Norway increasingly concerned by Swedish gangs

From Euractiv, August 18:

Languages: Deutsch

Norway is becoming increasingly concerned about Swedish criminal
gangs, already known for their crimes in Denmark, where they operate
throughout the country and are linked to a number of serious violent
crimes.

“It is serious. We are afraid that the development we have seen in
Sweden will infect us”, said Kjetil Tunold, head of the organised crime
division at the Norwegian National Bureau of Investigation, told Swedish
national broadcaster SVT on Sunday

One of the cases in which Swedish gang criminals are suspected of
involvement is the explosion at a house in a housing estate in Dröbak,
south of Oslo, last autumn. Three Swedes with gang connections were
charged with attempted murder after the incident.

According to Tomas Staerk, head of investigations for Norway’s
Eastern Police District, several Swedish criminal networks have
established themselves in the area.

“We are worried about the gross use of violence and that the Swedish
gangs will recruit vulnerable young people to join them”, he said,
adding that he was particularly concerned about the crimes connected to
drug trafficking.

“It is money laundering, economic crime, violence and threats”, Staerk said.

Swedish gangs can now be found in all twelve police districts in
Norway and can be linked to the import and distribution of drugs in
Norway, according to the Norwegian police’s national threat report on
criminal networks.

The Norwegian police have now asked for support from the government
to start joint patrols with the Swedish police in the border areas that
are particularly exposed to the crime of the Swedish gangs.

In the request, the police point out that the county police in the
Swedish regions of Värmland, Dalarna, and Jämtland describe the
situation as exceptional. The authorities believe there is a high risk
of a trend towards more serious violence.

“If the level of violence increases in one place, it can spread so
that you strike back with the same coin. It becomes a kind of spiral of
violence”, Tunold told SVT.

A broader issue
This is not the first time Swedish criminal gangs have caused trouble in neighbouring Nordic countries….

….MUCH MORE

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Typical Swedish gangster  

One of the more troubling activities of these Swedish transnational criminal enterprises is the imposition of the sartorial tenets and beliefs of their King:

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The hats of the swedish king (CARL ...The hats of the swedish king (CARL ...data:image/jpeg;base64,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:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxMTEhUSExMVFhUXGBcXGRgYGBcXGhcYFRcXGBgXFxcYHSggGBolHRcVITEhJSkrLi4uFx8zODMtNygtLisBCgoKDg0OGxAQGC0lHSUrLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0uLS0tLS0tN//AABEIANUA7QMBIgACEQEDEQH/xAAcAAABBQEBAQAAAAAAAAAAAAAFAAIDBAYBBwj/xABCEAABAwIDBAcFBQgBAwUAAAABAAIRAyEEEjEFQVFxBiIyYYGRoQcTcrHBI1Ky0fAUM0JigqLC4XMkU5IVQ5PD0v/EABkBAAMBAQEAAAAAAAAAAAAAAAABAwIEBf/EACQRAQEAAgMAAgMAAgMAAAAAAAABAhEDITEyQRIiUQQTIzNh/9oADAMBAAIRAxEAPwDA0qoMkcfouZ1U2U8kEneValRUd953pF/Nc8F3MgGym5inQuBqAa6U0J5YUhTQHAEipBTSyBARUu2z4h81Yodj9cXJggPZH3m/NS0OyeR/E5T5PpvAJptTg26kp01yo4Aws7MQwb4cz8yL23ozj6p91ly9UGXREzEDr7xzQzZGUVaZe3O0at4i1kV2kx2QvEBmazJ3/DqsNA4Fm8voU5tSWNncCuNNm8ipqbQWBTt02p0mlpD3CeA71KHOc7v+SY6oXEDy/NWKUAWWve6U/wDCqUIHfx81VoP+qJU6WaRMGJE7yheGbvT1qdjfa1TO5R4hu9TU9y7XCUaqs0l3xC/xBWcO+SCq2S87xfyVihZ0feEhLLwp6bXPWPgpT2ZmI9ZEFR1TLj4KU9jfru10vp3J4ioNkMzPcMwaSDczBEaWULmxZTbKac/gfKConGVrbClsrQq6I/QVDZ+hHJXS1dNRh4SJHemNCUIDpI71xzkwhOAugOly5nK44LkoDhcuOJSbcp8ICIdpnxN+YV2gOr4H8blSf2m/EPmEQww6p/q/G781Ll8bw9CSba6qLLdOK6Ck0KYRpzU4BJJiBvsLItj6UAy4hw7I1PnpAQ3Z7y19NzTlI0OsEDhxV/aIYacmS4nWbeM3BWGgth7Kt4dn2ZPdbnCq0hdqsYapDBPFSybhjAAI36eX+0mtEQu0B1STxTqJkeK2ytYSsGgzAO43m2rRaLz6ITUp5HuZIMGxG8G49CtBs6mDTfm7IvebkGIgbrDyVDalBoNMtIkgzAN94d6q9x/44lL+9VKZupnjVQtIPMKzUbZQWV2armXrU78Ry0XWm4UdWnOXmf16J6CWpZ7gDMH5yVK3sGJmd0zoZ07pVKgILuY9VepiaZ528jPpKJNEr7LYHPhxLQQbxm3G0JsQlswfaG4AAMye5ICbplA3Zu/wRIhDdmb+YRQrpvrnhgbquQpG71xwQaJwS3pzwuVIEkmOaQMcE1oUggrsJgyIXGlOcmgIBlVtxzHzV2gOr4u/GVUrEwFfw/ZPeXfiUuXxvj9Z9xgnmfmkHFdf2jzPzXUUxvB0g51IE5QXQTpFhdE9qVGAOaAXXjMdQO4WkoPQeG5CdM2/kj2OLxScwAFkte4jQ6wA+JaDwU42CMPZXGtlmXdr+a6w2Z+t6na3qyp26airhjaOanwgVKi6DEols/DOeS1kTpBIbfXeVS423pjckaDZmR2VrWOcQ10SCASSCYPHVBtvtaa7KjQRmYZaZ6rmuMjv1Bkce5Gau0MThsrAxrQRBGvauYA3aHxCC7SLqr21YhgblAv36SZK6c+sdIYfLYXTHWKutNkPcIceauU3gBczoiJx3J7nDXcBA5Df43TGiXfqykcRICzl/Gp/Velcu3afVX2CaZ520FwCdT3BVKTLu/p+qu0jFJw3F3hpKZKmx6QNUtcSBe7eR1lNDdRwKk2W0e9JJgAH5FRNO/iT81pkO2ZqUWAshOzdfJGGiy6L6hHGDVNc1SM3qntWrlYRvNvzQaptDaIALWa8d3+0Jq1XPu4kq/gNlOrGGwtHs/oDXdfLZL8pGpjaxTA5pgEhE8BjDZr/AD/NbtvQgtbBpEnjwQja/Rk6tGU9/wBEvzlO4UMXIUeHLoLXai3NSkrTCOvor2DuPF34gqOI0RDAjqx/M/5tUuXxvj9BXtueZ+abISr9p3M/NMzJGL4R0PpyJhwMcUd2lnqNq1bBocLTEk6dXVwtyss+yZp5e1mETpdaLaNENa5riA4EZQ2SM0icrtw71iNATdAe9TNcMl1CP4ed/MpziADPH6/7U7ju6a3pFXAaA6NdN3j81a/ZqmUVC2BA17V5ggfdtqqDus4umwixPGA0CfErQ7IDqkse6Q45oN5ibTIMzwm8cF3YY6mnNllu7R06d2uc73jCyYdnDerYsmJERFuKbgMe0vNg0Zez/DrA79+pR/G7MfWa5oPu6jSRDny18WIBMBpA3croAzAlr4cCIMO0MAxMHjfRaZRYnZuY9WztRP8AF3c9EPYw6foLVMwsRkfIN2zrY7xuOiH9IcNlAqiLmHReDu/JQ5cetxXDLvVCHENCbEtB4k/RVi0kydOCsu0AHFyjrpXfZ+HEF4+Hyur1D90e9wve1jw8kOwp7X9I9SiVH9ybfxAcpB3eCPs4p7Iaz3pDxIM78pFuK4KcEidCR5Fc2e5oqkm8TYb+6E+mJvH6KcZB9m6owwWQfZpujLdF1VGEzUoLtap9qBwgRz1RukJco37ArMxNL37I946RcG28GNDpZYtk9amNrU9AdhT9oYy7gV6lgqLQIWbwhbSY0ktptgAWmeAAGpRDYvSClUeWA5gDBOVzC0jiHfQrm3u7rrkkmhyo1pWe21s5rwbbvVH8VUpsaXGY/WiAV9oMqSGOYXfcztzeSdH08b2m2MRUb+tVXYN6v7fYBiaveR4SqRXTPHHl6ixGiIYHs3+8/wDxQ/E6FXcK7q/1u9WtWOX4tcfoPWb1nfEfmonFS4ntu5lRELDQtTMGnBIuCDwkbkexTWik/wB4HuqEtgm2XjmBk8oQANDvdg2BLQSdwC0O1KwhzWCWwNSXENncTqfILMaA6ZsOf1U4wznNJjql2p4zbndVqb+qIG/0lWsNiTnbTzQM83JgkDgjD5Fl3F+hs15bGX3jw4lzTZs7pdv3+GkLT4HYr3sIqwahILTTIaKYt1GXsBcd6GYPM4Oc0AmTnaZsRAvzK1exadS5e1oAywW2mRuknRWmeWx/rx1FPZfRio0uNQMvYAAG3GCCNOPFQVejD2gy6mAd/W52botMMaS0tB6wMfoqHE07djM6YLiZAG85d4RM8r43eLGTxk37KLBnFUOA3AacY/JUtrUc1EyYMzHK90bx7SGPe8RAsGtN72kIFjaZ90/O6Dls2NG7/H80TK/bGeEmtRkX1ApKYkD4lH+zjvPirFJoA7s30Ur4f2VJsPd3hqv0T9iRxcOFrHieSoYbtHwRCmPsHfGOejtJ8FmGH7Ie0VYcA5pBkETu3eilFpA/V1Bs2q1tUuI4xoN28mykpukn6XCcZB9m9pGmCyCbN7SNs0XVUSbVyy4a/Ur03FVmYnD0MSIneeBccpHgQV5Rj3fmi3RHbNRubC603ua4cWmbx3FR5MdrcV109cwuGa9rcwBiCO48RwUo2ZTpBxa0NBJJ7zx5qDZz3MAtNpBUtTGMqWLxM7iLdwlQnmnVraRwzZARO79eSE4joxR94awkEvznd1oItwFzZEas9WastGg6vqV3aGNAYSU96K47eS9MWtGKqRrYny0+qAqfamMNTEVHneT5Cw9AFCCurCdOLP5I8QOqVb2cJZ/WfwNKqV9EQ2T+7P8Ayf8A1hZ5fiMPQTE9t3NIgDVdxhio/moHXS10exWnUgU3RIBB5+BWqxdN/uqgbIlrXOluWWyDBa6CLxca+qyeEF6dpu22k30lafaAc/3hcQ0AZu1qdNT2+HBRk7b2BURLBz+qpY+pkIf910+qvMb1B8R+aHbcu0jv+aePyO+PRej+0A+arLsfGtu/5rVftBbTLzA3jevO+gWIDsIGjVrr+DlusRjAG5XCxEaTK1esqvx/GK2HaTTdUkayb96NYfE+8ph2hg3mJ8UFZSoRMD/xd8tFfwuLBgCfEH6p/TdU9r1SWuaItE8gsF0t2pmNKmbOMvtvbMCeGhstttCtlbVPEfmvHq+0DWxLn2hoyD4WkwfFGG7Khy2Cp0HkrDR1P6iqPvhx3q3h6sj+qfRYs6Yl7Pwo6xRGm7/pXf8AI2172dod25DcC4FyKUwf2R5H/cbNiR2XaxoswwbZVUCv2SdbcbcFI8AEgbiRbuJVbZ+ILauYAyJjW1t+W8p82B1m63GAvZx6yN0zZA9n9pG26LqqUUMY6SU3C1XMrU3NFw5sDjcWTX38SVJQZ9pPAgqVqke5bE2k2pSB3iQQdQd4I3Kxg8MA8vBgnuEeSGjZPvGNrUTlqFon7tQRo7v4FRYHb4ouy4lppni4W89CuaXvbqlF9qYb3jYcWx3NAPnuQTpPtFlHDF1pgMYOLnWCm2z0ooEZaRzuO5gn5LyTpPtivVxUVAWtpmGM7yO0f5vkqYz8r2xnl+MD61T7bxjyVklDmg5p8UQELojlptU2KtYFrjSlu6q0/wBn+lVqCxRTYjfsj/ys9abks/Dx9AMVOYzrv8lGArW1Gfau5/QKm4JAVDTDcuvVjnK1m0Mga4OIccg7DS0F0CTDuEkF1llmEZGkmOzfhfVaV9DIKpIc9xZa40tB4OEeKjFANwhjeZ+aqbQpEsfa0zKvvZFFvN3zVao8hlQZtXacfHyWN67MO6E7WNCsabuxUse47jyXrGFxgf2jMQPJeV9DtjvxGPZSECMxdNxABt4yt5V2NUoPyPzMI0Mzbn/EO9X5Z9nw5a6aenOXXwlQVsWGnX/aCuw1cCc2Ydxj0Sdhnd5cfmdFP1e5X+AnTjaNQUHtYdIzH4rZR3wsXs3BwyZXr+2eghOz6mf94Rna2Yhw63WPGBC8qwVfqiL9ypljlMHLcscskopCFNgouJtaSNybXZYGJ4hPw9MCkS3e6/KJCjd2NT1dwbG+8Ibcfe0m3BEmNP7FVs6BVYSYBAs6xn9WQ/YrZqR/Kfwkokxh/Yqh3CsybjXK+NddUYHWf2Y9wxAytk3te9jrGvHwT36mLi8HukwocE5wqEtEkA95A7hKeCYF9wWmAnZ56yL13w2OKEbP7QRSuLm2gHmV05JQynTn1+adQfFX9biV3DG4nv8AVOxTIqsPG/ndRtVj23orVmjT+EIvXwwdYgEHcQCsp0CxGajlnsk/mtk26nJ0rboIdgGUw7IxreQA+S8k6R7GAruqTqTI42EHutK9rx5DRdefdMMMCPeNvlMkD7psfJKfrl0dn5R5W+uGVdN+iIVKrHmW27kdxuwqNRkua4OBaczRqCBYcd6z+0dl1cNVl7XNpukNcf4ojcr4ZfldT1DLGyG1RZGOjIHunf8ALS9WPQsUXuYXtY4tmJi0q7sKrFN4/non+2oE8/Kzj6H7fZFZ47/oh5aiG3DNZ570Mc5E8IXaAaQB0OX8QWkbXBa8UsrYZFmkAgDhqXHUk/VZY1g2k1x3Rr3OCI43pHh8rshdmc0CGgSDvBIsW87qUxt8U3FitH7Oz4nIFtHGNBIBkgiw7o8FUxW1qlVoYOqwSbame/cFUDRFlXDg+6nlyfxpPZ7tMUdoUqjrNc7I7k+3zhfSL8HTrNy1GhwHHd3g7ivk1hgiLQvqbopjjXwlCtvqU2F3xR1vWVeyaT39gm1dj0qZLWVYG8EF0d0jVEOjGBwwu05qg+9uHFoVXaez/c4gEGWPBMXJY78iiXRrZgFM1XdqpcH7rZsB81z4T9/F8s7cPUXTevlweIdoG0n+eUj6hfLYcWuJBX0n7VnlmzK5nXI2fiePovm+ozeulzrdLaJFiLdyuYfEsMibOjW1/HmhACaGqWXDjVMeSxsNiPArmDbKfMtdwROkf+hq3/8AepxcgzkfpHcSsDRqvbdpIPcY+Sv0NuVm03UiZY5wcZ1DmggEOGliVj/RZ5Wv9kq5sh7vfjLE3iYiIPG3+1K/XequyS4uJYRMHeAY4AkQFKx9hy3qNikq/s/oVicueWgxIaZv3SqOBxr6VaKgEOOVwIu06T3QvdMPgRwsvNfansQU6razR1agg/G38xHkq8WVzv45fZ54THvFlcVSy1nM4PI8ijO2dmhj6JEm3mWwT6LPitFRjnb3NJ5GJXpW3MDNbDkG32hER93MI8ApZ9NYdxY6GUmjEVGNPVc0PZHhI8i0rae8cHZYuBM92i872Y99BwLNWE1GjfBnPTPhOvctvhKLalQYpr3HMwQ22XTXSZi0LOGrG7BCZ1uqmJotMiFac1ROYnSYrHbLNCp7wNLmTMCTli/Z0ICC+0DEsr4anUDgS2puI0c0jTmF6S+msd7QNkUzhatQU2h4ynMAAbOE35ErXH1nKzl3KF9AqPvMOGNGlR7nmLAQA1s7yTfkFF0j2c2i4ua2M7mzHFodBjxWn6AMDcBSHHM7zcVV6YUZpE7xfyWeT52njN4aeW7RP2juaouVraR65VMuXRj3pzVSruc43NhoNw5JU6G8q4WXSIV5NJIagtA1KdToBoSNGTMqRMGr372J7R95gDTJvRqOb/S4B48Lu8l4CV6R7GNq+7q4iiT+8olw+KnP0cfJKh6DSxprVHmNHu14CQ0DyHmVpej9YOoNG9ksPMG3pCzeyaUEq7sKsWYh7Nzx/cFzceX7drZToG9t9fLs8N+/WYPIOd9F4EF7L7fMR9nhafF9R/8A4tDf8ivGl0xGkF1oSlOaEw4QuEJxCa8oAh0fc73wa05TBvwseCnceCF7JYXV2tGpzcfukxa+5X9wHBcvLNZLYXp9FUDZAOnuBFbBVeLB7wc2XPpKN0nIP0l2m2nRq5tDTePNpUsctWOjW2DHRhtbCUKgEOcyAY/ia91j8TbDvA4ohUq1adCmyu0u90Wup1Wglr2Czmk7jlJF94uq/QzpvRpUm4bEtOQWDwJEcHN18Qtvg3UKoLsPiWOadWyHebTeeYla5ePOZXc6LHLEC21Xw78tSk8F0tgsMyHWI+SM9GHFrCx1ryOHfHDj4oc7o457y6mfd082bKWiHv4taILW343O5GcPQe0Q5zbaZRAEcyuee7V+hjLZQPpqai+WzvTcsqqavCB9NazG4OsX6FpaO8usPVXds7dw+GE1ajZ+6DmceTR9V5R0v6UvxjgAMlJvZbvJ+87v7lfh4srd/TGecka7oLtYVKDKYEFnUI4xcHxv5Il0lZ9k/wCE/JZP2UZTXqtJvkBA5GCfX1Wu6XGKbuRUufD8eSt8d3i8W2mTn8B8lWZc9yk2nV6/gE1hEBX445czwuBIFcCumdKY9dJXEA0or0Xx3ucTSqbg8A/C7qu9ChLrcvqnsSD6PwYhNcctVr+Dh87qh0Sx/vsLRq7ywB3xN6rvUIjiW6rj8q+3nft1xWbF0af3KM//ACPP/wCV5mtf7VMZ7zaVb+QU2eTAT6uKyAXahTgFuei/s4r4mn72q40GkdSWy5078pIgLReyrofT923G1gHOdPumm4aA4gvIOriRbgvUmANElK0PmnpLsGpg6xo1INszXCwc06Efkgj16t7bK1Jww5a5pqAvBAIJDSBrHeAvJKz4HeSmHKdQscHDUI5Sg33G45LPuN0b2a8GmO6yjyz7U479PoWkZWD9qZ+yaOLx6A2W5wzrLz/2pvllMfzz/aVDim88XVn5XnMKRjyDIJB3EGCPEKOV0Feq5BnB9K8bSszE1I4OOcf3yrw6d47fUYebGrMkrhKzePC+w5lZ9tS7p7jogVWgdzG/UFDcb0lxdQQ/EVCOAdlHk2JQfMukonHjPIX5X+nB3mkVGHLpctE1nswMY4d9N/8Aitt04tScsV7L2TjCfu03epAW66Y05pOXnf5XzdXD8Xhe1B1/AJtK6k2nZ/gFE125V4/HNmlJSzSmqHCvu5vBUTWAlKQKUIMiFxh3HX5rq45qA9X9kePmjVoE3Y7MB/K/X1Hqt3VXjHs02j7vGsBMCoHUzzIlvqB5r1zamJyUalT7tN7vJpK5eSayVwvTwrb+K97ia9QntVHnwBgegCHgLmt/0SnBdUSFKHSbGMptpMxNVlNohrWuLYBM2IvqVRxO0az+3Wqu+Ko93zKgK4UyMJ3qAvBtwKlrOgKrSGniUAnm6L7InIY4oPVRXZZhm/UqXL1G8PX0ThtF557UuzT+I/Ir0LDdled+1SctKPv/AOJUOH5x2Z+V59C4XKM5uPollK9NyJS9clNaxOhBI3OhSNNkwsT9UBwFIuTgE2JQG29k9J5xD6jf3eTK47i4kFoHfqV6L0go5qZ5LO+zhsYZveSfMrWbTbLDyXm81/LKurj6kfPHSBuV7m8CfyVOm6yL9M6eXEvHG/nKDUjZV4r0hyTtMSo8Pq7muVHgC6Zhn3PgqoracmBOQHUklwoCTC4k0qjKo1Y5rrb8ple09N8a3/0+s4aPYADP/cIHyK8SOi2z9qe82LkJ61OoykeWbM30+SnnN2VvGsUkkAmudCqw6UwuXJTcyAZXFoUZcnvVeoboNx5RnAmGN5Sgrkcw4AaAdyhzXpvB9B0T1V517VX9Sn/yf4uXoL3QF517SndWn8Z/CVLi+cdXJ5WCATgkkF6bkdKY+mDqE4pSgGCnHHxMroN11RyZ0QFgFNK4CkSgPWfZ2ZwzDwLh5ErVYgzZYz2ZVv8ApyOFQ+oBWxqazuXmcs/auvHyPJfalszK9lUCxlp+Y+qwdF1l7R7RcIKmFfAuBmHhdeL0GAjXRb4b1pHmnZz4iVFg3dY8lI6ifBNwoGYroQXAnBMTggjwuFIJIMlPTxhFJ9L+FzmO8WBwH4vRQJjzCNAqlSExrZ1XW095T5QTjlE4pzymgJg1+irlpUmJdATGOdvFkjLDtl7RrefK6NMdZC9kgmsI7z6FFVz817V4/Hu20qkALAe0lvVp/F9Ckkp8P/ZHRn8awgSKSS9RyEkkkgnSmFcSQEgXHJJINv8A2XVj9q3dLT6EfRehVjZJJefz/Ouji8B9vUw6i4H7p+S8Apuhzh3pJJcHtL/I8iV1GbknklSaARASSXS5U7l0JJIN1dC6kgiUT39aEkkwklMJSSQDISSSQDTqq+JedF1JILGwn5ahIAJg6iRodyIpJLm5fVsPH//Z

At least that’s what I get from the story’s repeated use of the term “Swedish criminal gangs.”

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