZZ9Dilj36dN30GovDwjZtCQdOviNhpUP2syoY09PwiXPs2unf2nsVN3R9Y3+Q/Mda0zv2Tg4BG9RL/1ZXxQBxDA8i+vqvV42se3kceqjGWvkpdHP8my/i8KYZFMINiOmut9QfKs8c1OLUz0tbpMmi1EJaRPf4u/R+nxNSUgSx9CQw9mh/CsIp8jPoM0oQ1mL/c1JfLZ/qYuNwpbEhbGzEf6bC+o9tdEJ1js+Z1mklk4lyOLqTX02vc1MFh0jlZUH2VJvrrmP4WrnyScoJs9/Q6bBp9XPHi6cqu997ZjYQ/2n/1D8zXVL/p/I+Z00n/Ulv8A63+rN6MfWv8A5V+b1yv3F8WfV40nrMi84x/WRgtg5LnwNz7eddqyQrqfGZOH6pyk1jdW/wBTT2eRHhyzDQkkjqfsgVzZbnkpH0fDZQ0vDnkyLZ3a7vtRLs+WORGVFyjkQbdRz0/rSs8ilCSbOjh2XTarDPFhjyryfqupDhlLYUr9oBhbzDXq8nWWzn08Xk4TLGveXMvo7Gbvs5DA3ygC1xpz11qdRXbqZf4flnkpKV8iSry9THxf94/+Y/7jXTD3UfN6v/rz/wDaX6kVWOcDQCUB2W6uIMmFki6o2g/la5HxzVz5VTs7tNK4uJq7soA735gXHvUVST2LqO50kpN79P0qrZaCplqDEaCqGjQ7Exq/Wx6UJopS4GQ6XX8amwSfQxEt2Nz1/IVALeD58iKlBlrGqGQg0IiZeHlKgK9gfgR5UL1ZJNFcXBNCTjN/ISYL88rAnyGv51th945NUnynApXSeeWMPMUYMLXHf1W/GkoqSpm2n1E9PkWWHVeYYmcyNma1/KojFRVItqtTPU5PEyVfoS4XaMkYsp07EXA9VVnijN2zp0nFNTpY8uN7eT3IMbjnl9I6DoNBSOOMehnq9fn1TTyPp2WyG4PFtExZbXItqL6Xv+FJwUlTK6PWZNLNzx1dVvuMmkLMWPMm5qyVKjDNlllyPJLq9y/BtaUDLcHpci5t66zeCDdnpY+N6vHDktP4rf6kMmIYtnJ1HI9rVqoRS5UtjgyavNkyLLKXtLp8iy23JLWyoT31/OsPs8bPW+8GocacY350VINpyI7OLEtzuPlV5YotJHHg4pqMOWWVNOUutoiw85D5/tXzeV6vypqjlhqJwzeMveu/mX12pIGLeG5AB000JPfzNVeCLVHdHjWpjklkVW9nt5X6+o798S/y+79aj7PA0XHtXd+z9P3Kk20XZOEbZRbprp53oscVLmObLxPNk0607rlVdvIbgsa0RJW2vO4vUzgpdSmj1+bSNvFW/W1ZLhdpOjMwtZjcrbS/l2qssSkqNdLxXPp5ynGvadtdvl5Esu2ZCQQFFulrg6W11qFgijoy8d1E5KSSVdjPdrkk8yb+83rVKjx5zc5OT6vcbUlQNAJQG1ujtDhT5SbLJ4Cega/hJ9untNZ5I80TbBPlmeifu6wLeg500OhHcVzWd8kWcxKgdR8+tQQi3CgIqC6BY6gvZYTw1IuzPxuM8S/dU3PuNvwouo6FCbfKEPlzWI8jb38quoNmTnFOmxMVvOtjY3pyMnniZ0OPmkXOVKhToDzIo0lsTGTZs4XG3AN+dUqjZboy98Is+Elt9mzewMCfhetMW0kc2pVwZ5mldZ5ZJViBKEiGoBq7H3dbERSTtLHBEhCGSQmxkIuEAUE9vfXHn1axTWNRcpPel5ee5rDE5JyukdDvFueDOiRcKCOPCxyTyFiUDFnUtpcksRpbnauHS8RfhOU7lJzaiu/b9DfJp/apbJJNmVHuVO0xiWSIgwHEJLmPDkjBA0NtDrre1q6XxLEsfO0/e5Wu6ZmtPJypeVkqbmSF8Msc8MiYnMEkUtlDICWVgVv0NtPdUf1LHGM3OLThVp9afQfZpNxprcr7T3beGD6QJoZVEnCkEbEmOTsSQAfWO45862xa6OTL4XK06tX3RSeFxjzWn2INk7vNPG07zRYeEPww8pIDSEXyqFBOg1J5D32Z9Ysc1jUXKVXS7LzEMTkuZukXIdxphxTPLHAsUnCLNmYFyoYHwKbJlZTmNhrWEuJ43yrGnJyV0qW3zfW+xotNLfmdVsYn7vZZ+ArJI+cIpRwyMSQFKuNCDcV3xyxePxHaVXut/oYOL5uU19v7snCoxbEQM6EB4wWWQE9UDqOIvcrXNpdetQ1UJJPo9mvyuvgzTJgcF1RqbX3TZ58Rl+j4dIEiZxncoA4PiDMt76EkW8heubBxKMccL5pOTklsr2NJ4G5OqVUZ77kzcdYxLEY2i+kCe5EYhHNjcX0uNPMedtP6lj8NzadqXLy978iv2aXNV9rv0Jt4diQwbPw0iGOR3mcGaMkh01yizWta1rWuCKrptXky6qcJWkorZ9mTkxqONNefU5OvTOYKAKAKADQCUAhoD0TdjeFMQiwzvlkUBVJNg/Y3+93Fc08bTtHdhzJqn1NvjoGZFa5S1++t9faQazpmzaNDANoe1Q0TEvKoqC5SxuKCihayLCxjLduZ1/KpKtmdjtiQtc8NQT1t+VWUmUcUzKwu7yRyZudunarObKrGk7NgLYVQv0MppeG9ujcvI9amrJUh218RfDTA9Y2+RqYe8imZ+wzzqMV2I8ocakCUYA1AN3ZG18OMJJg8UsuRpRMjxZSwcLlIIYgWIHPzrgz6fL48c+Jq0uVp3VXfY6MeSPI4S6Xex0A3+g4rZUmjifDRwkrlMsbxs5VlucrLZ7a2v2rg/pOTw1bTkpOW9077Pubfao83eqS+hWbfSLjO39odPoj4dC+UuZHKkuVBAVfDyBNa/wBNm8aXsp86k6uqXb1fqV+0Lmb36UQ7v71wwJgVZJCcNJK75QtmEgcLkuwufEL3tVtVw6eWeZpr21FL5eZGPOoqKrpf5lbZeLE2GkwKq/EmxIlDWGRUAF82t7ix6W866JaVrURz2qjHlKwlzReNd3Z3eF4OGwywR8ZUU5s8eUuzHRswfTXy5WFefq9JPLm8aNPaqd/XY9CMFCHLv8jlsLvrEss7l8XCzSAqyMkt41UJkkSTw5tPSHcDkNdcnDZvHCKUJJLumqb7prt6fM4450pN2+pzm2tqx4jGPiEiyRs6tkBykgAA+JfRZrE3HInrXoaXBLFgWJyt11/nY58mRSm5UdHt3e+KXCywL9ImMlsgnWO0FjclZFJdz0ufzvwafh2SGaOR8sau+W/a+K6I3yaiLg47v49iLbm9sMwxuVJR9IjhRLhdDGSWL2Y6Hpa9Tg4ZkxPFbXsOTfz8iJaiMubbql+QYffGACGJ45TEMGcJPbKG1t449dbW6251E+G5LlKLXNz88f7MlaiOya2qmZm3Ns4Z8HDhMOswEUjPmlC+INfXwnQ3PK3IczXRg02aOolnyNbpKle1fEznki4KEb28znK9AwCgCgCgA0AlAIaASgOm3LzJPlN/GhuvWw1ufMVnkVxNsLqR6JgmsCB7K5juTJDjdNelRRezCxuILMv3c3iPxtUpENjl2xmeyq7AfdF7eu1W5SrZJNtOX7MEp9aEfOoosisk2JbTg2J6sQB8DSkWp+QLgZyfFKg8gtz86WisolZsIwfJI17eJW79PfU3sQkUdtyHhyKDpkN/dVodTLM/ZaOPSuo88U1JAlGSIagERqAORCeQJ66C+neobS6l4QlN1FN/ABUlCWNTzA5c6lMsoSabS2R1O4mGvJLL9xLDzLH8lNZZntR0aRe1Z0uKxBAN/srf3C9c66ndKVKzypgTdrHXUm2nOuvboeTyya5q28ySCrIqTirEAUJ0AJo6SLQhKbqKsrrGTyBN+Vhes7SLLHOXRN/ISpKBQC2Nr20oTyurrYShAUAGgEoCc4GX7hqLJosQ4fhDO48X2R28zUg639kuCM2Lmc8lgYX83IUfDNUpXsE6dnUrCyOVIt0Irjap0egnatGfjGIvUFyN5FMeQWu2g9Z0qO5a7RsYONI0CqAAOVvmarZNDcTiWHLUVIMuWQsevqFWG5NBhWBuf+KiyKGbTjWw1sb6HtRBs5nbJAikA5nT16itoLc5879k5RBXQjgNLZkEcnhKsW1JINlC+dY5pzjuuh7vCtNpNT7GSMnLe2nSS8yOWBOHI638L5V16afmaKcuaMX3RTLo9O9PmzYr9mVR37bEW0IVTJb7SBj69Ktjk5XZz8Q0uPAsfJ1lFNiYXDq8cmnjXUa8x10/rnVZyakvItpNNjz6fL/vjuvh3NGCFY5WRbgiIljfrzI19lZOTlG35nr4dPi0+qlixtprG23ffy/QZgdmJw0Zldi/3eSjuaTyyt12KaThOB4Mc8kZSc/LpFeZGYSkUyc7SKPYf0q/NzTjL0MXglg0uowrtOKv47G9sy+HUon2rFiepA5eqsZZXLdnpw4Phxp44qV1fN2vyN+NOLHc6B1Iv2BFjU9GeDLdHF4Rfqkg6vGze24y2+PupL3nPyZ7WlSelhpP98JS/sZpgAhR9cxYqe3X8q6Yzbm12PBy6OEdFDN/qcmn+ZorgE4jrY2UAhQdST66yeaain5nqx4TpnqcmPdqKTpPdtjIAFeQKGA4RIDcwdKmcnKCb8ymkxww6nLHHFpeG3UuqHbIgJRB9YupINwALi1wDqdKpmlUn0N+E6eU8MF7S3bTtJK11Se79StDhYVjLyZiVcobHnr2q0pzcko+Rx4dHpIaaWXPbcZ8rrv/AGHSbNTikZiIwnEPe3YUWV8vr0LZOFYVqnHmrGo87868iTERI8cKxk5Wc8+Y01v8arGTTk5eRtqMGHNgwYsDfLKb69V5i4zZaBHyq4KC+Y8mHW1I5ZNq2tydXwjDHFk8OMk4K7fSXnRVx+HiSNSL52UMNbjperwlOUn5HFrtLpMOCEo3zyimt9vUzjW54glAdXJIEUk1XqXsi3d2M2NlLPpEp8X83ZR+NaRjZRs9Z3O2OuHWV1Fs5AH+Vb2+JNaUQO23h7SZu4+VceeNSs7cErjRz+0MOC3r1rE6EZ8kkUbXbmOXke9KbFpFvDYzNqDcVDjQjJFpXDdrcyb/AAqC6GzYxV5W9nKpRfainNtUVPKVckcxtzbGbwr31P4VpCByZcnkYk+KLgDoPjWqRzTnZEIAx52q6dFKLsTJEhQ5iW9IrYadBrWGSMpStHuaHXaXBpnjmpc0nu1XTsrIcO0YV0IYoxBA0zC3fW1TKMm0+5TTazSQhkwyjLkk015qvMi2gOIwKLYBAtie1+VWxRcU7OfiWqx6icXjTSUUqfoQ4CbgvmdWtYg6d/hTJDmVIrw3Vx0ubnmrVNNIfDtBeLJI17OCBa1xe1r69hVXjfKorsdOHiWNarLmmnU00vS/P5E2G2soRVfPdRYZGsCPPWolhblar5m2n4xjjgjjyKVx2XK6tepAmNHDkU5izMDfnyIIue+lW8P2k10OWPEI/ZsmOVucmmn16dLOyfZM1xdTcgXs3hFwCa5lGmexm4ksuO1zKbXZ7G1NAREY4gSchAA1N7Hl51N2zyuVLr+//wBPP8XtWSOTKYjGAQLOtnCgDSx9taRwJrqdmTj845V4cUoquq3ryIlx0RBVlYjOXW1hz1sde9WWKd2n2Mv6lo5QePJGTXM5Rr13p/Ma2KjaR3ZX1tlsbMCBr1q6xzUUkYz1+kyameXJGVOqp01S+JK201LsxU2yZByJPPVtap4ElFL1s6HxnDLNKbi65OVd38yPD7Ri+rLq2eMWFiLW7+uolilvT6kafimlSxSyxlzY1Sp7fEgkxiGKRLG7OXHKwHS+tX5HzJ+hzT12GWmyYadym5L/AIJjtVc+bKSpjCMNL+sVXwXVetm74viefn5XyuCg/P4oRtpRqqLGreBswzEa9729tPDk2231IfE8GPFjhgi/YlzK+/mLjtqK6kKZASdbt4bdRa/KkMTi96Gt4pizQax86b63Lb1VWVto4lZChW4CoF18r1fHFxuzj4jqseolB479mKW/oVL1oecF6A6OPCSYmVYU5nXyA7moS3JZ6HsLYRgQQqcxPpG1gO//ADW0VRVnbYSMLGoHID8asCHaGHzrbqOXrrPJDmVF8c+R2cPt9iBbkw0rj5adM7ea1aOSkDMdTV1sUe5KsLILofZ0NRdk1Qh2k462pyonnaIJNosftH2Cp5UHkZUmxDHqamijmzJxc/2R7aukYSkCCwHqqShaweJ4Zva+lvlWc4cyO/Qa16TI58qlarcuNtX+Qe/9Kz8D1PW+8T/Cj/PkKm0yfsD3/pTwPUlf4if4Ufr+xJ+8P5B76eB6k/eJ/hR+v7CHaP8AIPf+lPA9SPvE/wAKP1/Yb+8v5B7/ANKeB6kfeJ/hR/nyHrjwfsio8D1J+8T/AAo/z5EuCxDPLGhRQrOFLA3sCbXtajwqrsmP+IW5JeFH+fI73Dboh+U7e79awWM6Hxtr/wDNfz5Ex3LQa/SH/wBI/OreF6lf67L8NEJ3QRjYzsfWoP41XkruT/W3+Ev58jA3k3cxGGu8UYmiAuSNHXvdOdvMXrWGNPrKjOfHZLphi/58Dkv31/hr7/0rb7Kv9xh943+DH6/sDbaI/wD5r7/0qHpv/IfeN/gx+v7Ef7+P8Jff+lR9n9SfvG/wY/z5B+/j/CX3/pT7P6j7xv8ABj9f2E/f3+Evv/So+z+o+8b/AAY/X9g/f/8AhL7/ANKn7P6j7xv8GP1/YX9/H+Evv/So+z+o+8b/AAY/X9g/fx/hL7/0p4HqPvG/wY/X9hDt4/wl9/6U+z+o+8b/AAo/z5B+/wA/wl9/6U+z+o+8b/Cj9f2PRf2abEKK+JlFs4st+3lXVE+bZsbU3oweFbgzSMrEZtEZvCb21UeVXsgYn7R9mhQOM2g/hP8A+NTzIihrftI2d/Gb/wBp/wDxpzIUc7vXvvgnQGAl5b2BysoA65rjXyt36VSfLIvGTj0MCDeLCsLuCjddCR7LCudwfY6I5o9xJdv4fo5/0n8qKDJ8WJnzbVhOoY/6T+VW5WV8SJANoxfe+BqeVkeJErYvHKRZT8DUpGcp2UUkAqxmWfpS6a9O1QTYfSl7/ClCw+lJ3+FKFgmMA6/ClE2S/vBaULHpi1Y2B1oLJDUA6bcSCBpJOOivZBlDC4uTqbe731nlbS2OnTwUnTOhfdyPjxTQWRVkUsn2SoYXK9j5VksjqmbzwK7R2WEj4SNrqxuPJegqFsJbsp4uRr2U3J0AqGXQzHyCCONmLseKNEAJYlD4dToOvsryp+L9tax1fJ36dS8nHkt+ZdkxRUOcjSFctgoGZgw00J0trf1VT+puSilSk7u7pV8NyHjpt9l5HDbxbvrCmPkhkZFaJHaMKpBuzaEspKi99FIN762tboxa/wAaWDmjvzNdXt6r9znyYOVTafY43ZWyFnw+LlZmBgjV1AtZiSwIa45adLV6mq1TxZMUEvfbXw2OXHj5oyfkjW2XuZDJ9GzSSKJsM87EZTlZStgBb0dfXpzrz83E5w56inyzUfjZtHTxfLb6qxmG3Uwsy4SWKeVIp5GifihAwZVZhly6DNlsAb+kKtPX5sbywnFOUUmqvuyFgg+Vp7N9x20tiwbPmw00keJyCQ50kVHvYEqUkU5DrY5TTDqsurxzhCUbrZpv809/mTPHHFJNp0YG2NowyQxJGJA6ySvIXC2fO90YldS+XKD000ruw48kZycqpqNVe1Lf5WYzlFpV6mRXSZBQAaASgPo2SPLEiDoKugzx/wDawhGNW/WFT/3PVX1BxdQAoAoAoAoBb0AlAFAFAFAFAFAFAFAT4L0x7fkaA1VNVLHS7oKl583PIMp7eK5+QrPJ0OnT9bN3B43kt9SbfrWDid6lZ0b4vw8+lQUoZs5ifre+i+rv7alFZPsLippXZUVY3AbOc5IIsLaFTp/Q61yZNIp5fFUmnVbUS5PlqthmIhkKyGXhyGQgmM3CKF9HKRqCO/Wqrh+OMY8kmnG/a8762ivNKV337GZi8LIYZxliHHAVlQZQqDtbmfM1pHSRTxvmb5He/dsh3TVLc882Nto4USqY1ljmThyIxIuBexDLqDqffXdq9Ks/K7acXaa/c4MeXktVaZcXfmUNGwgiXhwvAqrmC5Ht58xYVyPheOmnJu5KXzRr9pe23RUUcDvM8cMMHBikWGRpLSLnD5gQVZTpbXQjW9bz0cZZJZOZpySW21UUjmaSVdBdtbxmeBcNHCsMKvxMod3JexHpOTZQCfCNKjT6Pwsjyyk5Saq6S2+X6jJm5o8qVIwq7TEKAKADQCUB9KAZmrQHkX7aR/b1H+An+56pLqDgagBQBQBQBQBQBQBQBQBQBQBQBQBQE2D9Mf10NAje2bheLNFFyzyKhPYMwBPsBJ9lQSddsHYQycWOVZFdGtbN4hnfhgZ1Vr/UuCbWuyW0zEUlG0a48nKze2PsSBZJPrM5z5U0OgPBKkkaXtPETb71uhtm4G6zhisuaGIZ80x1GU5ljyRSE682tJa3cVXk8zRZrNIEAgMGSP1FrIqozszBRlGV1IzKDe4tyJlwKLN5jcJlRSzv42GaxU6LldgD2I4clx/I3leFjJea+wzG2RZWfOSnIBSQTlksA1he7IosOWcVPhB6jyRUwzcWB2B8bqVhTMAXYAFiAxuwAPS+vqNRGFk5clI47GbloQBBM5JdQC6eHKxw9jmHM2xMZ88raV2NnnmfDuVIQM0gVuGJivDYkR5Y2a9tc9nYBbamJxppeoLOL3EK5CJgA2UWZDmW8bGQsv2SGjlGVrABblhY2AU7gOXjjEoubh/DfK3EVRcXGW6ywHKTm8THoAQKg3NbIzmU+BGZ7RMwVxHE4juDzJlCXt6StpYEgCxtbcfg5244CLcnw53IzKq5QvpMxZNNLcRdTrYDjxQAaASgPpxHQHqa0IPF/wBssgbHqR/BX/c9Ul1JOEqAFAFAFAFAFAFAFAFAFAFAFAFAFAS4X0h/XSjBvbNw5lliiBsXdUv2zMFJ9l7+yoJOiwOw0aRDBOpjLZRmcsHyNHzKIqhc00SgHXO+lQ0SnRs4fYh8ZSRBlXMQpY2NomXmPF4ZIzZbn0QASQKy5X3OlZI9kS4bYgWVpOKMqRlmZs1lYC8thl01Vx1J4LeQo4stHLHyLOO2THY/WJr42zM2bKqSF2ZeehjmXucppyy8wskPISLDwvGH+2+bIt7EjMIozktmIaR8pPJb3PWoUW+5Msii+hnYLY5d0fiKC2sQDOPDnjFwbWAPGjYd84qXGRHPDyLWN2ZG0DMsgyiAsGKuCqGPiZwLXyhWXXuSOZW6MXaKzyKmqOUfdKU8MLiNbrnzCRRGc0qwkBgCDZEUA2IaZBpeuhnIZ2K3bnikjVpUDNMkSsGawdvGGzW5KGRiRqOItQCCHZsiYpMO7SZx42WM+ONymZlu5Cqwy2djouVr3y0Be23sJMNh+PFPIxaTIOagxMZgrG3cQg89b2sLAkCDaWylgScriJCU4K5cpXO0sXEbN4tAAJBbU+HW3KgNdtz2GRlxLBUiklYllzgoC94kD3UM6uLNYqYmJ1IWgOHXlQCmgEoD6hGGUczWgKON3fwkzZ5YIna1rsgY26C56UoFWTdLAgE/RYP/AG1/KooHNbZ2Xg4wQmGgzH/DXT4c6soog57aWyMPGisI0LHW2UW636VMopEJ2c/iYI2NxEo9QFUZYXYeCjbExho1ZSTcFbg+E8xVQeljdrCtw1GGhBdgP7teQ1bp2q6SBFvlsPBxoBHhoVJPMRqLDr0qGkDy3GQIXYhFAvoALC1Z2TREuHX7o91CUgbDr0Ue6gCSBLmyix1GnQ6gUAn0dfuj3UFEc0SgeiPdQgjVFPQe6gGKoDcqAvREjUEg9wbH3ioJHxzOlsjulgQMrlbA8wLHkbC/ewqQX9jYoE5JGa1wynOfS0tf/Stv8o7CqSNMbXRnRQvdct2K6mxY2JPM2v161k2zqUYkO1SwAOdjcnQsxHo2Jte3Kw9VQpBxRnJxJGDZjcCwsSLDnYW5amrXQ5U+puYHC31JYtzJZ2J5g8791U/9I7VRyZoscTQwuHDOFZpLXzH6175rWzXBvmtpe96KTKSxxMXebdZ4g0+CmmOUEvGXbOFygM0bA+JbaEHW3euiORSOKeNxOClxLtlzu7ZfRzMTl/y3OnIcquZix4yVXDrI4cXswchhcknxA31JJPrNAJJi5GGVpHZddC5I8TBm0J6kAnuQKAbx31Odrk3JzHU2IudediR6iaAWXEOxzM7scuW5Yk5QLBbk+jbS3KgIqADQCUB9J3PetANJPegMfeba5gj6kty8qhugcls3baycQMnjHI8wO/tq2Odp7ESRTx4uKhhGe2H1API/KoStkmluzhQMUF52Utr5afjVmqdEJ2ejYW4biaWTS3W5Hy1qCTnN85yUv1sx+FvxqrB5xiudZliGhIGhAnO3qt7iaAWgKWIbWpIEUUA2Ia0BdU1BKA1IFgXxH2VALse3WiIUjMt7c9QPKquCZpHK47HTyQ5gG/l08qwWzOpOyDBRWoyyNSFsoqpoixheeahVkv08iVAOfPy6mx91Lrcyn0OJ392KsOKYR2CuolUfduTdfVcG3kbdK7DhZyZqSBKAKAKAKAKAKA//2Q==)
Citaat Helmut Schmidt: "Als dit zo doorgaat, wordt het moord en doodslag, want er zijn teveel buitenlanders bij ons." (Helmut Schmidt - SPD, oud-bondskanselier, in de Frankfurter Rundschau, d.d. 28.11.94)
|