tag:blogger.com,1999:blog-36557983188022626832024-03-06T08:59:06.971+01:00Griphook InvestGriphook Investhttp://www.blogger.com/profile/02602726767433180507noreply@blogger.comBlogger30125tag:blogger.com,1999:blog-3655798318802262683.post-27308622633281619092018-09-20T22:54:00.000+02:002018-09-20T22:54:47.357+02:00Utdelningar i augustiPga mycket att göra och inga pengar att investera så har jag inte följt börsen, bolag eller utdelningar de senaste veckorna. Pengamaskinen ska ju jobba även om jag inte bevakar den, så kanske är det sunt att glömma bort sina investeringar ibland.<br />
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Under augusti fick jag in 4278 kr innan skatter och avgifter och 3823 kr brutto. Bruttointäkten är cirka 75% mer än augusti 2017, och det är jag mycket nöjd med.<br />
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Sedan sist har jag fyllt på i EM-ETFen IS3N med cirka 2000 kr (courtagefritt månadsspar på Nordnet) och NIBE med cirka 700 kr (på Nordea). <br />
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MVH /GI<br />
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" width="480" />Griphook Investhttp://www.blogger.com/profile/02602726767433180507noreply@blogger.com1tag:blogger.com,1999:blog-3655798318802262683.post-23939361773854738592018-08-01T01:24:00.000+02:002018-08-01T16:24:36.616+02:00Utdelningar i juli och lite inköpUnder juli fick jag 3347 kr brutto i utdelningar och räntor, vilket gav 2954 kr efter skatter och andra avgifter. Ökningen från 2017 var hela 49%, och det är jag väldig nöjd med.<br />
Man får passa på att glädja sig åt stora ökningar, för med tiden så kommer ökningarna närma sig utdelningshöjningarna. Då kan man å andra sidan glädja mig åt att portföljen är större och att snöbollseffekten gör att ökningarna alltid kommer vara högre än utdelningshöjningarna.<br />
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<img alt="" height="640" 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6nodsKKwgHgJViuyH++/n43xjYY3/8cSfJUuvbIS4uOt5nGvRWZJ6R26gCAzYn98obRvHkkr/u83LLktwndUPICbZlzJfLPTK7JojN6b0XiY1w4APwKWvLEfj+jSagI7fYpeV5f8a4oz9zX7MmKpgNrCgeAl+Bv6jgc+qrPeufuU8ZZ2zwzto4h+z1jeUFeR5Xur6hqurWFA8AL8Dd1jL3f9xnl9X3vGbLPqTo6s2Zsp7xV0yReP7mnItWZXlM4AGyGZQSvN3WsQuv3HUseAMD+QfIAoCCQPAAoCCQPAAoCyQOAgkDyAKAgkDwAKAgkDwAKAskDgILIufrihWsaXltbBjAr3Zq2PlfN92+3AnZPJskb1+rHT7Y4IjD9TQYVGxJDSbslC4+UIINf9R6IWxffkOBuzDcqWp5n3jfJYoasPOVBuOrnXsFayeuaal2pXXM51610OKrPVfP9Iw6Pt/dr8vFtLpfm+0ceFD/lcOAcnKRqFKfVXz/fOmVak9VeZXL1v++wqP2y1gh+TowWoT1HPiP4299s+GhPRxbtU1RiVYUH2vpUVUkXeLfqPWBKXsLhOTCLnlYK3z4sXtqurj3Nup97mZdKXtdcZvlrr+e6/RnTL43Qn6EMKZPDae310nTBgxzkDo98SZE4q3oOwnoj+PbqmMM/TzYnFeHXJP56fS0MDkeJQf62DtKMU72qTRf4scA4ClLhV9V04uIWyuyaqmqaei5xLKpqmuckL7jSxyRPXXLVdH18+YafvntR4tqF+7R5V41Tgqau+blTd/tnlryuqc6nm1Z1TTVFYu1P3/dtPQdHQYpSt1v5ruTpeE+fsyR5tqYtHH4TyRtYaQQ/kNtYIIvkqQdMCs89JnlhoqFvqgyjQLdqwwVemEjZ3vEyPo0LNcvsmuqkWyhV4lHJM85+WPKERsnLjw285gLii4ojTSl58V01Twmbmvy5w7v9PXw8n+bAbpC8th71Tn7smuo8f1Tmim7I50ueq3hLkte316FTl6qxLMnrHSN4L/fTbLDdz/y3HjwVAmtMSv5V63HB8Q/TtQJNVy2wo069K1D40YnyjDL14QWBNm+IV8t4o1L3zcqvMviXbIw9TKm6Ncb96bXkRVXYp0RXu/Bz6+xjCCckqa3PVV1Xswiqnu6cOZQ8tzu8heT184Dd0lieEkZD8vSg36HUb4UR/MROzaPiXsnk4x5HT5K0hEQPw6Lk2VUHg/lLkhfqly15Vpn3St7KKE9dhiFDa4tYIXkaW/Ls/2dJyUv9H1r1c4d325Y83UGVnVh9mrzvQ9/X0L2NJG9KP0dKVWaUZxjBq4mNvIK30aaON+FJCMDIqqhJdbwWJM+qOhyAW5S8IPKyJM8uc2PJs1TE4VHJM1rk//cwLtWTPCuYjcp3f+74bjtRXvPd1lNn15nPcCJNQ8RCZZu+q8mLoKB1ktf37TUuokTJM43gb9+20Ls+n+TpP+buNgtnGxQH+RKSNz4tUTDhFmhVLVqnh5qs5z+eCA6H5KaAKC4zuJw8Y3ndZHc/F7iN5MW/Y1yUcX9kaVYV9ilW+d7PHd9tV/JkX1WM5en6zlGqHbe19flcf81Bo5iklV+65rJuxlZkbK9EeUkj+Cjgy0a2GVv9+AZj3laWKVs46BT+T7c7x+5TH1c999iEC7zz/JujYPMU5Pz4WmVGbVInPhzlzU2y+3lrb+yi5AXnmReVHiU0q0iPPK76ucO7nZA8KXrdPGM793jHxLr96cIZ3finmN+vCzSxrc/+e3nyfCli82idNYcRvJcnsryJ5K02gg8zZtztJ/t7eS9jIXZ4kKhH7M7nlckD94dbCrsi8+qLl7GN4umu3S8I+d554P5wS2FXsMY2LjnRYYQH7g+3FHYETioAUBBIHgAUBJIHAAWB5AFAQSB5AFAQSB4AFASSBwAFgeQBQEFkkzyxkFKumMz86ulcyz1vIlvmGQDwCxh7X6g1tbfVtHqRbcYVtjnX2Mrl5ButjBDVzD65685D8gB+G3PvC3N3i/zOoBOb+OWZ6dOyo8hj0/bpSFqrWRWIo7IuudwptvcURkUL+0KE7QeAh4gsQq///t3cDHkih+S5Nki2wfp4aNYnaREkRMs2AA0NmE0/48jKyvbP01ZxqX0hCBQBMhFt9yN8ooY+rEzd4aaOKyUv2B8jPmWF6fEcoc3SGLnsRWOISq/sWpa85HA9AshEZBE6iZphhNx9Xs672+FsjeRNWmXsYiEyaE9hV2OEleSQzbQrN0NMe4eHZfvMoEwAeAx/U0dzO7PMW5zlkDw3AopVa8z6eJQX5W3rU9W0Ru65WX6UZ9btOAYnLxUAVhJJ3jR5Ye7TvUPJu0VO0ko97HWqnOOGCHeP5Vm7QAxFRrvdq+qj7Rse2BfCyAcAD6A1TMjc9LG9evsBPU9Oi9BornXWB+etvWgKdC7FFJZ4F4jpJHMTrrCueMZ25R6P6ZlkAFiBvfeFSFaDeudNZi/eYvUF7uIAsJI3kDwUDwDWcnzJY0YBAFZzfMkDAFgNkgcABYHkAUBBIHkAUBBIHgAUBJIHAAWB5AFAQTwveWr1Vmq1GAAUT2wEH7nA932/4ZKzfFEeiyAAIIVpBD9bCAi3POE8kNtXYFPJ65qqapo6jPxkTuVeR3AI8P64blDTAeUDv0vzqL73JM/wBNV7VFj2TgDwvjgapsK59vpxPv/5+vvdZPaO2l7ypKud4dju7Y0BAG9KKHnTsJ3evHFI3q951ILkWY7taoceojyAIvB6qmKbCz2sd84pe6+TPMOxXU72IngAZeAPzg1Hvv9Rvdm8g3kvlLzYsX27Tb4BYK+EO5xN29hOsZ3a6czY9uwZXil5oWN78E4fY3kAb41pBG9vWStey9vte3krCCSwCzu5iB4AbMsrJc8K+pTk0csFgG15oeQZcZx8EZkQDwA2B1sBACgIJA8ACgLJA4CCQPIAoCCQPAAoCCQPAApiP5In7KXWMy7f4I0+AFhDHsnLYfT5iOQ559yEUBx5SE7XMK+Yu190lV8Wi0+gDO43gs/sHpVN8qQB6ENB1wOy5K3YiGK/jSRP6FRb310BFoFQGPcYwW/lA59f8uKVs3Hs19anuh0jQ9ND1PRX1vkTzlNdU53qRsRNgeQZpeks0zXY7e/DbHZTjZbK6nTrw/8arEiBd2XZCF6iTOEzsEmUNyuNlaocVeZ1tkMZauGtyD9bxy+vyx3So7KTpRlW9V77VcN0uiq8ajq/8UGUN1W/WCnAsVljBL+Y+2E2GMtbDoikAolH/VTVtfWQ2wFYWKhV2XimWWFYQnIjDtf1QHei4x60W50neWsqBTgwK43g+77PH+Nt0bHt23pSPb3H7aLk2fMAhtFovHGQc8YQKPnnGE3Rm3NY7TcrHOLCQLgS1XmSt7ZSgGOywgh+zplZ8DaRvOkxdwMyN8prOqGXdul3RXn90Jms10R5kVX9mqqCNj4f5d1TKcARWTSCDzyS89a+geRNQ1DBKNYqyXM9ph4Yy5u/qN62O7gWWtW77Z9LVsLahucsjuWFcpu6aQBvwrIRfP5Nfma2Hcub0qumqVdK3oKxXjjzuih5ajvdVGnTEaVDVvt1yUFB8YytV50aBpwvf6lSgIOy2gg+zGiN8j3KflZfAABsDpIHAAWB5AFAQSB5AFAQSB4AFASSBwAFgeQBQEEgeQBQEEgeABTETiTvYQ/PJ80/7zp9M29lAHgVWSQvXArvLxzzeIXkLRqDbtZIABh4DyP4WfIsI5Q1bC55Sn7bWqzcR/IAXsP7GMHPLsKxMcloGTA7v4/ex8HK+6ppRIa54CAw65pqzCkM6hKOULolAWn7dbuuJ/b3AIB3MIKP9poY0Paf0gk09BAWGeZ4TCioNv3UXi2h7/Edirdgv27XZVnVA8Ba3sAIfgyQXG9Px4hddYij/YLsyM2zGU7auC9LXnA1sUdon7KqB4DVvIER/E0a4tmKxyRPRlOKpOQZNu5GQ0LS9utxXXryAwDu5w2M4KXzezoE6x+N8qK6wioiG/fwpORYnm2/btb16AwNAPR9/xZG8EIa1EDXXZInQ6toLM+sqzdKrmyfZD2VPDu4p+3XnbrYbBHgCd7ACD7cyyfoa66TvHgz76C3mZShqWq/2yk6ysZ7eZb9ulsXogdwPxjB54YdwQAgzTtJHooHAAu8keTR2wSAJd5I8gAAlkDyAKAgkDwAKAgkDwAKAskDgIJA8gCgIHYreQf141xhzAcAv0dG8yjxSD/0gHdN9WwRj1Qkk/WbzI80QS1Ke83lABwb0/N9TszsBJ/VL++xLSVEKUgeQFlIY9DZb0A4D+R2gt/GFTl4wK2NdgKbdWmOV7djEY0yGpDOKvJzYJkcOweEhRiN6Rckz7wEwzve8PrzLkeXoG9MWGxgSe/dUoCDoQVtVDplDJrZFjmnk8osQ5G/iWUtFdisx2FRJHWhoWfgd2IZx1sR3f1RnmlJb3rHJ6K8WLnVnZn/XayypI/bA3BARsOovu+lB3J7/Tif/3z9/W4y7/aT2TzK2InC34knfFj9nmBkQtU1VVXXldhLyKvIWnibkLyQ2PvK1BjL63T5chY7u55Z6WJ7AI6DGLVTPlFDem7XvMx+eYPC+JvvJLblWSF5o7y19VyJ3lNIorqAbjhpXEXYhHTJYb/5WclbtqR32gNwcKY+7IZmodktQtv6dKrrjaK84ZxJ+G47bkR9SruFemDsTsmLT7Av5WnJW2NJz1wIvCWj0AUzFnkH8/K7IkdRVWosL5A857HWoWFV19WsL1Uls7nxjrW5Ruoq9DlWybZ3fKjOycuxxvLWWtIT2cGbIcI5te1F5j0w8ktePC8hOmLhPK56btW7Lt5woCw8qigyjnfnio3+4NoZWy1Jt6uavOODjvvS5Vgztiss6e32ABwP4fkuu69ygG+H7+UBABwDJA8ACgLJA4CCQPIAoCCQPAAoCCQPAAoCyQOAgkDyAKAgkDwAKAgkDwAKIpvkbe1ZyQorgPfENIIXC9H+5Ftg2+eSPGVUMvrXZaRrqtBbFNUDeANcI/hdm0fZZkaOa1TgaS4EUqyd1+7tUfmxxLYJj3XkEWCn2Ebwyi5KucI/Tw7JW7GRoVCz2NM8krzA0M6wSgod+lIe69gGA+wWywj+u1Eitz+/PNexcjqQcAZ1JG9hi8hA8tLum2gewH6JjeCPK3njkchCdEHyAp/R5SjPkjwNkgewewZx+/5n55Jnbakz0NanqmmVyK2SPFVuXL7K+dBOOgCwN6ZJi72P5d2CKmkgrA3Qq8gz2fQ0F2Ny4uQpztMd1Ts81gHgAMip2WDGNqPi5XsvT3QlQ9k6RbFbnON0mrfxMedaZVdVB3CLHuv0awH2imMEb7+sl4PNV18wdwAA+2FryUPxAGBHbCx5iZkNAICXg60AABQEkgcABYHkAUBBIHkAUBBIHgAUBJIHAAWB5AFAQSB5ARgSALwzh9n7YrvatSEpkgfwQgK3PLGkdqPdL46x98WmtSN5APtgNo3SBvE52XDvi2ibCzsYkzZP8rPeCcPa3WKhdlmdMp6X5UiDlnCfDXbPAHghQuba68c1675mM5u6IsfbXMjtfGJX45vGzOqY3N1isfa2lto1OdJHmZ0oj90zAF6JMMYTfdrc/drtJc+28jSd3Lumquq6mhQn6Xu8XLvVEMvmwJY8ds8AeCXSCVlt5JjZI/R1khe7IYfjb21dNd2Qrsp8UPKUSai5q8aYYkueBskD2Aw9dqe93w+098XKKG/4MgnfqW79KYX0nrZO5d6uGuOXpSgPALYk2N9CCWDmmYxN975wt7kIh+SGLu00XFdV4Ua2vuR5tQe1ObtqRK1k9wyAVxP1XYXM5Z673XTvC3ebi3D7CjXREUx69IuS59Q+J1ZNk9hVY0pNzNiifgBbYYraPINxtL0vAAD2A5IHAAWB5AFAQSB5AFAQSB4AFASSBwAFgeQBQEEgeQBQEEgeABTE3iTPWdqqFkgsF3HnUon3WE/7cmtWgAOSRfIyeisJIynHSjLcQ4AAABqzSURBVGWDtjwueZb/ntOoqul8A4YHyoxB8+B4OEbwG7nA9/uVvEfLf6gpm0vei8pE8+DYTDZR7XW0i8rslret5BmL+B1L9zGlahphZDIZGc9r++sl40711K9tQFufRsP6wNDAsJIX7vaum17CAV+bBEa3IjSmt7zs3duIkykcGdszJa9b3paSZxqpm5bu+lMoebr8wOgkrDW0j1/fACGwQpViK3lt9OJEZJEDvlGO624vyjRPTJz7HoOSUCZmPJd/25/NJM82BLVsoGwDZM/RTkV/qa1/1jcg4Z5nXGJobrpkT+odcR2x7DJVkd65hHlwWIJobhrjyzyUt6nkGV2/5yVvPGA/3VryVjbAd523rOQfkTyrnFWSZ3rZI3nwdrjRXPd5OWcdzHtNlGemPih5tyOt/XB7UV6yAV5dtpX8/ZJnl7NC8lwveyQP3ovACF6ReTDvJWN5KtFUnNVjeeOJlf1sy0rva4AQNBknxlbyqT2M7Btil5OSvHicTnvZe+cylgeHJBzGk9vY5p6yzSZ5M3avLPmcz5OPq8bX4r0s5CEtHmsa4EyAis7xZCVvRXDhWU6Dg3J8qRJlWif65xLkwRExOrVyI1uM4JOPdtFPPe/lASxxRMlLylrBmofiASxyQMlbWrVV6pNf6nUD3MMBJQ8A4FGQPAAoCCQPAAoCyQOAgkDyAKAgkDwAKIhskrflKxIPlP3mS6+EZ8LvvphyuPvc1ueq+d68luu5ar4zLhmAbGSSPL0Yf7JyDzFWVcnH1j3F1rzQxE4W9dJH0bAizV5yuH4tXhLc2zfVbKb1i5i1L93E+D5H74L7P4V9detyPuodnZa8rrmcT6dT/fVjJN8hYmslr2sul9KlUa4tU1ZRtwOZl5vlkrzA8iMyFracPPXa/MhrSZ+SjvOU8abhB7UpgaloTtEzriusMV6dK/59JJRmVSu3lTzn6pwGhzm3k7ybZcVPcE5VIXnbMJqoRImX/31/1eesjsh9n0vy5JO+QvKih8AIVtLr9HU5XhVN5BRg+6pr33YnZpv6kpEYL8Yw8pSER3zS4zlMHz0D3f8VvubZtzdsg/QbjKLwhHfLXZK37v+DUeRZtO1nyHPWKdO5Z5k8SV7XVOdA2m6SV7dftRKstg7ShljwJAK/rrlcxp/16+dnkryuuZxP9dfP8HFsytfPT9+31zm6uaUUiSl5A7lN4Pt+C/OoZckzXJ18g7n5nPi50e5P6rhple75qnfCt100LhW7JtsVlKOuV9blVyevwjPkW9DINc7M6aYGF+3Z2T/csXWvbk3OsG2TfImPQfowRnKumm+dS5Z6OdftTxvom0pq60vT/YyHhsSuuZxFGDhIXlufz4OYtdfp41Di8JEoL2GaslvJS/qYm5IX/qEvSp5nyRc5VRljedYz57neOc51bszkPc9eObGVnp1NNTQOFG87H0W6oy9kpduM3wa382gbnTpXkRpjsL231uRUbVO91a6pzrP8hb3Ytj5XdV2d7N7toEb9LHBdc6maTqbE2X+UjPX9TfKGWn6mhOl0dVrxkjcTGyC/keTdHeUtSt6U65bNljw9gO9InkaHZ1FU4jzPvqpEkudUFxUXi++YOhcpr88Pn5I3O/g3EvT/o5Y+KXnR1aUROTttl38WIdssdLbkxb1fUcFN8mLtE5I392vnLmkseWfVX5WdWH0akicIJe5dJC+OmII8D0venGRJnhtseVFeTNT0VdHfyigvxZxR/cMIfE3XDY89FuXZF5H4Ce64xvWTTTKgfTjKa77b+mzGeZPkRaN6k+TNWRaivOa7rc/T6fZ8BpKnOZLk3TV90bf1KXjMFmZsk2N5XVONuaeWWJLn+qrL+hIdQrsd6lrmpqTG8rTeuNVZ1xVWOGieiGLvlrzkWJ5W1/juWb9LJMrBzNSkWdHV2f9AzPugI7u7x/L6rqmMqVuhZ8H7KjLcOw+J7fV8dqO8qvn+EaN9Yiwvrq9kzZs36TbckXcreanekPcYyi5demTPL0SNYemi7I6t46se9/TCjqY1pWleS6Bm8fVFV2JVFx+Lbqk6Y9SgxyTPa2o4gGbdPTs+8zvYUtTiq/NiZus+dMNUrFC6Mcu3PtWesTVFLwzh5jf0RMe2rYdO6nAfEpLXC9ETM7Zzj3dMLHjGdtq9Uc5e6Jf1su7smP+9vE3A/hIAcpB/9cUWoHgAkIV3XWMLAGCAkwoAFASSBwAFgeQBQEEgeQBQEEgeABQEkgcABbG55O3Gsvy4HM5s/bd4jck7HJuMkndbFeSZpoRriQwngQVngcB2ZHcCulnzlBOMXpr8oBS6rlC/gL5tTzULyTswtyVm88KyeR1aZiv4fJLXNVVV11qo5FMZxiqRl0noNJA0TllY/f8bbNY8R/KeYGeSl6stSN5h6T4v50tVnQa3PGkwkNtaIJvk3Z6iUKpGzbMs0QJ3kLrWkpFwEQi/RIv+k9ZNQRjW1qe6DUyYZP0Lpz/SvHUtDG0RZDgUusU4VXhNFZJnXr4sMAzFo1RVgmyo6dSwxgHMuf9BU6WLyq3qpnacP2HntNeP67/fzWUwCNWWKpk1L5fkdWJfM8soxAp5lMNJ1bRLrnVOGCU+TrXbnpxWzsAJST5dvZEzYUy33LxA5M0WGqYiXpQ3pVsNSwZyWvLMy49b5HlMtbNLeyv29DAd/u6wBbPv//RxNIXSn5C8IzJoWvfPKHl9e/2Y7ZHHzTF25aRiPy3jCJ1lWd7Lb8MTaAlWWEk85mPHS8pXyhJSszIpItEj5wZmDzTPaaHEsuG0Jc+sIjnSpyXPMhZ0zQkTF6I/r71v5hCoJ3miolsfVvVl6dgeke7zcgvilLQJS6nTaYfmUaGDZThjMfZrjTmLW6p6+L0ARdvjyfpO8VPTTvahCznvkTyronTzYkfQsLKEWd96ybMaNhTl+M/dK3n+hayQvNR9uyvKQ/LeDbG/mRfN7bFjG/1Rz3/r0chS1Out2/nvO+zgRtUku31GblXWqu7yyijvseZp3YhbGA7qPRDlBbg+w78U5SVvm0pE8oogiOaMiE51cjOQQ/KUtMnvrW9ZPhCO9LX16bZzslOPmhKIh4qi7FUYmqSHz43RMXOsy7sNC80zbpRuYZDXkrxQMjujXK9VEwuSp9uxYiwvKXkL982TPPP+R5LXM5b3NphRXnv9OOd9SyWD5MV/s0GPNoz8QhUKhvfc58MeCAxqCQQkKMvI6Tyxc1QaRBxev9Zv3hwEh8923MIpr222rpzZU3cgObe8KHnOjK19IYuSl75vThBo3H9T8gapG3MiecdFSJ7wgc/8Vh4Lzn6XzQ30AUCD5P0iKB7Aq0Hyfo8nVowBwGMgeQBQEEgeABQEkgcABYHkAUBBIHkAUBBIHgAUxFtJXmu57K046ehvijx03QBFkkXyHE88aXW84h20Z616H3yx93HJW9lgaZOazv/wHUDz4MAYnu9ixVlsNPAc2SQvdgMYFs2vfoiflLxHlzJsLnmvKBDNg6PSXkdrKGGGnNkWVJJN8oZF3Wq1uUwLFp+H5uPSf0pYzRkr0aec8fJ003ZOL4s3Pd+rphE+5mEJ0h5lzDkXE7dEZXOKuvcOpE6cf4E1vxXAbpmF7hiSF7knqaRA8gxDpsgMzrIqcgOh0AvUsug06xVeLnPX0zRk75pKeYg4bQmyed7uK+7A6hPfYkQSimc2A5Ud2z3ucDbqSuxl6Uqe8Vk98J4hpTsgps2a7jCzNITavLj4aELy7IjLc7u0HUDvOJEwD46PHdl1n5fz7ixC5+ct0r5HJS/hn+74m5v+dEHHc1Hy5i+WIfuDkpf2dk9I3voTkTw4Or758R6N4MNAyBK6TFGeSNFy40V5vZ0nHeXZhuwPSd6St7t7B+45EcmDQ5M0e9+35IXvq9wpeb4netqCOMhkneDWK0bHJiENKvclz7EcvsPb3b0D95zIWB4cF8PrfZ7FDfa0zUBuybtpnjGqvuJZVS7ntu14wt88igvjCVVP8ow50KlyYcgeSVzQYONueEWtugN3nkiQBwdEv4F3Gl7CE7sA5XaCf5/VF0U/9byXB7CO95G8kjUPxQNYyRtJXrlPfqnXDXA/byV5AABpkDwAKAgkDwAKAskDgIJA8gCgIJA8ACgIJA8ACiKb5L3k3bAjvYAm/FwO0+Z7YFUvHJJMkidWPgTWTeJxt8yQen/drJVuat6c8Ze0xWjAbAoQm77YC4DNo54L1ZL/s2iFWVhyH46kbd8jRgaRQ8zDWhmtsGnrc9V8i8Pn6Vp/5sSq6dTBiar5lgfqr2gxZ9dc5Fn110+QMpbz09ZyrWjVfOdcGPrm3BbaqtW0xoYYecgjeZ4Pp3YINleEBYYhyjnZSI81T1kG/0bcYTVAPteRNqQdT711c+YN8e7efI7zWyxc0Ipsj0reU6Qkr2uqWf7a+jyKXlh711TnWRDlaW19abrg4eqai8wdHxHP6Bmde4DBKuWrPs8WUdI+JbN3VCbJk0IUPgo63ln0P5kfYNcVOW1cMiXGsY9opjpL71ZhBo2JYMptQNV0gbFMfIIdAxqSZ96QBVfBxG+hLG7kdcnAcLR9nW5OHfq4hHuGGHc4KnDBw0aHpkv/D2bJ0/GePmdJ8mxNGw4jeS9BKps2jNq5X17KyU522UyPPG1KbLsix8FFW4ePhue1l5C8k1SA6Vzps+xqrtGAqVCzr22bfwbnBQ+8eUMS3tFOynQh4xErANNpwc1RYbj4tYSKRS3uwl1NIqdCQ4vd/yS25LmKtyR5fVufhx6ufTaS9xKUsCnL0Mxb/2SRPPVkpfpxMukU2g/3qyQvGdTFnnJhn9uVPCu6NK9vRQPGC6xrUyyCgU93AFJGiJkkbzpDSF50wbHkWYMW5hXdK3lRaSKro8bZJa+fR/OWxvKUpBmSJ8by6q+sJm/vTxDLCcO80ynrTrYvkLyUimSSvOnI2DF1I8RHJU+TboDQEbNNdhxn4RgmPxXlhXIztEaL3J2SN33JIXmJYZCtJG9Iv5xj0SPKexF+93WPHduk5NmBjHhG7hrLS0jedNK2UV6KuQF67lbLZOoS3Io3G8ubzpUx229Gecl/LPEVDUqnJi8UayVvLEwfQfJehCtsyX0xHiCX5DljeXogSD0i1tiZ+ZZHovhbUeKBnB68hTLFMFIfPdXJsbwIrwF60CsxLhfeS+sueRflXal1s+RvYYmh1fGOb46+rDkgm4fn4jusC0xKXrv05uWthp/xy/kkJ2nnL+JXSUue+vnOZ6K838KRPGNjjCfJNmMbPuFGx00csZPjofYo3RsYDPItlVm38tmKn/EozJDRx5oGRNFKoBD+c+3cJe+ivCsNy4pv+jiw4F/sNOnkSF5qvlXdYVVgUvL0jTZj6068XxfEdW09HYnfy5PnSxGby7MUK3gLT2RB8vIQbn7x5+vvj0jLvfXFBu/lbctiFABHJhpvWDegALCa/KsvNgXFe29U7/x1/0ihIFhjC7tC9sUJ8SA/OKkAQEEgeQBQEEgeABQEkgcABYHkAUBBIHkAUBBvJXkPvcOyegHtfuHdHYC1ZPfL+71X5h98c/VxybPcjZx2jYu70vlXFhiD5sGhMYzgRXpG56g+u+Sp9fSv5dF39TeXvFcUiObBUbGM4MWRqjrl9FHJLHmxmYex4l4tRx+tlvTSdHOxu70CfkY99XZmcyV8axmamy3vpF+8XCUQXbOwlV9xE4T1iC5w3YnyFwA4KLGTSnv9uH59N1ktkfucktfE/bbZCClwi5JO4JGBmxBOHT4mnYQdAyilBcLNJHA5ml08xpYZLVfuS70blAXZ/JsQXVnoK7f6xLcYkYSiCSVv+P79z24lb2FNpBIvy2ZSukze74WpcqQsQuOqfae4MC08mpA83zY5dRPcju3i3SPMg4OjJa/7vNy+Zd74os/asTWG55X52XrJ09Qpb3crzSohOs+UPMe27TnJW38TggLvuHtIHhyccIezQed2LXnDM2oPMD0Y5Y08HuV5pSSjPLvlD0nePTdBFXjX3UPy4OBIyQv2+jmdcu73k/slFTnAFIy/rZQ8e6xucSzPqTjMY0peZGhut9wK34xqItvz1TchGnhcffcYy4OD4xjB7zzK6/tev6cydTGrpqnXSp7jup50PA/KdXzbPckz5kCtlkcSp/zN7btx/01QndhH7h7AkbCM4P9TR3coebug6Kee9/IA1vE+kley5qF4ACt5I8kr98kv9boB7uetJA8AIA2SBwAFgeQBQEEgeQBQEEgeABQEkgcABYHkAUBBIHkAUBBIHgAUBJIHAAWB5AFAQSB5AFAQSB4AFASSBwAFgeQBQEEgeQBQEEgeABQEkgcABYHkAUBBIHkAUBBIHgAUBJIHAAWB5AFAQSB5AFAQSB4AFMSuJK+tT1XT/XYrAOB9eV7yuqY6hSwJV9dUVpbHJS8o0Cnfp62Nposrq1tVV3iJ8+loNkDf9333eTmfb8/En6+/P4lEeejP19+f//q+vX6M+YbH6n/fPz9WNfeTL8rrmkopw0LePUleW4+5u6Yam9DWk9K19Shlw3HdUPFNnA9QMO310txUqr1+nOubvpmJfd/fBO9SVaf6JnlBUR/jaTnYWPKsQEmERMEJbX2qmqbW4VLXVGNi3fZ9W08njTUGBYblO8HawlUoVQuvzT9I3xxAY0qWTmyvH9d/v5vLOZa87vNyvuSL8TaWvCBQmo/6UV4QTg2fhIwYkhcXKL66bbAZJSu4mkDJ4q+nU90S4wGEmJKlEwf56/4xJG8MB8PQ73G2lDw/FlrRsZ3yx+Jzj+Qlg7XENdwlef0UaSJ4ADem8Tg5amckdp+XW7zXfcaSl7lT2/ebSl5CNdaM5fnx1h2Sl1auuHqrbOPEaCwvHvUDgL4f5iVqa7Ki/vr7M+rckKYlL3untu+J8mS5K4frjIbacxkA0KcH86K52dM4a2tpYA5+bSzP0p5xTKwPx/K05A1fRe4wk/i6aizPCs5SJ4bhqJ6bWTtvDfCutNdz3f6dhupugVx7/bj+GybOhAqXfxiv7/vNZ2zN9936eRY1CgvrdjzF6WLOZdZtEPGdtASKOd70O3PRm4VC6YITw6xCfNN1ABSFeANvfqnOTFSnzBK3Sae273e2+gIAYFuQPAAoCCQPAAoCyQOAgkDyAKAgkDwAKAgkDwAKAskDgIJA8gCgIH5F8u5xE90Fv9Lgg1pROffqbqNqgE3IJXnWsjC9LH/90nt5eB/WJCu9AoLLfFKzliodlvPubFWv22o0r3hmCwHhJzUnhkvQbsvTMlrA38gleeFfupbAVaYCceZ96N36IC9Qn+fE6HChcN8nG33I64FsdJ+Xa/szmkQNq2eFuUC4prb7vFzquspvLJBJ8hJBnlyJf0tKhy/S3l0Ge97nuo09CuY6dc7QsmB2BKiaphbWLTrXXGPg4zKeODgii8uMrzq4xOjQ5E0wmxpUTTvkNO6XUYj8FaYQc75wyysmvITodO8uJX87E2y1oO97IW7CK68PLKZuX77qc26D0GyStxjkBf29dJB32+vCOSX8fAqdRMXTGtjJzzkn7ZVaNu2UMZZTz6WMohZVoT2m0tbJfXCu05Kplf7/CLMQlVE6rFrBpnUJxunOXXJ/uvRRJA+EY6iSPBHljemTX3JW8khe+LeuY4S7rIm7pjpVVTAIlgjyppKH9Cg8mTUl9NYLXe8sR9KxkLquoqrG0iqljPJCkkrjtdm9tHQhujGTr5YjQ+YlGKc7d8kk/b+Mjm3ZTMZRcnAuMAj98/X357+kMXwGskhe9MhGRun3zl34g39Ln+3KLM00bef7qceourV1XdmiK0RgVZBnNs/ImjClT93QoTXuHh5mCeoS9On+XTKwBjPWngulYPrCz6N6onu7wb4XfZ9R8gKfdHe2YuXchVTR4Ak008f8do/a0kaV0/I91qIRJahq4wvzg7yoeUZWT9j9QuQXrT3OOKA1aheevnSXEtd231EoB9P7c1C87+YS2sLvc8ZWjHL18TyrE5OYT6PeziLMKce3ejWypKcVIv92s2OsJyVG8YlCNjUopjvEapxs3Uie17w5MepzxyWZhcw3rXJiNF2CcQnR6fZdcn67ZBiH4pWMcIC3grz2+nE+/zG2c9wiyMv5ksqEEbFMyfOfvhkyhCHLfNJQRBvs9lMHG32rpix0hudiG9Uq79xAek+3GdWgPxwWbl1idJ/mjqAdSK4qZD4wpflCY16COT/h3aX0b2dUh+IVjBi0G9/JE0lWJLfN3EV/6AVnyaH0XyvqjVm4S7yTB0fguJLXPfk2/9yJdQa8oL/vLrmSyMwF7IfjSt7zkZnbOwTBHXfJ/kkI8WBPHFfyAADuBskDgIJA8gCgIJA8ACgIJA8ACgLJA4CCQPIAoCCelzxphjktBV548fTZ14ijEu4ucH7bLLDlM95BC5b26tN5yRbAwlhjtrTwbEz+LygiWn/7DPmivHveOP1tyRtsOPuE2adeQO/aNbFyAyBmtn2/ydafr783A7xzNfohD4mzqYBRxvlSVQeTPCtu8h0IWtusPSokKMEo0InXUs1WqmbYYTkHWUwFkGDetKdrRsUbU/98/f1xJe/mJ/VVnw2XlWfYVPJckyMnKFtyg9KuJn6U55srxViWen2kZPHX06luifEAFpjFbQ7y+iG2q/73/fNjS97oqmcbSz3DlpLnh0a+5KW9i5Xbryt5yXjNa/RdktdPkSaCB5BgljbvsxrLk4qoBfEIkpcQkfskT7MoeWnxCurzbOmSkmeO+gGAJtqJ1piqENmnYb/vZvAR/c+xD32GY0V5qrYno7ywy7t6LC/ozTKYB2AhJi4iVCdXJZ7+fBl28Bn94H9tLM/SIc+vfXETiXg7iIWxPCs4S51luzUnKgAoGjknGyPG79rraH4cxYQq5yGivN55/a33bNKdHR/Um3+yI2pM0QrNsurt4wLTZ4VZ4yljQjyAkPZ61oHaNGUb92mn7R6tWG7PkgcAsHuQPAAoCCQPAAoCyQOAgkDyAKAgkDwAKAgkDwAKAskDgIJA8gCgIJA8ACgIJA8ACgLJA4CCQPIAoCCQPAAoCCQPAAoCyQOAgkDyAKAgkDwAKAgkDwAKAskDgIJA8gCgIJA8ACgIJA8ACgLJA4CCQPIAoCD+D4bS8vPfofQLAAAAAElFTkSuQmCCAA==" width="484" /><br />
<br />
Senaste månaden har jag även gjort några inköp:<br />
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15 stycken <b>VFEM</b> (Vanguard EM) för cirka 7 500 kr.<br />
En fin utdelande EM-ETF med fokus på Asien.<br />
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40 stycken <b>Enbridge (ENB)</b> för cirka 12 600 kr, på KF Nordea med bra courtage.<br />
Mid stream gasleverantör i Kanada som jag skrev några rader om nyligen. Lång utdelningshistorik och stadigt ökande utdelningar. Utdelningarnas CAGR de senaste 20 åren är 11,7% och även om energileverantörer inte är så populära nu så ser jag inga moln vid horisonten gällande ENBs utdelningar. Direktavkastningen är i nuläget cirka 5%, och jag tänker mig att så länge jag får 5% utdelningstillväxt framöver så är placeringen helt ok. Därför känner jag att jag har en vettig säkerhetsmarginal, och behöver inte bevaka ENB, mer än att följa utdelningarna.<br />
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Sålde EU-fonden <b>XESC</b> för cirka 4000 kr pga lite för hög förvaltningsavgift jämfört med de billigaste alternativen.<br />
<br />
Sålde GB-fonden <b>XDUK</b> för cirka 2500 kr pga lite för hög förvaltningsavgift jämfört med de billigaste alternativen. Här blev courtagekostnaden lite mer tydlig men jag tror mer på att rycka bort plåster än att dra ut på plågan.<br />
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Senaste månaderna har jag pausat mitt courtagefria ETF-månadsspar hos Nordnet efter att under våren ökat min belåning lite mer än jag är bekväm med. Nu har jag kommit i kapp, och har nystartat månadsspar på Nordnet. Nu månadsköper jag bara EM-ETF <b>IS3N</b>. Denna ETF har fått sänkt avgift från 0,25% till 0,18%, vilket jag upptäckte av en slump. Inte fått någon info från Nordnet om detta, vilket jag såklart önskat. Finns en liten risk att jag i vintras läst eller skrivit fel när jag kollade olika ETFers avgifter, men jag tror mer på en äkta avgiftssänkning. Förut var avgiften helt ok (speciellt med courtagefritt månadsspar) men nu är det oemotståndligt billigt för en EM-fond. Tyvärr inga utdelningar men billigt är ju gott, och jag försöker glädja mig åt att jag sparar en liten slant på att inte betala växlingsavgifter på både utdelningen och efterföljande nya inköp.<br />
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MVH /GI<br />
<br />Griphook Investhttp://www.blogger.com/profile/02602726767433180507noreply@blogger.com0tag:blogger.com,1999:blog-3655798318802262683.post-14661346232607675762018-07-16T02:56:00.000+02:002018-07-16T02:56:46.270+02:00Hitta nästa inköp utifrån valuta, geografi och sektor<!--[if gte mso 9]><xml>
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" width="640" /> <br />
<br />
Sett över en tioårsperiod så förefaller USD dyr jämfört med hur SEK har
utvecklat sig mot CAD och EUR. Samtidigt så är det svårt att se hur valutor och
eventuella handelskrig kommer utveckla sig och för att bearbeta läget så har
jag uppdaterat från vilka länder eller regioner jag får mina utdelningar och
hur mina innehav fördelar sig över olika sektorer.<br />
<br />
Framåtblickande så förväntar jag mig cirka 49 000 kr i utdelningar kommande
12 månaderna. De fördelar sig tungt på USA men läger man ihop alla europeiska
länder så har jag mer utdelningar från Europa än från USA.<br />
<br />
<img alt="" height="413" 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" width="640" /> <br />
<br />
Det är ett tag sedan jag gjorde denna genomgång och jag hade förväntat mig
en lite större portion från World/EM, men samtidigt så vet jag att många inköp
sista halvåret har varit just amerikanska aktier.<br />
<br />
När man tittar på hur portföljens värde fördelas på olika sektorer så ser
man att jag har väldigt lite av energi, material och telekommunikation. Men i övrigt så tycker jag att fördelningen är helt ok.<br />
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<img alt="" height="460" 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" width="640" /><br />
<br />
Vad ska man göra med dessa siffror? Jag upplever inte att de är jätteskeva
åt något håll förutom att jag skulle vilja ha mer Asien (läs World/EM) och
energi och telekommunikation. Kanske borde även hälso-sjukvård kunna få öka lite.<br />
<br />
Att korrigera upp Asien/EM innebär i praktiken mer inköp av ETFer, och även
om billiga ETFer är bra så är det ju roligare med specifika bolag och deras
aktier. Min andel Europa är jag nöjd med. Jag är nöjd med att att Sverige ligger kring 20% av portföljen. Den kanadensiska andelen av portföljen kan få öka en del. Den kanadensiska dollarn är
inte påtagligt dyr och Kanade har ganska många stora och stabila företag med
bra utdelning. En annan viktig faktor är hur lätt jag kan hitta bra info om
bolagen och där ligger Kanada också bra till. Jag hittar värdefull
Kanada-information via bl.a. <a href="https://www.dividendearner.com/">Dividend
Earner</a> och <a href="https://www.dividendgrowthinvestingandretirement.com/">Dividend
Growth Investing & Retirement</a> som tillhandahåller ett excel-ark med
massor av info. Grundläggande siffror på kanadensiska företag kan man se på <a href="https://www.theglobeandmail.com/investing/markets/stocks/">The Globe and
Mail</a>.
<br />
Tittar man på en valfri Kanada-fond eller de största
bolagen så ser man att energi och bank dominerar Kanadas börs. Jag
har tidigare undvikit de oljetunga kanadensiska bolagen men jag har en rimlig
andel av de 6 största kanadensiska bankerna.<br />
<br />
Tårtdiagrammen ovan har fått mig att titta närmare på telekommunikation och
energi i Kanada.<br />
<br />
Inom telekommunikation så domineras marknaden totalt av tre operatörer:
Rogers, Telus och Bell Canada (BCE). Här upplever jag att alla tre är ok köp
men inga klockrena fynd. BCE upplever jag som mest köpvärd i nuläget.<br />
<br />
Inom energi så är kurserna överlag nedtryckta och det finns många bolag
att titta på, men här upplever jag att pipelineföretaget Enbridge sticker ut pga sin stora storlek
och fina historik.<br />
<br />
Jag har länge upplevt att det är lite smutsigt att ha olje/gas-innehav men
nu har jag ändrat åsikt. Nu tycker jag att det är konsumenternas och
politikernas ansvar att styra efterfrågan och produktionen i hållbar riktning
och att olje-gasföretagen/leverantörerna inte kan förväntas ändra sin
produktion snabbare än konsumenterna och politikerna vill. Jag vet inte om kommande
förändringar handlar om att pumpa ned CO2 i berggrunden där den sakta omvandlas
till mineral, plantera stora mängder skog eller att folk efterfrågar en större andel förnybar
energi, men oavsett så kommer det levereras ganska mycket naturgas
i pipelines över Nordamerika i ganska många år till.<br />
<br />
Jag har sett hur man bygger hus i Kanada 2018, och trots kalla vintrar så verkar alla boningshus bara ha cirka 15 cm tjocka väggar och
isoleringen kan omöjligen vara lika effektiv som i nybyggda svenska hus. All
uppvärmning av bostadshus verkar ske via en naturgasdriven panna i varje hushåll. Min slutsats
är att företag som Enbridge kommer att ha många goda år framöver, och att
omställningen till förnybar energi sannolikt inte kommer plötsligt i huvuddelen
av Nordamerika.<br />
<br />
Att energibolag har nedtryckta impopulära aktier sedan
några år, att CAD är ok värderad och jag sedan tidigare är underviktad på energibolag gör att
jag starkt överväger att Enbridge blir mitt nästa inköp. <br />
<br />
MVH /GI<br />
Griphook Investhttp://www.blogger.com/profile/02602726767433180507noreply@blogger.com2tag:blogger.com,1999:blog-3655798318802262683.post-34857650895025521352018-07-04T06:10:00.001+02:002018-07-04T06:10:02.702+02:00Utdelningar i juni och lite inköpUnder juni 2018 så fick jag 4859 kr i bruttoutdelningar (och
P2P-räntor), vilket motsvarade 4321 kr efter källskatt och andra
avgifter. Förra året fick jag 3312 kr i nettoutdelningar i juni, och
ökningen 2017 - 2018 var hela 30%.<br />
<br />
Jag är nöjd med hur utdelningarna och börskurserna har utvecklats under det första halvåret. Många har farhågor om en större korrigering eller krasch under 2018 men det finns kunniga bedömare som ser sannolikheten som liten. Själv har jag ställt mig neutral till eventuell krasch och jag har behållit min belåning på cirka 10-15%, i linje med devisen att mer har förlorats på att invänta korrigeringar än på själva korrigeringarna.<br />
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<img alt="" 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/><br />
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<br />
3M har en fin historik och jag förväntar mig stadigt stigande utdelningar i
många år framöver. Kursnedgången senaste halvåret ser jag som ett
bra tillfälle att öka. <br />
Angående Nordea så har jag ganska lite svensk bank och ser nuvarande
kurspress som ett bra tillfälle att öka mitt lilla Nordea-innehav.<br />
NIBE är ett av de mindre svenska
bolagen som jag sakta vill öka i, och där jag valt att köpa små poster då och då snarare än att vänta på en kursdipp.<br />
<br />
MVH /GI<br />
Griphook Investhttp://www.blogger.com/profile/02602726767433180507noreply@blogger.com0tag:blogger.com,1999:blog-3655798318802262683.post-33816463114884287162018-06-11T23:02:00.004+02:002018-06-11T23:02:52.661+02:00Fått tilldelning Hernö Gin<img alt="Bildresultat för hernö gin" class="irc_mi" height="359" src="https://cdn.foodism.co.uk/featured_image/5a268fc01b5b1.jpeg" style="margin-top: 0px;" width="640" /> <br />
<br />
Julaftonskänsla idag när jag såg att jag fått tilldelning i Hernö Gins senaste nyemission!<br />
<br />
Företaget vill dels ha fler aktieägare och dels bygga ett nytt besökscenter, och har därför gjort en nyemission. Inget desperat med detta, och det finns inga ekonomiska problem vad jag kan se. Försäljningen ökar starkt och priserna fortsätter att trilla in. När suget efter världens godaste gin når resten av världen så bör ju försäljningen öka ännu mer. Man skulle kunna kritisera den höga värderingen i emissionen men jag tror starkt på kraftig tillväxt och accepterar i detta fall ett högt P/E.<br />
<br />
Jag hade skrivit upp mig på 250 aktier och fick alla 250. Inget courtage och med 37,5 kr per aktie så gick kalaset på 9375 kr. Egentligen så skulle jag vilja ha 3 ggr så mycket av detta företag, men det fanns inte utrymme för större utsvävningar. Aktien är onoterad och det känns bara bra tycker jag! Företaget vinner ständigt nya priser för sin gin, och nu kan jag fokusera på dessa framsteg istället för att se om Mr. Market vill handla upp eller ner aktien.<br />
<br />
På några års sikt så tror jag att Hernö Gin kommer att noteras, men jag har inte bråttom. De verkar i alla fall ha bestämt sig för att ha en generös utdelningspolicy, och det är ju mycket trevligt om ett företag kan lyckas med både stark tillväxt och goda utdelningar. Innan det blir utdelningar så vill jag nog besöka företaget, för att få se insidan medan det fortfarande är ett ganska litet företag.<br />
<br />
Blir spännande att följa mitt första onoterade innehav! Och att gå och köpa min första flaska!<br />
<br />
MVH /GIGriphook Investhttp://www.blogger.com/profile/02602726767433180507noreply@blogger.com5tag:blogger.com,1999:blog-3655798318802262683.post-11984105092256919852018-06-02T00:53:00.003+02:002018-06-02T00:53:38.037+02:00Utdelningar i maj och lite inköpUtdelningarna i maj adderade upp till 7399 brutto, vilket blev 6390 efter skatter och avgifter. Ökningen av nettoutdelningar från maj förra året är 19%. <br />
<br />
<br />
Utdelningar maj 2018:<br />
<br />
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<td class="xl64">Sampo</td>
<td align="right" class="xl63">1 380</td>
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<td align="right" class="xl63">470</td>
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<td align="right" class="xl63">416</td>
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<td class="xl64">Atlas Copco B</td>
<td align="right" class="xl65">406</td>
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<td align="right" class="xl65">402</td>
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<td align="right" class="xl65">303</td>
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<td class="xl64">Realty Income</td>
<td align="right" class="xl65">197</td>
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<td align="right" class="xl65">185</td>
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<td class="xl64">ASSA B</td>
<td align="right" class="xl63">182</td>
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<td class="xl66">Fenix Outdoor</td>
<td align="right" class="xl63">180</td>
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<td align="right" class="xl65">175</td>
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<td align="right" class="xl65">165</td>
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<td align="right" class="xl65">153</td>
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<td align="right" class="xl63">144</td>
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<td align="right" class="xl65">127</td>
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<td align="right" class="xl65">118</td>
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<td class="xl64">Boston Pizza</td>
<td align="right" class="xl65">98</td>
<td class="xl64" colspan="2" style="mso-ignore: colspan;"><span style="mso-spacerun: yes;"> </span>Sålt</td>
</tr>
<tr height="19" style="height: 14.4pt;">
<td class="xl64" height="19" style="height: 14.4pt;"></td>
<td class="xl64">A&W Revenue Royalties Income Fund</td>
<td align="right" class="xl65">48</td>
<td class="xl64"></td>
<td class="xl64"></td>
</tr>
<tr height="19" style="height: 14.4pt;">
<td class="xl64" height="19" style="height: 14.4pt;"></td>
<td class="xl66">NIBE</td>
<td align="right" class="xl65">24</td>
<td class="xl64"></td>
<td class="xl64"></td>
</tr>
<tr height="19" style="height: 14.4pt;">
<td class="xl64" height="19" style="height: 14.4pt;"></td>
<td class="xl69">Mastercard</td>
<td align="right" class="xl65">7</td>
<td class="xl64"></td>
<td class="xl64"></td>
</tr>
<tr height="19" style="height: 14.4pt;">
<td class="xl64" height="19" style="height: 14.4pt;"></td>
<td class="xl64">Lendify (enbart räntan)</td>
<td align="right" class="xl63">74</td>
<td class="xl64"></td>
<td class="xl64"></td>
</tr>
<tr height="19" style="height: 14.4pt;">
<td class="xl64" height="19" style="height: 14.4pt;"></td>
<td class="xl64">Mintos (enbart räntan)</td>
<td align="right" class="xl63">23</td>
<td class="xl64"></td>
<td class="xl64"></td>
</tr>
<tr height="19" style="height: 14.4pt;">
<td class="xl64" height="19" style="height: 14.4pt;"></td>
<td class="xl64">Kameo (enbart räntan)</td>
<td align="right" class="xl63">31</td>
<td class="xl64"></td>
<td class="xl64"></td>
</tr>
<tr height="19" style="height: 14.4pt;">
<td class="xl64" height="19" style="height: 14.4pt;"></td>
<td class="xl64"></td>
<td class="xl65"></td>
<td class="xl64"></td>
<td class="xl64"></td>
</tr>
<tr height="19" style="height: 14.4pt;">
<td class="xl64" height="19" style="height: 14.4pt;"></td>
<td class="xl64">Tot brutto 2018</td>
<td align="right" class="xl65">7399</td>
<td class="xl64"></td>
<td class="xl64"></td>
</tr>
<tr height="19" style="height: 14.4pt;">
<td class="xl64" height="19" style="height: 14.4pt;"></td>
<td class="xl70">Utl. Kupongskatt och övriga avgifter </td>
<td align="right" class="xl67">1009</td>
<td class="xl64"></td>
<td class="xl64"></td>
</tr>
<tr height="19" style="height: 14.4pt;">
<td class="xl64" height="19" style="height: 14.4pt;"></td>
<td class="xl64">Tot netto 2018</td>
<td align="right" class="xl68"><b>6390</b></td>
<td class="xl64"></td>
<td class="xl64"></td>
</tr>
<tr height="19" style="height: 14.4pt;">
<td class="xl64" height="19" style="height: 14.4pt;"><br />
</td>
<td class="xl64"></td>
<td class="xl64"></td>
<td class="xl64"></td>
<td class="xl64"></td>
</tr>
</tbody></table>
Har även ökat andelen tobak/nikotin i portföljen. Kassakon cigaretter verkar sakta minska men trots att denna trend pågått många år så minskar inte tobaksbolagens vinster. Och alternativa produkter såsom vape och snus har potential att öka mer än cigaretter minskar. På dessa prisnivåer tror jag att tobak/nikotinbolagen är en god affär om placeringshorisonten är mer än enstaka år. Ibland spekuleras det att tobaksbolagen borde ge sig in på cannabismarknaden för att få tillväxt. Själv är jag nöjd om dom ökar utbudet av nikotinprodukter som har en klart bättre hälsoprofil än cigaretter.<br />
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Köpt 30 Altria (MO) för cirka 13 500 kr.<br />
Köpt 30 British American Tobacco (BTI) för cirka 13 500 kr.<br />
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Har även tecknat mig för några hundra aktier i Hernö Gins emission, till ett värde av knappt 10 000 kr. Får se om jag får något. Borde rimligtvis vara en väldigt populär emission med tanke på alla priser som Hernö Gin vinner och hur försäljningen utvecklas. Även om aktien inte är noterad så förväntar jag mig att notering sker om något/några år. P.g.a. alla vunna priser förväntar jag mig fortsatt tillväxt och företaget verkar redan nu bestämt sig för att vara en bra utdelare.<br />
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MVH /GIGriphook Investhttp://www.blogger.com/profile/02602726767433180507noreply@blogger.com6tag:blogger.com,1999:blog-3655798318802262683.post-25257875881688758952018-05-11T19:57:00.002+02:002018-05-11T19:57:32.736+02:00Sparkvot och ekonomisk frihetBegreppen förmögen och rik är lite oklara men förmögenhetsskatten, som togs bort 2007, började tas ut vid 1,5 miljoner kronor i totala tillgångar. De flesta sparare skulle nog mena att man inte är förmögen eller rik vid den summan, men att man är en bra bit på väg. Begreppet ekonomiskt fri är lite tydligare då det verkar betyda att man inte behöver arbeta för att behålla den levnadsstandard som man har. Att förmögenhet och stora inkomster ofta blandas ihop är ju ingen nyhet, men det är lika fullt irriterande när journalister inte kan hålla isär begreppen.<br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGPJ6jH2t-IaVcpk5cbW8JWlo2xQyouCdYFj-jcC2NLQwJ_fxW7Wy7_DrdinPQutdr-A-0cgABBYOOStRSqRGAFyw5pZ-Gey7QIvSYKKXZTtSmBhL7XwL7NYMQQHDxZ9WmLkf2SkS60Sg/s1600/Adel+l%25C3%25B6n+eller+f%25C3%25B6rm%25C3%25B6genhet+Sydsvenskan+maj+2018.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="754" data-original-width="720" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGPJ6jH2t-IaVcpk5cbW8JWlo2xQyouCdYFj-jcC2NLQwJ_fxW7Wy7_DrdinPQutdr-A-0cgABBYOOStRSqRGAFyw5pZ-Gey7QIvSYKKXZTtSmBhL7XwL7NYMQQHDxZ9WmLkf2SkS60Sg/s640/Adel+l%25C3%25B6n+eller+f%25C3%25B6rm%25C3%25B6genhet+Sydsvenskan+maj+2018.jpg" width="610" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Sydsvenskan blandar ihop begreppen förmögenhet och lön, eller har Adele mest i båda kategorierna?</td></tr>
</tbody></table>
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Hur fel det är att blanda ihop inkomst och tillgångar illustreras väl av Adels kollega Amy Winehouse som enligt dokumentären Amy brände oerhörda summor på knark och hotell samtidigt som hon hade oerhört höga inkomster. Trots att inkomsterna var skyhög så blev inte Amy rik under sin livstid. Efterlevande var t.o.m. tvungna att ta lån för att betala hennes skulder och rida ut problemen. I och med att Amys utgifter avstannade när hon dog, medan intäkterna fortsatte så kan man anta att dödsboet blev rikt. <br />
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Så det borde vara tydligt att höga inkomster inte räcker för att bygga en förmögenhet eller bli ekonomiskt fri. Många vill bli ekonomiskt fria, så att dom kan ha en viss levnadsstandard, utan att behöva arbeta. Hur mycket pengar som krävs för att uppnå denna nivå av ekonomisk frihet kan man både grubbla och gräla över. Själv tänker jag att när 4% genomsnittlig utdelning från aktier täcker alla utgifter så är man <i>nära</i> ekonomisk frihet och när man har ytterligare 50% i tillgångar så är man ekonomiskt helt fri. Marginal behövs för att ge känslan av frihet. Och om man fortsätter jobbar så är det inte för att finansiera sina utgifter. Vilken summa man behöver varje månad är inte det primära. Primärt är istället vilken levnadsstandard som man behöver för att vara nöjd, och hur stor del av inkomsterna som behövs för att täcka utgifterna för den standarden.<br />
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Dom som vill spara ihop en tillräcklig summa för att klara sig på utdelningarna brukar ofta beräkna sin sparkvot. Och att uppnå eller hålla en viss sparkvot kan bli ett stort mål. Så länge som man är ärlig mot sig själv i hur man beräknar sin sparkvot så kan den bli mer än ett mål. Sparkvoten kan nämligen visa hur lång tid det tar att bli ekonomiskt fri. Då sparkvoten visar hur mycket av inkomsterna som man sparar så visar den indirekt även hur mycket man bränner. Förutsatt att man har samma inkomster och utgifter över tid så kan därför sparkvoten visa hur många år det tar att nå sin målsumma.<br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgK2c18jnbLM17AFd1PXe-_5DqQHSeTDoGPmxh-bRi9k6TDR2djjADp_Yf2dKlL_MyPJVPNmOIx_g5HR46JJOs_eD0BP9R-CONobhJI1mfKeEbu3fd7dHT8kDXNL1k2BuleRMTV1IuGldk/s1600/Sparkvot+kurva+ekonoisk+frihet.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1169" data-original-width="1600" height="466" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgK2c18jnbLM17AFd1PXe-_5DqQHSeTDoGPmxh-bRi9k6TDR2djjADp_Yf2dKlL_MyPJVPNmOIx_g5HR46JJOs_eD0BP9R-CONobhJI1mfKeEbu3fd7dHT8kDXNL1k2BuleRMTV1IuGldk/s640/Sparkvot+kurva+ekonoisk+frihet.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Relationen mellan sparkvot och tid till ekonomisk frihet med oförändrade utgifter. I modellen har man 150% av summan som krävs för att leva på 4% utdelningar. Besparingarna har beräknats växa 8% årligen.</td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
</tbody></table>
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I grafen (som är plottad med värden för varje 5% i sparkvot) kan man se att relationen mellan sparkvot och tid till ekonomiskt oberoende är ganska linjär om man har 25% eller mer i sparkvot. Om man sparar 30% av inkomsten och har 8% total tillväxt årligen så är man med min definition ekonomiskt fri efter 30 år. Sparar man istället 50% så tar det 20 år. Och om man är en bad-ass och sparar 72% av inkomsterna så tar det bara 10 år att bli ekonomiskt fri.<br />
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Men man får inte glömma att den friheten är beräknad på den levnadsstandard man hade under sparperioden. Så om man ätit skulor och tjuvat toapapper från biblioteket under sparperioden så får man fortsätta med det när man är ekonomiskt fri. Och om man får några barn mitt i resan så faller kalkylen pladask. Jag har valt att räkna på 50% större tillgångar än vad som egentligen krävs för att leva på 4% utdelningar. Anledningen är att goda marginaler är viktigt om man ska känna sig helt fri och obekymrad. Och om världen skulle gå in i en rejäl ekonomisk kris så som The Great Depression på 30-talet så ska man inte behöva stå i kö för att få mat gratis. Man ska snarare kunna vara den som är mätt och trygg och organiserar matutdelningen.<br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlhK-oDI2AX2I-XdzeQkOwiZzbOulAzwTJCfjraGsCjHWXRGATrYJwGErkutBz46gveGq_DCLoyV5pcyDZcEDrpsQVBoAC1-H40cFv-edvO3iCIp7t21IIgION2Il8uB0w7LbN6Ypkz7M/s1600/Christmas+bread+line+Manhattan+1931.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="831" data-original-width="1600" height="332" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlhK-oDI2AX2I-XdzeQkOwiZzbOulAzwTJCfjraGsCjHWXRGATrYJwGErkutBz46gveGq_DCLoyV5pcyDZcEDrpsQVBoAC1-H40cFv-edvO3iCIp7t21IIgION2Il8uB0w7LbN6Ypkz7M/s640/Christmas+bread+line+Manhattan+1931.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Kö för att få gratis bröd 1931 på Manhattan.</td></tr>
</tbody></table>
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Jag har inte räknat noga på min sparkvot men jag tror att den legat kring 40% de senaste åren. Sparandet har pågått några år och jag gissar att det tar ytterligare cirka 15-20 år innan jag uppnått min konservativa nivå av ekonomisk frihet (11,1 miljoner kr). Antagligen så kommer jag fortsätta att jobba även efter att jag blivit ekonomiskt fri, men kanske deltid istället för heltid.<br />
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MVH /GIGriphook Investhttp://www.blogger.com/profile/02602726767433180507noreply@blogger.com0tag:blogger.com,1999:blog-3655798318802262683.post-20979455438179529302018-05-08T08:20:00.000+02:002018-05-08T08:20:42.264+02:00Ett nytt innehav och fyllt på i andra<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0Wb6N1ZMAF4MfWcglUeFdHhVSHmM-K6_ukqfriLW56M8zjrYMZS7dycmL8BnlWAlbKUzuYVUVEEPvUtGfDKi_a9jG-EZg7hPMvMC12SbIGR3CEohTrvkdTBd-rVPg8xOnyvppv2hJkvc/s1600/Kimberly+Clark+logga.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1221" data-original-width="1600" height="488" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0Wb6N1ZMAF4MfWcglUeFdHhVSHmM-K6_ukqfriLW56M8zjrYMZS7dycmL8BnlWAlbKUzuYVUVEEPvUtGfDKi_a9jG-EZg7hPMvMC12SbIGR3CEohTrvkdTBd-rVPg8xOnyvppv2hJkvc/s640/Kimberly+Clark+logga.jpg" width="640" /></a></div>
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Även om börserna gått upp i många år och många bedömare ser en större korrigering i kristallkulan så är det ganska många fina amerikanska bolag som är billiga nu. Och när det är billigt så ska man ju handla. Därför har jag tagit in ett nytt bolag: Kimberly-Clark (KMB).<br />
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Kimberly-Clark är USAs motsvarighet till Essity, med en mångfald av olika pappersprodukter som ger stabila intäkter. Behoven av snytpapper, blöjor och torkpapper är ju ganska stabilt över konjunkturcyklerna. Som kvitto på fantastiskt stabil intjäningsförmåga så har utdelningarna höjts årligen sedan 1973. Börskursen har historiskt utvecklats ungefär som Dow Jones, förutom senaste 1-2 åren då KMB tappat kurs. Som följd har direktavkastningen stigit och är nu cirka 3,8%, den högsta på 6 år. Jag tror detta är ett fint tillfälle att gå in i denna defensiva och stabila utdelare. Även om västvärlden knappt kan förbruka mer servetter så har KMB internationell närvaro och ökat välstånd i U-länder ger sannolikt ökad försäljning av blöjor mm.<br />
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Köper 15 KMB för cirka 13 600 kr.<br />
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Ökar även min P2P-investering på Mintos med 250 Euro. Valutakurserna talar egentligen för att undvika att köpa Euro just nu, men jag kan inte bedöma hur länge kronan kommer vara svag och via Mintos så får pengarna fin och stabil tillväxt med cirka 11-12% per år, och med välfungerande autoinvestfunktion så sätt alla pengar i arbete. Om allt fungerar bra så kan Mintos sakta få bli flera procent av min portfölj, och på lång sikt så brukar man ju säga att valutasvängningar jämnar ut sig. En större fråga är hur jag ska redovisa intjänad ränta vid nästa deklaration. Om det inte rapporteras automatiskt så är det ju lockande att strunta i att deklarera denna ränteintäkt. Även om risken att bli upptäckt är liten så vill jag ogärna bli uthängd i media och klassad som osolidarisk skattesmitare. Därför så måste jag nog lista ut hur jag ska räkna på växelkurserna. Ränteintäkter i Euro har jag varje vecka, men att hålla reda på hur växelkurserna ändrats varje vecka är knappt värt mödan. Kanske kan jag hitta info om den årliga genomsnittliga växelkursen, för det vore ju onekligen det lättaste sättet att undvika skampålen.<br />
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Investerat i P2P-lån via Mintos, för 250 Euro.<br />
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Efter att jag upptäckt att Bakkafrost inte är ett norskt bolag, utan färöiskt med 35% källskatt, så sålde jag mina 19 aktier för cirka 10 000 kr och lade pengarna på Marine Harvest istället. Behåller exponeringen mot lax och NOK och får lite bättre direktavkastning samt utdelning x4.<br />
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Köper 50 Marine Harvest för cirka 10 000 kr.<br />
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En fördel med att ha många innehav kan ju vara att man inte upptäcker småsaker som hade gett onödig oro. En nackdel är å andra sidan att man kanske inte upptäcker sådant som man borde. Förra året noterade jag att Yara sänkte utdelningen ganska ordentligt och tänkte att jag skulle hålla koll på utvecklingen. Tyvärr glömde jag bort detta och ett år senare så noterar jag nu att Yara gör ytterligare en kraftig sänkning av utdelningen. En snabb koll i årsredovisningen ger mig ingen bra förklaring till problemen. Även om det kanske handlar om cyklisk efterfrågan på konstgödsel så hade jag önskat att bolagets intäkter var så pass stabila, och utdelningsandelen så pass låg, att man kunde undvika stora utdelningssänkningar två år i rad. Alternativet till att behålla Yara är tilltalande nu när så många bra utdelningsbolag är billiga. Säljer därför mina 30 Yara för cirka 11 000 kr. Köper PepsiCo för pengarna. PEP har precis som KMB höjt utdelningarna årligen i 45 år, och det känns tryggare än att behålla Yara.<br />
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Köper 14 PepsiCo (PEP) för cirka 12 000 kr.<br />
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MVH /GIGriphook Investhttp://www.blogger.com/profile/02602726767433180507noreply@blogger.com2tag:blogger.com,1999:blog-3655798318802262683.post-44527668545106255782018-05-03T07:15:00.002+02:002018-05-07T10:45:24.723+02:00Utdelningar i april och 35% källskatt Under april så har mina innehav gett 5284 kr i bruttoutdelning och 4768 kr netto efter källskatt och ev andra avgifter. April 2017 så fick jag 2886 kr netto så ökningen till 2018 är en hela 65%.<br />
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En trist upptäckt denna månad var att det "norska" laxbolaget Bakkafrost (BAKKA) inte är registrerat i Norge utan på Färöarna och att man som aktieägare därför betalar 35% i källskatt! Trodde först att detta var ett misstag från Nordnet, men jag ser att det även drogs 35% förra året, och Nordnets support meddelar att 35% stämmer. Visserligen så ska jag få tillbaka dessa pengar efter 2-3 år, men det känns ändå surt att mer än en tredjedel av utdelningen ska dras i skatt. Tydligen så har Färöarna en så pass självständig ekonomi att man kunnat välja att inte vara med på olika ekonomiska avtal mellan nordiska länder. Annars hade jag i första hand gissat att Färöarna hade samma regler som Danmark, men icke sa Nicke.<br />
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Mina innehav i laxbolag ser jag som en "laxfond" och jag har egentligen inga starka skäl för att ha just BAKKA i denna fond. Och 35% källskatt på BAKKA är tillräckligt irriterande för att jag ska sälja och lägga pengarna på något annat bolag som är registrerat i Norge på riktigt. Mitt innehav i BAKKA är litet, men 35% i källskatt är trots det svårsmält.<br />
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Men jag ska inte deppa, utan glädja mig åt att bokföra härliga utdelningar:<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdcPBgyKX7EzCGI1jLKCIJU7sjbVokMsGgR9okdFmZqLXKnPGNnxYUi-7k2Fd48CJS3Ew6s8QAoSATK7nH52Z2beyLOC-6CAsGIZVh6Xd3qJL6vavRotkZ2JlwyWHVbmJbjABhRKvI4AM/s1600/Utdelningar+april+2018.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1490" data-original-width="1181" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdcPBgyKX7EzCGI1jLKCIJU7sjbVokMsGgR9okdFmZqLXKnPGNnxYUi-7k2Fd48CJS3Ew6s8QAoSATK7nH52Z2beyLOC-6CAsGIZVh6Xd3qJL6vavRotkZ2JlwyWHVbmJbjABhRKvI4AM/s640/Utdelningar+april+2018.jpg" width="506" /></a></div>
MVH/ GI<br />
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<br />Griphook Investhttp://www.blogger.com/profile/02602726767433180507noreply@blogger.com6tag:blogger.com,1999:blog-3655798318802262683.post-52165622251486040942018-04-25T20:40:00.000+02:002018-04-25T20:40:02.889+02:00Nya köp och sälj<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhj55a1aD_lLjKnRryUc4HB1gx8raX1WeNHGwxk8sqTHnddeOvCFZJ24oIsu9kuhflUUa-c9FMsmJyMJaFctvcn0GTjkwe01MRhu0gy_Z9SkiFb61jD0x65AUETDDOm-3OD-C6MXm3On_4/s1600/Kassaapparat.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1600" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhj55a1aD_lLjKnRryUc4HB1gx8raX1WeNHGwxk8sqTHnddeOvCFZJ24oIsu9kuhflUUa-c9FMsmJyMJaFctvcn0GTjkwe01MRhu0gy_Z9SkiFb61jD0x65AUETDDOm-3OD-C6MXm3On_4/s640/Kassaapparat.jpg" width="640" /></a></div>
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<b>Köpt 40 General Mills (GIS) för 14 800 kr.</b><br />
Hade egentligen inte pengar till detta, så
jag ökade belåningen lite. Utdelningar i april och i maj tar hand om en
del av den ökade skulden. <br />
GIS är ett klassiskt konsumentproduktföretag i USA, som betalat utdelningar oavbrutet i mer än 100 år, höjt årligen de senaste 14 åren och har inte sänkt på cirka 25 år. I Sverige mest känt för märkena Cheerios, Yoplait och Haagen-Dazs, men de flesta av GIS märken ser man aldrig i Sverige. GIS är tungt viktade mot USA och Kanada med cirka tre fjärdedelar av försäljningen i Nordamerika.<br />
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GIS har länge varit ett bra företag för investerare, men de senaste åren har försäljningstillväxten minskat eller avstannat. Tidigare i GIS historia så har man gjort uppköp där man tagit in växande märken och finansierat köpet genom att sälja mindre viktiga märken ur portföljen. Senaste halvåret har GIS köpt en populär hundmatstillverkare för att återfå tillväxt, men många bedömer att köpet var på tok för dyrt, och ser det som ett kvitto på en dålig ledning. I samma veva har stabila utdelare utan stor tillväxt blivit impopulära pga förväntade räntehöjningar.<br />
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Summa summarum så har GIS tappat kurs och handlas nu till högsta direktavkastning (4,5%) på åtminstone 30 år. Det väljer jag att betrakta som ett fint tillfälle att initiera en post, för även om GIS fortsätter att ha svag tillväxt så kommer företaget inte gå under i första taget och utdelningarna är sannolikt trygga. De flesta produkterna i portföljen klassas som "consumer staples" vilket är defensivt och bra om det skulle komma sämre tider. Utdelningsandelen ligger på cirka 50% och de senaste åren så har man även gjort återköp av aktier.<br />
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Har även <b>ökat i Bibb Instruments (BIBB); 400 aktier för 3 400 kr</b>. Ett litet svenskt medicinteknikbolag som jag tror på. <br />
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Har även <b>ökat i Starbucks (SBUX); 14 aktier för 6 900 kr.</b><br />
SBUX växte starkt under många år men vissa befarar att tillväxten är över då USA är fyllt av SBUX-caféer. Hoppet står till expansion i andra länder, ffa folkrika asiatiska länder där man traditionellt föredragit te framför kaffe. På hemmaplan har man även börjat sälja kaffebönor i de vanliga hyllorna i livsmedelsbutiker. Sammantaget tycker jag att det finns stor potential för fortsatt tillväxt, för jag tror att övriga världen kan älska Starbucks på samma sätt som amerikanerna gör.<br />
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Har även <b>sålt kanadensarna Genworth MI och Boston Pizza samt Intrum Justitia</b> då jag är rädd att tillväxten kan bli svag framöver. Genworth köpte jag i en dipp för 1-2 år sedan och är nöjd med att ha fått en bra procentuell uppgång. Boston Pizza köpte jag för några år sedan men har sakta blivit besviken på fryst utdelning och är nu rädd att tillväxten är över. Intrum verkar ha bekymmer och jag vill hellre lägga mina pengar på något som stavar antingen tillväxt eller stabilitet. <b>Säljer i samma veva även ICA</b> bara pga av att det är ett litet innehav som jag inte prioriterar.<br />
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För pengarna från dessa 4 försäljningar (cirka 55 000 kr) har jag:<br />
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<b>Köpt emerging markets ETFen VFEM (Vanguard FTSE Emerging Markets UCITS ETF) för 30 000 kr.</b> Täcker 2 200 företag i emerging markets, varav cirka 50% i Asien. Delar ut kvartalsvis med direktavkastning 2.17% och årlig avgift 0.25%. Ger mig välbehövlig exponering mot emerging markets.<br />
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<b>Ökat i Realty Income (O) med 10 000 kr. </b>O är sedan tidigare mitt största innehav på cirka 3%, och det får gärna öka. O har som många andra REITs tappat i kursutveckling när räntorna förväntas stiga, men har en större stabilitet och bredd än många andra. Årlig utdelningstillväxt har legat kring 5% de senaste 10 åren, och jag tror att det kommer fortsätta i samma stil. Direktavkastning är idag cirka 5.3%.<br />
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<b>Ökat i Disney (DIS) med 5 000 kr.</b> DIS är ett otroligt starkt varumärke och äger andra superstarka varumärken så som Marvel och Star Wars. Utdelningen är blott 1.6% men har vuxit starkt de senaste 10 åren. Med ökande välstånd i världen så bör barnunderhållning (och intäkter) kunna fortsätta att öka i många år.<br />
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<b>Ökat i Apple (AAPL) med 5 000 kr.</b> Fantastisk historik och enorm kassa som jag hoppas att man gör något tillväxtskapande av. Låg direktavkastning på cirka 1,5% men bra tillväxt och även kraftiga återköp av aktier.<br />
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MVH /GIGriphook Investhttp://www.blogger.com/profile/02602726767433180507noreply@blogger.com0tag:blogger.com,1999:blog-3655798318802262683.post-52403159347374594852018-04-10T21:06:00.003+02:002018-04-18T03:36:14.539+02:00Investera stor skatteåterbäring<div class="separator" style="clear: both; text-align: center;">
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Under 2017 så hade jag rätt höga inkomster i början av året och riktigt låga i slutet. Ingen jämkning gjorde att jag härom veckan fick 78 000 kr i retur från staten. Även om det det hade varit bättre om jag haft pengarna det senaste året så blir jag ju glad över att plötsligt ha en schysst summa att investera. 8 000 kr behövdes till min lilla buffert som blivit allt för liten, men resten, 70 000 har investerats. För mig är 70 000 kr ganska mycket att investera vid ett tillfälle, men att smyga in pengarna på marknaden hade jag nog bara gjort om det var en mycket större andel av min portfölj. Nu är det cirka 6% av portföljen som ska investeras, och det kan man göra på ett bräde anser jag.<br />
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Det egentliga problemet är ett annat: Hur ska jag placera 6% av portföljen?<br />
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Jag har insett att jag verkligen vill ha en separat KF med en bukett billiga indexnära ETFer och fonder, för att kunna jämföra min övriga portföljs utveckling mot något (benchmark). Att mäta min multinationella portfölj mot t.ex. OMX30 är ju inte så informativt om man undrar hur jag presterat. Det smarta med att ha ett separat konto med en fondmix har jag inte kommit på själv, utan blivit inspirerad av <a href="http://z2036.blogspot.ca/2018/01/global-funds-aktiva-vs-passiva.html">Z2036</a>. Jag har dock använt en annan fondmix, då mitt alternativ till aktier är de billigaste ETFerna, inte aktivt förvaltade fonder.<br />
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Har valt att lägga 10 000 kr på denna multifond och att hålla avgifterna så låga som möjligt. Är ganska nöjd med att ha lyckats få under 0,10% i årlig avgift utan att ge avkall på geografisk spridning över hela världen inklusive en god portion emerging markets. Direktavkastningen är låg (1,26%), men täcker i alla fall kostnaderna för kapitalförsäkringen. Den observante ser att jag till denna fond har gjort några utländska inköp som är ganska små, vilket ger procentuellt dåliga courtagekostnader. Detta står jag ut med denna gång, då jag gärna vill ha min jämförelsefond, men inte vill lägga mer än 10 000 kr på den. Senare så ska jag ska beräkna hur min multifond och min övriga portfölj ska jämföras rättvist. Om jag över tid underpresterar mot denna multifond så indikerar det att jag kanske måste öka i ETFer och fonder och minska i aktier. Eller bli bättre på att välja och välja bort aktier.<br />
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För övriga 60 000 lutade jag initialt åt att låta breda indexnära ETFer dominera, men flera olika aktiebolag var allt för lockande. Valde att öppna mitt nya Nordeakonto (kapitalförsäkring) storstilat genom att köpa fyra nya bolag inom områden där jag tidigare har en kraftig undervikt: tobak, frakt och IT, samt fylla på ett tidigare innehav inom snacks, juice och läsk.<br />
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Min portfölj har inte de klassiska etiska riktlinjerna, utan enbart mina egna riktlinjer. Förutom min önskan om diversifiering och begriplighet så vill jag gärna gilla produkterna/tjänsterna som företagen tillhandahåller. Den aspekten fick mig att sälja mitt innehav i Kopparbergs sommaren 2017, efter att jag smakat en burk starkcider. Kanske dumt att reagera på det sättet, men jag fick en så stark avsmak för deras cider att jag inte längre ville äga företaget. Snustillverkare så som Swedish Match är å andra sidan etiskt oproblematiska enligt mig, och tillverkar fina tobaksprodukter som genom att konkurrera med cigaretter bidrar till god folkhälsa i Sverige. Investeringar i cigaretter har jag däremot undvikit tidigare, ffa pga att cigaretter är jättedåligt för hälsan men till viss del även pga sakta sjunkande efterfrågan. Ett tobaksföretag som även har andra ben att stå skulle jag kunna gilla ffa då de andra benen stärks samtidigt som cigarettbenet försvagas. De "smutsiga" intäkterna används på så sätt till att öka de "rena" intäkterna. På sikt så fasas de mest hälsovådliga produkterna ut, till förmån för bättre produkter. Och jag tror inte att användandet av nikotin kommer försvinna, lika lite som användandet av alkohol.<br />
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<b>Altria (MO).</b><br />
Initierar en post med 24 aktier för 13 000 kr. MO dominerar den stagnerande ciggmarknaden i USA med Marlboro, men är även starka på växande områden; snusliknande tobak (Copenhagen och Skoal), uppvärmd tobak (som avger nikotin och smak men inte så mycket av de värsta komponenterna i rök) och vejp (vape/vaporisation, förångning av vätska med nikotin och smaker). MO äger även en vinproducent och 10% av den enorma ölproducenten Anheuser-Busch Inbev (Budweiser, Corona, Stella Artois mfl). Vejp, upphettad tobak och snus växer cirka 10% per år medan cigaretter och cigarrer är ganska
stillastående. MO bör ha ok långsiktiga framtidsutsikter ffa pga vejp, snus, upphettad tobak, vin och
öl. Nu direktavkastning 4,5% vilket är mycket bra för MO, och utdelningstillväxt 8% per år. Bra Payout Ratio på 48%.<br />
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<b>British American Tobacco PLC (BTI).</b><br />
Initierar en post med 25 aktier för 12 700 kr. Världsledande inom vejp men även stora inom uppvärmd tobak och cigaretter. Intäkterna från vejp och uppvärmd tobak växer medan intäkterna från cigaretter sakta minskar. BTI anses vara mer känsligt för ett eventuellt mentolförbud på cigaretter, än andra producenter, men den eventuella känsligheten kan nog vägas upp av att vara störst på vejp. Har inte sett något om eventuella förbud mot smaker på vätskan som vejpas och har svårt att se det gå igenom då vejp inte innehåller tobak. Även nikotintuggummin med mintsmak borde drabbas i så fall, och det vill nog ingen. BTI tappat kurs efter nyår och har nu ovanligt hög direktavkastning, på 4,71%. Utdelningstillväxten har varit 8,9% per år senaste 5 åren och Payout Ratio är låg.<br />
En oväntad detalj är att PLC-varianten av aktien, listad i USA, inte verkar finnas hos Nordea (fastän andra PLC-er finns i listorna). Jag köpte därför för första gången aktier direkt på Londonbörsen. Courtaget på Nordea var 11 kr vilket är cirka en tredjedel av min normalnivå 0,25%, och kan jämföras med 200-250 kr hos Avanza och Nordnet.<br />
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Skulle gärna komplettera tobaksbolagen ovan med Swedish Match för att på så sätt täcka in hela fältet av tobak och nikotin. Tyvärr så upplever jag att SWMA är lite dyra just nu, och därför så avvaktar jag. Ska dock hålla ögonen på SWMA framöver.<br />
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<b>PepsiCo (PEP).</b><br />
Ökar tidigare innehav med 8 aktier för 7 300 kr. PEP beskrivs ibland som en konkurrent till CocaCola, men är oerhört mycket bredare. Man står bakom bland annat Tropicana juice, Quaker oatmeal (havregryn och snack bars med havregryn), 7up, Mountain Dew och Pepsi samt är Nordamerikas största chipsproducent. Tillväxten är god och just nu är direktavkastningen högre än vanligt (2,9%). Utdelningstillväxten har varit 8,7% årligen senaste 5 åren. Man köper också tillbaka aktier med i snitt 1,5% årligen de senaste 3 åren. Den enda siffra jag ser som sticker i ögonen är att utdelningsandelen är lite väl hög, kring 90%. Jag väljer att inte gå i taket över denna siffra då allt annat ser så bra ut. Mixen av snaskiga onyttigheter och nyttigare alternativ (juice och havregryn) bör även kunna minska eventuell känslighet för ändrade konsumentbeteenden. Jag har PEP sedan tidigare och det känns mycket bra att öka nu.<br />
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<b>United Parcel Service Inc (UPS).</b><br />
Initierar en post med 20 aktier för 17 800 kr. Fraktjätte som vuxit starkt de senaste åren, och investerat i fortsatt expansion. En klar vinnare vid ökad e-handel men har tappat rejält i kurs efter att Amazon sagt att man ska börja med egen frakt. UPS har nu därför den högsta direktavkastningen på åratal (3,48%). Utdelningstillväxten har varit 7,9% per år de senaste 5 åren och PEG-ratio är under 1. Payout Ratio är 59%. UPS verkar vara i mycket god form och jag väljer att se kursfallet efter Amazons utspel som ett perfekt tillfälle att initiera en post.<br />
Det finns ett roligt skämt om hur många tänker kring Amazons framfart: Om Amazon inte är i ditt företags sektor så bör du lägga ner. Och om Amazon är i ditt företags sektor sektor så bör du lägga ner. Skämtet visar ett orimligt förhållningssätt, såvida man inte tror att Amazon kommer att ta över varje nisch av företagsamhet på jorden.<br />
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<b>Alphabet C (GOOG).</b><br />
Initierar en post med 1 aktie för 8 600 kr. Informationsteknologi är ett område där jag länge varit underviktad pga höga värderingar. Med risk för ett olönsamt FOMO-beteende så har jag tittat lite på sektorn och blivit sugen på att ha en del av Google. Det enda jag saknar är utdelningar, i övrigt är allt otroligt med detta företag som totalt dominerar sökmotorfältet och streamad video. Google anses även vara ett av de bäst positionerade företagen för den förväntade AI-explosionen och de är kanske även med i rejset för självkörande fordon. Jag hoppas på utdelningar någon gång i framtiden (kassan är enorm) men storägarna/ledningen verkar inte gilla den tanken. Om 5-10 år kanske det lossnar. Jag vågar inte gå in tungt i detta företag, men kan tänka mig att sakta öka så att det till sist utgör några procent av portföljen.<br />
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<i>Inköpen skedde cirka en vecka efter att jag kollade upp aktuella siffror. Självklart så kom det en rejäl börsuppgång på flera procent dagen efter mitt beslut, men innan jag handlat, så företagens direktavkastning har försämrats lite jämfört med mina siffror. </i><br />
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För att fira feta investeringar och stabilitet så lyssnar jag på "Whole lotta Rosie" med AC/DC. Bon Scott i högform.<br />
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MVH /GIGriphook Investhttp://www.blogger.com/profile/02602726767433180507noreply@blogger.com6tag:blogger.com,1999:blog-3655798318802262683.post-32724751406546905132018-04-01T04:28:00.003+02:002018-04-01T04:28:39.420+02:00Utdelningar mars<div class="separator" style="clear: both; text-align: center;">
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Vårfloden har börjat och jag har fått 5729 kr i nettoutdelningar under mars, vilket är en ökning med 59% från mars 2017 som gav 3606 kr. Men jämförelsen är inte helt rättvis då en hel del av utdelningarna kommer i skarven mellan mars och april, och i år så kom mycket redan i mars. Att se en tydlig ökning är ju ändå roligt, och helt förväntat i början av investerarkarriären. Senare så kommer en allt större del av ökningen bero på utdelningsökningar, men nu är det sparandet som påverkar utvecklingen mest.<br />
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Tab18fTsU+XYOHndKs5J0yaZgyLuHLz1MEZg8Nart9YPdmrptxaxwEATKKQ83uUNF0Hp6uE9lukTqqsSZo0Q0JUIhHCTseYDG5hGHWQV01Z17ghaQDApws5x0nT9WlUzU31w6XSJs0QJEWyPs1inUz6NAAwKyzk3ETzNLnnbFInjZjWXzVPY3R29DyNFTXRWUgaADBZhZy7fsxLXMV5ipq0DwckT5oxJ0Trr4bA4hGyVh84Pl0wvGZUU57OWJYlSQMANrO6s5r8H4bRov0TPuy8zzUCAAD3g6QBAORF0gAA8iJpAAB5kTQAgLxIGgBAXiQNACAvkgYAkBdJAwDI6+6TRq3cebMojgDghqVLGr3q8reuDxOtwDnXRI9r3cid4tXb3LZevu9sUUDSADhfX8pZLi9jrzoTrF2zr+rOQ2urlsv8xqzZnjRq9enuBEVRLCdNF1NigbZMYUDSADjTlB5jcEwrbAbrb2Yq7pwkaebXUzZqM8sanfaizSIfrKoDQcdJFYruKkOPlyzLw/ia2e2opx3k+YqqUhdeWFM6ZBefNt+4v79X7prK1gDWen/+9VC9vTyIQBFLOQdLPe85aeZKxFi1mfuWUqzKPJVRU0s1R5WiVxaKjvo00bXiOwxur6iaeilp3IR1i087N2Pv75dRoLI1gE10nsik0bU1d5w0cbs+dTjs2sxqRGv6QZXjLMtyqhgtezrLRdX80TNrKG3YNt5eWKs6PqdxGY8+yeLNiP29ctfuyQHAYQ2SyfIBKmmGRjxVaec2edJ0ggrO0lzSjP+sy36Mqe9qyKhaUSj6vKQZoqYafr4kaZzi0+7NGPs75a79kwOAIyqHtjj1H9bpvEy6eZpgOsKMAPm61+AOGdPlTVWGDXWuPo1swXUXy36Tzjbr8gtJY++/otw1fRoAq1iFN8UrRm3N5vXxlG4gLeWzZ0YizIz6mK1/XXbPgU1trWpKVxaKjqY41iXNGDVWO26+k+CZu6YqgjCwPpi5pJH72/M0VLYGsJmbNGFx58fqY5zKmQbVLpbu+zR6TCdoXfVWv/VXc/vRs9PTNpkIVgqMu/XPnq1LGv3Q8oqkCd9f8DaG6y+Onjn72+WuqWwNYL2wvPPvl7+fH933aw6HQzhw1iVMt2O6aZr7XyMAAPDNSBoAQF4kDQAgL5IGAJAXSQMAyIukAQDkRdIAAPIiaQAAeZE0AIC8SBoAQF47S5rFCpkAgFuTJGnG9bnMpcc2LMyVorZXuMDxtcKLumQAdqpbYFMsceYXDRCvJKyIli5pikIVtGyqott07SUgSRoAmEzZESRNnCTN6+PpVPz79/MrbdGAhElTVrJ2clMVQ1WxsNVX3Z+u0lk1rH+vi8X0SxgH3SWxnLPVrvtJE189uAH1irWUs7FHt6mSS0wTNwB24/3510P19vKgqgbYSTMFzS7r0/SN+VS+eaiQHFbz8krL6HXyRSyI8gH9LtMecmt4M3HSmFfXNxAXtoxvyyxRXZdF1dCnAbBXYX2a5aTRVZ8vlTJppma4Dxq3KKRbKi1ImriUi9xsR01QJ8foZTjVLNW/naBp9Xv0Cn0CwJ6YSTO0j79f/srNfbrsN2mGZrgafrbKMY/OSRpVCG06S3Qz1uiZcfU2uAEdI3FdM33wdMKZStYA8O386s5d5oiqm96jAhdJmzRy6iLsGciW+Ow+zYrm3E6ayrx6G56xe6ks1VXmLzrUWK5JGgA75SeN94oaSbtY4qQZoyZu06PJmbNGz5ajZjFpxNXjEwZR2Vr7DNvkzFE4KQUA+xHkyfvzY/Xx+TW+EA+SOQ+nnSt10ujpC+/5rbIsz0yaNhgFW/1EgHn1Nk4RHZVtuNkcPFPTPHRsAOxIMB7Wz8r037CZNrRtOzxwlnbgrG3b3a0RAAC4OyQNACAvkgYAkBdJAwDIi6QBAORF0gAA8iJpAAB5kTQAgLxIGgBAXt+XNHrlS75WDwD3KkXSRMuCrcmO6aArJI1ejTlcqiZa0UbuTgQCuHV3Ud35rKSZXC1pjPU1jaTRdWfqkqwBcMu2VXd+qj/H6jTpsuYKSePUaTZHz4wiytYanKIUp9o5qBVt3qFfWdN8LwBwyzZUdxbSFne+VtIYdZqNpLErNzvRYO0c1Io273A2aZoopADg5q2r7qz331vVgDVJM1On2e/cxFFjBY3Y2euRRKNnuvJZmDR0aQDclZXVnXNN0+wpafzKzUbRZXvn+aQJx+VakgbAj7C6urPeHFdIO1O6SmhTe+1WN2tXJI3ZysdFl+2dV/RpZu+cqAFwj86s7mwU4zxPmu/TqAZbP7y1YfRsKWrmHhSY2Tiz3Xj2rO/+iMsQOwBu3Lrqzs3r42P1d9yeLmjSfXNTlT9WjfPqpAnPIhPAKroc73xe0kQXlFvJGQC3bEt1Z7V3sphpWY0GAJAbSQMAyIukAQDkRdIAAPIiaQAAeZE0AIC8SBoAQF4kDQAgL5IGAJDXbpKGGs8AcKfSrbDpLUaz5RzGuv4LWBETABZE1Z07w9Iza7efL/lazuc2/SQNAGRgVXdu2y5+Horfx3AlZ2/7JdJXDVA/GNWap53U9j5pgkoylVvauSeTxikjrW4jqASqV9aUxaG7zcOB1nLPrL8JYP/M6s7d9lP59laGtTW97RdJnjSyZoBdrbltqsKpphn3aWZrMbdx0hhlpOUUUF1OBTvjexAVA2SdaH1Z500BwG5FVWia18fTw8vfz/pJl3n2tl8owzyN0Sa7rbJVrVkPiJmlnSdR0syUJzCuqneN4ilOrTVvCgD2xaruXLz8/fyqn1WivD//OhX/F2+/VOI+jWz4/WrNVjS58zTjj1bQrEiaeCYn3DKeeEXSzLwpANgpnTTN6+PpWL799/nVTeLI7Sdj++XyjJ6tLku23KcZdyrMs127T8MTCABuj0oaUQVt9Pvfv58fr4+nk7E9QdhkeiJgrlpzNDESJE3ceRm7QCtiK04a3c8ql+ZpFkbPiBoANyeapxl4fZe992mMZwKicSbxKFhZxkkzva5iw2zfVySNug09/WNtXEga900BwA7Z1Z3VqzeSNNnRkQCA23UTSSMG2QAAt+YmksZ86gwAcBtuImkAADeMpAEA5EXSAADyImkAAHmRNACAvEgaAEBeJA0AIK/Lkyb+/n64kIu5dIt8hS//A0A+RnVnsUhNVAjN2n6ZBH2aMGpWLH0sl0Zr27okawAgD6O6c/P6+FR/fn4NL4qyAeb2i6UYPTNKl82ufMwqZgBwJV515463yHPz+ng6HRPVDEg0TxPVPwtWbdahwipmAHBVc4HiJlDCxZzTPBEQlmAOCmbqCRm6NABwVVGiLEzHvD//StijSfbsmS7BHMzZmH0akgYArmS+ElpQWTPxyFnbpnvKuY+PMqikzDwNAHw7N2n6V0SsJH4WoJPs+zSijmYdbg1Dpd9XPENA7ABANjppmtfHx+rv8E8ZNImnZ0bpvrk5RI0KDb/7IkskkzMAkIdd3VlsFeWew30PqYbQWCMAAJAXSQMAyIukAQDkRdIAAPIiaQAAeZE0AIC8SBoAQF4kDQAgL5IGAJBXyhU2r1sIINElgyVBF7dv2QPIq6kejsfi5WPuS9z10/H4v/LP1/IXveun4/H4z5o9gY3SJI1VKsCuEBA2z2JRGlHfRrEbc1FCWtDXi05uVZu2AyO88fhUV0+aXPWww8+kLMPfwPBBGx+C3jrtal0hXhAvOJW5MThEXfh4OJT11/T6cTr8S2wr6y/54nSnH8NZ+qP+xG1sXR6P+hjnVB/VQ7BjfLKmehBnGxKiflKXGELB3lnf3NPxOO7fRYq8hZePr6+2eX2QOwU39PpwPB7+kWcgau7SyurO3apn8j/tXa1GE3QvVieNejWu8Ty35rMdNO6lh5Mbp1zRN7Lv86pJk7EetvcxzxWAkDfg/Cr0nev0mE4tDjY3zt2nTJouL4aAqctj988xaaxjwtfHo/TtH492bNSlasGb6uF48Fr0dgyOaYf66didt346Hvsk6XaS/y7/fH2pzeEpp6310/H4vy5ehp9m7qc7g06a5rU/IVFzVzZUdw6P2lXNzbAJWJ00s23UbGlOr5UPS7KFh1utqn0X8gpze1TGGtZOX6rftzuR9fe71Si7t21cTBfVXrzcwsmDz9j9Zc0nTV0eiqqO63+Hn625cf4+p9SIAkUcM5s0dXkc+jaOREnTvWqPc4mkieOlO6H8tzrnUUeXSJrx55fS7viULy+F6DT98+frq+vUEDV3Zk115zhREpdCS5E0YbuwsU9jt6Gz7ZfbnYguHey3vjKbvIR9n10TLxry8Z/9bcc3M76f6ezTkeKKdaneuR+68lPaeLmF9+/0abxPakOnUB8w3JC5ceYkrUiNLk+swFjXpzmYKTUekCJpZJrMvOali5k04TnDpOk3FMVhvC8xZ1M/PXRDfqJPE/ZxcD9mqzgbL+yx5mbY7p85T7NYQc09ycSdp7FngWaGway/6PV9xt0zvw0O3k8UY+OE0VJ+ehfQp11zueDs8W8hfkv2L0vP06z9tahQOZS1uXH+UwiSxgqLpaQZtgw3H0/U6HkauYOZNHJPcS4ZQ2JapouJYJ5myA6neyNu7UlvXJs08qbDZGGm5l55SdMlykuQKOmr1Hx30sjNwV/n88NqdgqZr4mT+68vJI1xn27S6KbXSJr4qYdwxn1dr8N8bCF+m97lFs7u5rn+Ze2mT3Nm0sgXjIn8NH2a+EXRIVF9ky52yj9fX/qJAOPEZySNHD0rXj76a5A0P4CZNP3IWZgzOcqhZU6asBlaqIwmGly36Zrt7jgvOk2wc//+RnVzdtLYb95q+r0em5Gzs2Gw2KeZv9z2pAmuuzlp4imZsrY3zr5bkSJnz9Po01uZknSeJogFK2mmn+yOjLyBhaQx52n623ntHjH4UxUkzc9gJM38swCJyztnnqexGiXZ4uiZBGugKbSmle4b25UnX5ynsU+1nDQiMoJrOLfRX8Vouhv9nHAz1MOenaeZvdzyJxo9um59CPbtLlxCdFnMGaTllG+HTkgfGv18i3i4efzVzSWNflNmpCR+9iwOFKtPU7x8eENm8gZm52nGgTJxn83rw0P1MQzh/a94+fhTqkcAmKe5W2HSuPM26ado2rbN/uxZ27bBaJJqQOS4jmov54d6/GZNXto4udmqLj97Zp7KHT2bdi7L0k049aHMfV3FPMKYqA+SaPly1mfmfgLehxCeOvokg1cPMk3D/b3RQ+90um+iJlzC79OoncTPjfhyjJ8n8vanhn1b0rStNyOzPE9jM589kx9P9BSA2mcMn+7qPHt2t6zqzvWTV8W5GzlLHTRZvk+TUYYrXe/mgaTWrBCw7YR8nwaZJFwj4Aqtda6g8QfrgP2ae3b6DIydIZvbXfcsjZu9cSBxr4YeDfJhLWcAQF4kDQAgL5IGAJAXSQMAyIukAQDkRdIAAPLaWdLMrLUFALhN6ZJmxeLxK09C0gBAQkZ1Z2vjzqs7h8sPz6/6P4ekAYCkjOrOzsboqF1VdzYWo4nWzpd1uPSylKoPZFa6dJeKtIoZH0St4KhewcI+AHBvzOrO8yWf25uo7hxsc5KmsaogT/uatY7nixlPi/aLAjJ6Fef5fQDgLs1UQrtK6YCsSRNlxlwtGF1dbKFa8vTjGB1xcRe1ptmafQDgLm1Lmh1Xd97cpwmfIVBJs6qQvK6kSdIAgG1T0uy0uvNCOWI7aewqyPRpACC5LUmz1+rOYdXm4MewezNXBdkqktw2VblinoakAQDbhqTZbXXntm2tqszTY2PjMFlR1VUxVwVZdmWmwTWnxLAuZkzSAEDEqu78VYcbb6G6syno5wAAfqidrUYDALg7JA0AIC+SBgCQF0kDAMiLpAEA5EXSAADyImkAAHmRNACAvEgaAEBeJA0AIK9USROuH2aVxpzbHwCQSbeWZrA+s7mxX/jscDi4dZ/PkSVp7IoA/v4AgEymJTZFdJgb+83/vP33+ZV2SefcSWMX2SRpAOAq3p9/PVRvL+ErgtgAACAASURBVA+qQIC5UZdASxo1eUbPdAkBaz1nkgYArmVdfRoVLs3r4+lU3EjSiFI0cVFOkgYAruDcpElV4zlD0owlNKcKm3GtZpIGAK7l/vo0amZGPIKmx9BIGgC4lnVJE8/TpHr8LFXShAWTx2ARlZ0be38AQFbrkkb2Y5IGTYKksaJEfpvmUFSNTB8negAA6U3PM3d+v/z9/KrDjeMo2bR7skecW9YIAADkRtIAAPIiaQAAeZE0AIC8SBoAQF4kDQAgL5IGAJAXSQMAyIukAQDkdcWkiZfZzH+5q14RAGBJkjTjAjOyVR8rB/Srzng10fIIVvC87sUBYE+MQs79JqOKc1/fOWFt55RJUxRR214UxXetbxZ0oEgaAD+UVcjZreLsVH2+VLqkKauwwHNRVXLFZtn4h6XS+i3dOYYj5DqdU1xNW+PKBP1uwZblCqAAcKeMQs5qEWcVNePOCddxbtukSVOLEau6nGqhxUkjMqcu1eDalCjy0HAlaHGosxt9GgAY6QIBXbi8TBXPjqriWdJqm52USTNNjvRB09pJYz4aEGRBUL9GH7u8G0kDAKOlpImr1Ow4aYaoqVQuhEljt/p6a7iPONE0NFZUtbsbSQMAg7vq00STKOn7NHr38JED+jQAENNJE8/TqFjZf9IE32Kxk0Y2+01V2g9B2xMwTVXIxwX0Mwcz8zRUkwbwgwVDZF0/5sWp4nwDSaMnUpwnAowHyIxeh3pkTHd25LaZ3cyz0bEB8IOY1Z1VFeeXaeQs2jlRhWdWowEA5EXSAADyImkAAHmRNACAvEgaAEBeJA0AIC+SBgCQF0kDAMiLpAEA5PUzkubKhaUBAELa6s5nr/eSaAVMXfNsXOaM9TUBQBHrzqgVzrztl0lY3blq2nGN5a1LWSZNmrI+/0YA4O5NK2xGizw/1Z/TsmjJsiZ10pir/4d9jGCBTbP6snlgV2GtjkpDD/Qq0cbKzqr3NRWy8bbQDQJwf8RSzkYhtHGXhOs55+nTGEs5z1RoDg/zo6sLAXFI0GdZTBp5fhUjokybHZkAcCdk0vRl0YI1m1MXDsgxT6PKBCxXaG7bsFlfV7PZmOaPRs9k5I27xhllpRYlbQDcKVl0UydNnmma9KNnU46srNAcdyD8A9clTTz2tXBc/HI8cAcA9yMoRBOlSvd6qvI0GZJm+mllheaqydGniW9QDKq5HZpoyI2kAXDPupG0OFG68bNdVUKL+zSi67JcoTncdWGe5qKkWejQ8PAagJ9EFXduXh8fq7/DPxMGTdZ5mnZ1hWa55+qazeckjb5Ta8t04bIsSRoAd6h74MwaOBOjaslipv0pawQAAL4PSQMAyIukAQDkRdIAAPIiaQAAeZE0AIC8SBoAQF4kDQAgL5IGAJDXbpPmZgsyuzd+s+8IAC6TdDUatXrY1nVcrBI1udrl2VVrxI2fcxPTMdd8RwCwxa1WdxYrnpE0JA2A/brd6s5FWY7xEiWNVaq5qYrDoay6FZPLMiws07XLlS7k7JU3i4p+eit6usWkxY5m0linDd6Zvq34KuY7mj4KtS0+rfq43HcKAItWV3fe31rORVXLugDLJQD6hnLczeoBRMklztwfr68XRENYPs0pJq3eiJU01mlbWf/ArF296h0Z92eeNvy4nFsCgCXL1Z1Tl3dOmDRT6TPV9nllzcLWfm6sKagv0zfHh7Isp+tO3QbRCRhfnSsmrd9IpKzN0xpHWmG37h15nZLptDMnI2oAbOJXd1Y7pCsbkDRphuawcqpYDvuOUbE9aWQ3o+tG9QNV8bjY1AWYLyYdvJG4T1M5p23DaDonacxbMU6r9/PeKQCsMVfdOfHIWdumTpqhrS6y9WnkUN2QN1Vp/90fcItJ6zfiJU28t10K+uI+jX1aK2mYngFwoai6c+JnATqpk2b6a3vdPI1oLI0Cz2Z5zbrssmxq12f7KiuKSTu3EMzuR+26XQraflDBf0fy5E1V9mOP0WmDeyBqACSgqjsnn54ZJU+asPFvW6dUc9xWqgLPftKouXHxXIC6uky7FcWk5cHms2fGadUbm0pBRzMoy+9IPxtnnzb+uOxbAoAlXnXnYEwtXYXn3a4RAAC4EyQNACAvkgYAkBdJAwDIi6QBAORF0gAA8iJpAAB5kTQAgLxIGgBAXntKGkqFAcA9SpI0axbhWrEPSQMA+cnFaMJVZ3Zc3ZmkAYCbpCrR7Lu6c7jO/VB/c1wz0iqoHBcnJmkA4KpkTTRpj9Wdo4oqRg1jt1iLWYYZAJCdFzS7rO4cJY2xNr5OGr8MM0kDAFfRzddYcbLL6s6bk8YuTkzSAMDVeEGz1+rOZyZNGCokDQBcizPpv9/qzmuSRtezNKOGpAGAKzGnaHZd3XlV0oQFlePixCQNAFxFN3IWBg3VnQEAN4qkAQDkRdIAAPIiaQAAeZE0AIC8SBoAQF4kDQAgL5IGAJAXSQMAyIukAQDktcOkEWvbROumrV2uRlbG2eYaS+IM1zj/LjddBgC+V5KkUYtnXmxKGpE52xrlC9rYS5rnNVWu5TXWvKm155y7DgAI3aJn3vpm3SqbaVdz3nXShJdY22he0le4RtJc65yZ+0wAbl9Q82xaY/NmkkbUO5OLOxdVPb4wtaDjzkVZhqNnctnnomqsQtHy6nHjvOFOuktWxh2Ku5Bldvp9+9sOLxPtVjXmqez70RXjojWwFz/VtH8CALg7Qe2A9+dfD9Xby0Pq0gH5kmbqHIg/rbtmsvu3/ItbnKFvSYN5GqP+gFX3xtyy/U5UQz/8s98hHNITl3L6H8Fu5qnc+9Hn3HZslk4WgPtxrSI12ZJGRsPU+jnVa7wqaU7SRLvoawcDYJvuZCbS4ncbvjybNFZ7HwbsUq3SjccyUwNghlPe+YaSRo/7jH9yzyWN0bx7STPtsxRyW+/ETxpVue2ypDFOtTppthxL0gDwOUFze0kTtXGJ+jTjIYV1Fbf/s+JOnKSJIuf8pLFPtS5pNh5L0gBwdZP/RqDcUNI4re5s+756nmY6+mA1pMHtnHEn0TxNNDljJo0zA+8mjTiVHxDynFuPZZ4GgMOcomnbdudJE4zohJtX/fXd7VhXxYqkUZmgxO3rhjsJnuMKZvsPh8OhLEsvaaa94o1h10efauaTUefcdizPngEwdSNnUdBMDzl35PdsLrHDNQLW8v9g53skHT4HALtwu0kjh49C/C3ftoydAdiL202a2TThr3k+AwC7cbtJAwC4DSQNACAvkgYAkBdJAwDIi6QBAORF0gAA8iJpAAB5JUoaozxX6yxN1kQLvQAArilYdUatcSZeS7b2WYqkaapCrrMVlnwsinC9y24JZpIGAL7F+/Mvew1N94XLpB09s+oud2WNZUmAoqpYLQYAvo0TKM3r4+lUJFpVU0qaNGbVrrIOaioXVcO6ZADwfZykCQbVUq3knCpp7GmacQH7MWr6oGEFTAD4RipSxtoBXWGaPl+6+jW7rBrQJY4uUDNWVekHzcqatZYBYB9k5U1VAi1pPbTETznrpfyDQmZTn4ekAYA96Eqi9YEi+zFJ52wSJE1TFXK+3+rTTFETFXMGAFzX+/Nj9fH51Y61N4dAmaIm7cMByedpZH5EhYapOgwAO9AljJ6mads2z7dpWCMAAJAbSQMAyIukAQDkRdIAAPIiaQAAeZE0AIC8SBoAQF4kDQAgL5IGAJBXoqRpqiLrl/7lagNrtq97GYnd6uddl8fDoaxTl+QwLvR0PB7KP1/5rwTsSsLVaMYWZixTMxZyFvQSadESNt4hdhumCuIYpQuu3fLJu09/2bnaDMZaQMFnGf0dMPfbsYTVh7w7DPeIjnN/K84b9K51nHb+Gq50XmLMJ01d9ot2lH+mPZrq4dh/ZB/rr7cpaZrqgVxCVsPKM3rZmb1Wdw57NMtNi1r3LFiW0z5kqdMUZo5YyfNaSaNLW4/3kIj9BtXmcDU58Zr5Gcv7XnGvmZPGeYPuvUzZUJfH7l85k6YvUj6kSlM9HIci5SQNblPz+nh6KH4fj7I0wI6rO4dNyVLTEr1utGHz4RTvNvdyNf7xHpQDDTc2VTHuXlSN+KPf7kPIrXPtsNXrCK7Vqj6GN04YR0WUJs7HOnN7RsMf37DuAOn1uVVAnJ00m1Zdrcvj4VBUH/oyR3mHX+N+4xv5iPft9puSpuuq6PSoy+NxLFLevdBUD8exSPm4b/10HC7X50NTPRyn3/LHV3eqP19ffYwULx/Dbkd1oNwktgLpvD//OpVvb6UsQrPr6s4zf0uLHeLBNf8MRmtkN5W61lrUSMvKbKJXNNU50GftTzIVohZNeFxzp63LsB9nNZTyvUW5YFVYsLtv9hu0I8D4yDYkjXPD8WcV73N5n8a7yXjno0wUuXXcJONIviR6MP2vcNjS5YwcJOvPczyUfz6q4tjnSl0ej0X10XV2pvB5qMbcOEx5ItNo6NOo7srU0Wmqh+OxTx/6NMiqeX08Pbz8/ayfZB9m19WdzZGu1Eljt09xXQL/b2z/BHocLx54k22/HiPz37Pz1oJoHA/wLhedKoyUKWlEHsh+iN3f8T9Y74bXvMV08zTLeSO7K3246KQJ+j1jvhhDZd2mMuiiiFfHeBh7JmMPxTrgadguQmd6pb/QS5A+Y+dmeIWkQT7vz79Oxcvfz69ajpbtu7rzTpJGbrJaPi+VzKSJp8t170Nv8pvhcPv4Ts3elHW5iHiDY0+q31bW8l3OdHf8z9C9YfsVfb8XJk38Bpf1gVNUH0HShJM2Q/BYkzkitWaSpu2jpitS/udLJEq335MY75pJmv51lSfqoyRpkFnz+ng6lm//fX7peZl9V3femDRxt8AYoj8/ady/sc3uhNenWZz+DofLvAPW9WlWzLYb51x49G7lSc/q09if4aoZmLVPFmyfs7mwT1N/VEU0SdOKpGnHp9D6H0XSyExZ6tP8+aiKcZLGzxOSBpmIKmijrvOy5+rOW+dpwlbabHk2ztOICtPydhaTxr8Tpz2cLmS/a5kdcZb5UbbU/NpvUB81Zo05CeVaO08z/05mkkZ/VOrvDPVWrN+g8UFHn8YUKDpcnHkamUdNVcp5GvOBAJE0Y9T0P9lJI07iJM3Xl3ggwA+U7vwvG55tA7YKnjXbc3Xnrc+eTfsEf4QLW589Uyc0ptn1D2JyoyzdzFPDQ8bgmfPXe/Sieq9+L8a+nPmJiVejo6YTn5k0zg3L7dPZ9Wfoj4up2wzyVYVX9AbtZy3kk2bWQ2XysefxquP/MdNoWfSMgJE1Imn6qBl+UKNn4zdshg9kLmmGHkuXI2rcTUTLOLJGxwa5RE8177i6szeFndAVLgEAyCLhGgE5c2DbPAYAYEduY90zejQAcLtYyxkAkBdJAwDIi6QBAORF0gAA8iJpAAB5kTQAgLxImlvjfQ9/ad3KH8xaVBPAFSVMGncJXqsQmHwpWM5xfjFGvYLwTtvWnDe5YsnLjfb3tdhgaetLv0lF0gCmG6vu3LZtvL5jz104Wbyq1x0LVx4zigJsW0Ly+nLe5IqCMRvt72NMfEckDWC4terObdt2DWBR1dGX+RdW4o+XTxZRYw0IxesChznlXE7sG+6pbz/abncbjJOsuEmjg+ffp95dfyjREqXxnRqpbd5u+MeA9TkYvx27s9pUxUEU1BZFso3/LOxPz+/LTm9PFdDUNzwtT9kvr1mUZXEgaQDt5qo7t+3QQjXGujELqzaLA+pStAr6JX0hq/5l8Kd+VGzMKqISXNuoA+0mjXmSdTcZ9XXmluafq6Bs1Ayw9ghXWZZFqe33Nf85jBWRrfciiyf0/4z2Xvr0NifNsJxz09dfboft3b/7lZtJGmByg9Wd2ylojKYj/Fs43GFsg/pz6KqUdp2A6C/pOBGCqLGrdZktcdCsmkljn2TVTc5XRfPWKnWDMr5p895UVZiAnaDqh7h3Ofte4hI+6kNa+PSieRrjXemkUcXPyvorqFTD6BkQuMXqzjJozHlqr/zwdPAwHDS2KcMhMwNT9sCbat51QxvVsRF7bksa5ySrbnJ6R8ZeYdAYkbWUNN69Taey2/W5pIn7GO57WZE0S5/e9j6NkzTDZpIGUG6zunPccphtoVdCrGuEyrLQrV1pP7UbDUwZxSfDvcWInLfnOUnjz1jbN+n2A8aXCnVa+2GKdUnj3ZtVV+zafZrl+f5ESUOfBrDcZnXnqFkQIzVGYxj/DTsmVfQ3r9EaxZPts21/PA9u7zmbNKpTYLyvtTfpzW2oGw3n4MX14hmX8DLeR9G4RanbVUmju2bl0jzNwujZYtR4STP8IsS8i5M0zNMAq9xMdWevVTC6MsZEvdpFh4H9PQpjalk2kvJC5rmdPb2kUfFYDwN8/uWWblL1/4wPzejudZvNCsrj68GopPcGjcu2q5JGnSD8NcUbF5Jm4dNzoij+RcwlzRgwwf4ApFuq7owElseUAOA2kTQ7YU2gAMBdIGl2wnu8GQBuHkkDAMiLpAEA5EXSAADyImkAAHmRNACAvEgaAEBeiZLGXnc5NXvNTX/7upcBAFmlW8vZXBnSXhMtWiPNWCSlf8FYIznKjKV1PK+bNM47ksuvzC+S767B4yz9El5rpsjY4q9D30u0VJy1luriYjfG/Yv6aPObnUo6X9N5reVnzE39+T7imwN+In/VmW4R55Rr0SRKmqBHszppwoiwEiiuqjbTdbJPeMWkcd6RvSqzdZSzVID5FoKllsMF3BbW0rTOqxasm+5/6bCZ36M8wPzFzZ0qMpM0ar3mujxG62wOP7H+GdA2r49P9edYheYQLLFp5c9l0lUNmFmD2Guj5tsfq1a0fcR40rmXx4LDUcsqN3ZVcirR3ltdhHi1ydn7m/1Egm0rlpqODxqva250jonO67byqwJqduw0f9LoTFGvi632XsDP1VUQkEU3H6q3l4d0lWk6KZImbEY29mmchtUsu7nQDtsn7HIhWlO4sWon92eYrUOs1u13CiAEt6gHheYGtVYnjfrUh5szN9oXis7rr7y2rk8z13G8Vp8m7LJEyULUAFIQNNPGvSaNaBzOnKfRXQanVvTCMJJ5Qn8lfHUCq6Ra1BIvVUp23lFYcke/r4UuT3BSq6zacJi5cTrNiqSx3taK6R3zXTv3H89fmZNMbmCvmKcRw2gkDWCYKw5wh0kjN8s21GstF5PGOKGbNLr9M5ImnrZeqpRs3cDYWZhK0FiPUMw01NF5y9pImiR9mjOTxvjYo+1Z+zTyjMfuHj5IGmBJlzi/VcWz20uasInxG5JxR+uhJLuT4d6APqGTNPZdWkkz3+7NZ405dxImypbSNMFzYEG3zdxofijGhc+ep5m5wuxW41QLH0V/no9pb6ts8xQnzNMAC7rxMxU1e04ae54meFGPO00TJVHQRONrs393i3Y2PuGKpBGREVzAmb/3KiXbN6BPYjxVt5g003RQeKvhOzQ3hh+V/esY+1bi9+PMHUVdMutjdy8bv7I+dFXUiGfJ9D3ows48ewZozevjY9VFixE0e02amWfP2rYNBqlUIyL7L/JJL2MKwOwiyT3khL5uyb3RMzF5MtZOjq/vTZEYb8e7AeMk6jor+jTivOZplzZGn6dz/+aEy2KfxnnXzjXju93UvQvu/2s68jidX2WLtTvws4l5mt8vf63azt1rKoLOl+P7NPlc7UIAgGQSrhGQPwG2zGcAAHbiltY9o0cDALeItZwBAHmRNACAvEgaAEBeJA0AIC+SBgCQF0kDAMjr7pLm/EehZxbzSkatT5bvge1rvBUAWCtJ0hhr1X/X114uaGMvaZ7Xfqd0S9Jc8j1VogbALK9swFw5gfOlTprvzZmL+grXSJprnZMvuQLwedWd/arPF0qbNLK65fRKuJZjIyooH8TC+mYxlXAdSLm+YtSUerW/1Em68jd1UJtsSJozikCXpVdeRu3mLc5p3o9VsmbtsepXAgA+ay3nYXvC9ZxTJk0VL0Ifl08efxJL94syMrNlldUu1p/8Yfvqn8So6TnVKQtLCiwXgXb6H8Fu9gfi3U/0oW04liXiAKxhlndOXzggXdIYf9IHe1i1IMOBN1U6RXYgxi7TFCROjWG7QOd0dq+IgNputtReyZmFpJkt/LZU1MA4eMWxzNQAWOH9+dfp6JQNSFmgJunoWVhZKyhLsiFpzLLKZt0bNUI0VzRZ9522JI3xLs5NGusDWZs0W44laQAs6UfOXqwSNFbV5wskfiJAZo1b5Hl10swWjFzu0zjN/7akWVMEemXSOB/IqqTZeCxJA2Dewpx/N362q0poMgGmrLHLJ7erkmZF1KyYp5mvBR3+YM/TrCoC7c3Au0kjPxA3IJx3u+pY5mkA+OzpmaDqc7qgyfB9mihrDoeDKJ/crkua8TxqsCgYEVsxL+LVZnaSRjzHFcz263cx85BbvDHs+gQfiN8VUefcdizPngFwhUWcp2EyWfU5Vcy0d7dGAN8j6fA5ANiRO0sa/pZv25axMwD7cm9Jw1/zLZ8BgJ25u6QBAOwMSQMAyIukAQDkRdIAAPIiaQAAeZE0AIC8SBoAQF5XTJrrrPl4/ndJrnF/W6o7J7gMAOxB2vo05kJgs8szKwm+2n5BG3uN6s5bkuaST4OoAbCgW2UzXM25W1rzcDgkLVCTcIXNogjXUS6KYtPaMJcnzSV9hWskzbXOySoBAOZMK2mqPHl//tWX2uxqpO1vLeeyClf97+s9x2U0g1WTVcFk3TuSSzEHhWms1ZxnlljWSx5HV9fvIji3uAu5KH+/b1GWxp3Hu4nS0sv3Y30aa48d9yVqAJjen389VG8vD7p0gKrpnDRqEiZNLf6Q7lrApvaTZkX9M6c+i1roXzemYfs67Rrcm3V1uz5N21SFVyMmrCzgVDGQ8Wu803WfxrZjWWMTwJKoSI0Kl+b18XQqdpg0U1vXB007lzSL9Yy9CptRDen4Rowfp3Z4c3VnffqLqjsbp1pd3XnLsczUAFiyImmiYmlnSpo0Q3NeqVA4M2nChjZsXw+qUxGdazyDdF7SqGpqlyWNcarVSbPlWJIGwJJb7dNEMyhZ+jQDXTLa2Mdp/rclTRQ55yeNfartuUufBkACUdLE8zSpHj9LnDRj1ERt4pqkscpER5MT04RFPOsdbLHb/9mkieZposkZu7qzPQPvJo1MyVWfxtZjmacBsCBKGtmPSRo0yZNGz6JsTZppwEv+WS97SdMl9DZ5uNyohpzmW+fgOa5gtv9wOBzKsvSSJrxz+36sU639NLYdy7NnAHzTQ86d6Rmz6ZVkjzi3d7caDd8j6fA5ANiRO0sa/pZv25axMwD7cm9Jw1/zLZ8BgJ25u6QBAOwMSQMAyIukAQDkRdIAAPIiaQAAeZE0AIC8MicNq28BwI93edI4K8A4i7YAAHZIlHWOlqi5WII+jbm4F98bBIAblba0c5tm9MxYsTheVdMqyewvlQkA+CbJgybNPI2MGt2j0YUyh8gZRtbsos4AgO+TPmgSPREgskI/A7CmJDPLYgLAXiSt6jxI9OzZGDXBw2bm6JkaWjuEWwEA3yVL0CR7yrmPmjJ4qtkvyeyUKwYAfJuuEFrqoEn3fRpREjJ84LmsjZLMTrliAMB3yTBF07Ztym9uDlGj5mKCis4qisxyxQCA79GNnGUIGlajAQBkRtIAAPIiaQAAeZE0AIC8SBoAQF4kDQAgL5IGAJAXSQMAyIukAQDkRdIAAPIiaQAAeZE0AIC8SBoAQF4kDQAgL5IGAJAXSQMAyIukAQDkRdIAAPIiaQAAeZE0AIC8SBoAQF4kDQAgL5IGAJAXSQMAyIukAQDkRdIAAPIiaQAAeZE0AIC89pY0TVUcDoey/u77AACkkiRpungIzKeFlyh1eX7QBOfcY2iJT6qommFrXdqfWrdd7Cj3lJsBoPP+dDodu0bin7f/Pr/atn1//hVucja2bdu2zevj6XQMt14mZZ+mawZXNe1eCjRVcXYbuv+gqcvurfV5091bXQ6xIe9YRNL4FkQKXxLIAO7V+9PpdPzn7fNriojm9fGp/vz8GrLln7f/Pr/Mjd0ZxgDaa9LYTbvx97rYFOzfn6LqmtkpcZqqGDcXxRRGUzAF57Qu4fUc5CXGA4uqGRv74T6mDeIW1L2VtZ0RoamzoqJ1yo+mKoabGT8F+RNJAyDUvD6ejsXLXycgmtfH0/H4W7/ebRxT5f3510P19vJwOh33mjS6XQw26RiaHTsTzbzOpu7cspGV/57v0nh3El66rKdIGv89RkJ3mO676SGuVREQBI3zDsIOXvdyUTXWJw3gxxMDZ4fD4RBkShgq7rZ++GynSRO34KpBVE2w01RObakfIvLQuEMwnTO++GwYRJcILicvpS5rReh8CHixGQ0dxjc69JdIGQAh1Wd5f/p10v2X92e5xZ+m2XnSROnh/72+4nEAZ1TJmMtY0aVZcfG5SwRBY4SmONs4Rmenge4BzWRWGDxunwoA2nbqn3x+fUWdFXPkrG2HxPn979+go7PXpImbv4UuzfzjANEYmdwu59WdnorfhTIv7lxi3NmdI7F7Z06fLXqWzA+wMHjWdAkB/GjvT6ex16LmbMJpf6nPIBk1O04ao6cgNrl/nsenELPqVickmDdZN0vj3ol19+Y4Wfjogd0PqcuZR8PUA2dLH1EbxIn9GQCAMEWNCBpjKqZ5fXysumgxgmbPSWO2fva3R8T26NsjRVWV4QG62RYPh9VllC3BEFj8o91EO08ZxJM3w1Nmm8fO4q8cuTcW7Tol0dx7AID42zRiQqbTdXrEZjmmFu6tI+h8e1sjAABwb0gaAEBeJA0AIC+SBgCQF0kDAMiLpAEA5EXSAADyImkAAHmRNACAvL4laS6pd7YH33j/V7l0vE5cvLgOAKyWazWauXo0C9Uwo9Us99bKbavmmbQU6FUKiYarse26jimAGcHqMnP1nvuizinXoJkkSpqoCYoLr1hVyeZPZa1JuQebVrhM21Zfe3FNKEJewwAABctJREFUva4bQQPclub18XQsg6Uyp0I1YvHN9+fH6qNfj9Nd9/l8iZImbAHFz1Gh5ZVdmmCJfa8Uma7KrBphs5xzXMVZvdJtq0pzwctw3U0VhVbt5xU1p+fvttWLdvZvPF6FdGLdhh5yiwovhG+5f4OluNvx9xH9HoMbCWtdA/hG78+/ToVRzlmVE9CpYhWsuVyapNkydrZQALmvOlOE3RmvqPM0vua1p1ahaF25WZ9TjdgZN2tFoVunbGWXZvZuh9QaIya6eeNzV7dhV/tx3rJZ0Tq8+fBPCT2rc8NzcMAdMbo0qoaAUVAgT9CkSRp77Mz6I7oN/8COyD+dnTNGXZq4wotb+8ypRDNf4jMueVCUpXzBrf08W3Pa/ricqgXhz9aZ5ktQB/Wk3SpsQS0e6+ad3wDja8CuqFkaUS1gyBbVv5kOSD9NkyZpEnZpdIfB/HM6rgoWtb0LldSif3vNciuSTzXKXZ/LPGJuhspuiL27nZv8ss604jamXfy3rLPIuvmwgs50G/O/XADfo0+Ql79/K5EtQZcmW8y0aZIm/MN/NlrWPg6gh2G8os7h9qUujVPFOeoxOQNm0z9r5y6sd7vUEK/t0nglqN3Xw0O7jljcJ3IqelpdmpnCpc5dAfh2fWXNIGlk/yZnzLQp+zT6j3Ivd4IoCVulxUQZ/pxWs/C6/nIbdwysIsn2OJo4o1mtOYzC4BrWYwyLszRr7rYu1TS7eSb3NmQvJO7GqLcc9lzM36M3RsbYGbAbooJzHyP/vP33KboxQQHoDA+cCUmfcg4as/C1sX12n0AzxpFkW38YB9bU+NfwkJQ8mflglNu9keevZG/AGTsTD5bp29O1n4P3Hv24cLdye1nP3PzIuw3zi0n2Ww4eExAHyJvX42fq0yJogJ0wKzh3WSM3ii/S9NJHzk2vRrPwcMH55/xZraX9lnN8uAB+pptOmrpM1BY2VWE8MXDXlt4yI2EAkrnlpEmXCvLR6h/yZ/zcW9YzNwBwoVtOGgDALSBpAAB5kTQAgLxIGgBAXiQNACAvkgYAkBdJAwDI6/KkCRf2XfFNjCTfClxZ+eX7+IXY5laksdaLMfYGgND70yms5SwWnzmohWmsAs9t62+/TLo+zYbvUf6ApAm+gh+t1Gmtk6wTJayes5/3BmCf3p9Op+M/b59fdj6oss5P9ecUOLJgzan4ty/8HJbjvEDupIm/im4vzjjuPCzIP98VCE5SReec/dZ/t9DXeNBQNjnc1e+U9MdOdZZncmBak9pZnL/7YXjfVnkFkgbACvNJMwWN2NjXE/h3WmuzEP9OFjVZk8argeK1nFG95KjYiv+HvleP0i0Zpop6xfVYmqowzxAdMFzSGzF06iTEC1ia5WhEqrE0DIBZs0ljBk1c7XlImn7/RAVrcibNfCUtL2niJejt0sN+0rjXbeW+87XUotuyi8bM9mbCg93zRO9Ab1q+CAAE8zQ6VIL6muMROn5kutxK0vglI7clTfzIwXzSzJWqFPsuJo0cgPMSYtrH7HPoqnDb+jTTsUZtGQCY0WXOFCxm0IyVOMVG8UDA4ZDuoYAb6NMsV6oMfkzRp/EG42ZG46KsCbs88TyN0YFRo3RzFwUAT5Aset6/Y20LzjCOpF3sW+ZpZktGxqNnTjtrBUo8TOUmw+qk0TmiX4hPoq7hX9f4tKz5oPnPCwAm70+P1cf4DJnorcRTNM5gmjjX86+Ej57lfvZMjXw5lYKdU8Q/2ANZ415u9eHZcpLu6JmYIylLp3thPp0W37C4aXu4Ldxblo+O9wYAU1y6uY1ip22jMbLDQT58lv7bNKwRAADIjaQBAORF0gAA8iJpAAB5kTQAgLxIGgBAXiQNACAvkgYAkBdJAwDIi6QBAORF0gAA8iJpAAB5kTQAgLxIGgBAXiQNACAvkgYAkBdJAwDIi6QBAORF0gAA8iJpAAB5kTQAgLxIGgBAXiQNACAvkgYAkBdJAwDI6/8BmeUsZf0JSN0AAAAASUVORK5CYIIA" />Griphook Investhttp://www.blogger.com/profile/02602726767433180507noreply@blogger.com2tag:blogger.com,1999:blog-3655798318802262683.post-45141688126696799732018-03-23T05:17:00.000+01:002018-03-26T00:47:03.582+02:00SmåhandlatHar gjort några småköp i svenska och danska aktier. Även småköp är relevanta att redovisa då dom kan visa hur man agerar när man handlar på instinkt. Om cirka en vecka ska jag få min fetaste skatteåterbäring någonsin, och där har jag å andra sidan grubblat och läst en hel del innan jag utmejslat en placeringsplan för 78 000 kr. Mer om detta senare...<br />
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Fått några hundra i utdelning från Axfood som jag väljer att placera i Hemfosa. Har en hygglig andel Axfood medan Hemfosa är mindre och har gått bra senaste året. Vill gärna öka i vinnare och inte bara i de som av någon anledning tappat i kurs.<br />
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Köper 7 Hemfosa för cirka 700 kr.<br />
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Fått några hundra i utdelning från Tryg och väljer att återinvestera och öka lite därtill. Danska kronan kan verka dyr på knappt 1,4 och den har ju stigit de
senaste 3 åren. Sett över en längre tidsperiod så är dock inte 1,4
extremt, och jag tänker mig att 1,5 är min gräns för att handla danska
aktier (förutsatt att inget speciellt hänt som motiverar dyrare dkk).
Och för mig känns det bättre att bortse från ev. makroaspekter och hel
enkelt köpa de bolag som verkar ok. Danska aktier har jag bara hos Nordnet då de verkar vara den enda banken som fixar tillbaka den danska källskatten åt mig. <br />
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Köper 10 Tryg för cirka 1400 dkk. <br />
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På temat Danmark så väljer jag även att öka lite på ett av mina nyaste innehav, danska investmentbolaget Schouw.<br />
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Köper 2 Schouw för cirka 1200 dkk.<br />
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Handelsbanken går x-datum och sjunker orimligt mycket. På lång sikt så tror jag att traditionella banker kommer få allt mer konkurrens från fintech-bolag inom både inlåning, utlåning och placeringar, men jag tror samtidigt att SHB kan parera för hyggligt detta och fortsätta att vara bra att äga. Mobilappen Swich är ju utveckad av svenska banker vilket visar att gammelbankerna kan ge fintech-bolagen motstånd och fortsätta att vara relevanta för kunderna. Jag vill definitivt inte avveckla mina banker. <br />
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Köper 14 SHB för cirka 1400 kr.<br />
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MVH /GI<br />
<br />Griphook Investhttp://www.blogger.com/profile/02602726767433180507noreply@blogger.com0tag:blogger.com,1999:blog-3655798318802262683.post-19158007201905212562018-03-13T04:42:00.000+01:002018-03-13T04:42:10.903+01:00Ökat i några bolagHar de senaste veckorna ökat i tre innehav och initierat en liten ny post.<br />
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BibbInstruments (BIBB). Svenskt innovativt litet företag som har patent på en helt ny typ av biopsitång för vävnadsbiopsier inom sjukvården. Den nya tekniken löser ett gammalt problem med allt för ytligt biopsimaterial. Behovet är stort (men lite svårt att beräkna exakt) och ledningen är trovärdig (med uppfinnaren/grundaren som ägare till cirka hälften av alla aktier. Har nu börjat sälja produkten i Sverige samt utbilda sjukvårdspersonal i hur man använder den. Även om jag tror på BIBB och hoppas att dom lyckas växa sig starka så måste jag klassa detta lilla biotech-företag utan vinster och utdelningar som ett förhoppningsbolag.<br />
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Köpt 300 BIBB för 3000 kr.<br />
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Porsche AG (PAH3). Att investera i Volkswagen kan verka lite snårigt. Porsche AG ägs till stor del av medlemmar i de gamla grundarfamiljerna och företaget är till stor del en struktur för att äga VW (som i sin tur äger bilmärkena VW, Porsche, Audi etc, etc). Porsche AG äger även ett tyskt företag som monitorerar och planerar trafik samt 10% i ett amerikanskt liknande företag. Dessa företag bör ha en ljus framtid när urbaniseringen ökar och ger ökande problem med trafikstockningar och långsam framfart. Behoven borde också öka när autonoma fordon ska hitta de för stunden bästa vägarna mellan A och B samt kommunicera med andra fordon. Mjukvaran för dessa realtidsberäknigar samt beräkningar av var man borde bygga nya vägar tror jag kan vara en god investering. Det amerikanska företaget har köpt upp ett flertal konkurrenter och verkar dominera sitt fält. Om man bara vill äga VW (med bilmärkena VW, Porsche, Audi etc, etc) så kan man köpa VOW3 i stället. Både PAH3 och VOW3 har en låg utdelning mellan 1,5-2% och är kanske inga utdelningsaristokrater, men jag tror ändå att det kan vara ett vettigt komplement till mina övriga innehav. Även om trafikmonitoreringen floppar så borde VW ha tillräckliga muskler för att vara en av världens största biltillverkare även om 10 och 20 år. Man verkar iallafall satsa på batteridrift, vilket jag tror krävs idag för att vara relevant imorgon.<br />
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Köpt 6 PAH3 för 4100 kr.<br />
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PepsiCo (PEP). Välkänd gigant inom snacks och dryck. Äger såklart drycken Pepsi men även juicekungen Tropicana och havregrynsproducenten Quaker Oatmeal samt USAs största chipsmärke Lay´s. Har haft en mycket stabil ökning av utdelningen, med cirka 7% per år i minst 10 år. Suget efter chips och läsk verkar inte minska och verkar inte följa konjunkturen. Direktavkastningen är cirka 2,9% nu, vilket är ganska högt för PEP, och till sommaren kommer en utdelningshöjning på 15%! PEP har haft en sidledes kursutveckling senaste året samtidigt som vinster och utdelningar ökat. Det verkar därför vara ett helt ok läge att öka i PEP.<br />
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Köpt 4 PEP för 3700 kr.<br />
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Jag har en tanke om att min samlade portfölj bör ha en direktavkastning på cirka 4%, men på sistone så har jag ökat i flera bolag med låg eller ingen utdelning, och i mitt månadsspar så har jag fonder och ETFer utan utdelning. Behöver därför mer innehav med hög (>4%) utdelning eller så ska jag sänka kraven på portföljens direktavkastning. Har sedan tidigare en god portion nordamerikanska högutdelande REITs och vill därför inte öka mer trots rea. Initierar istället en liten post i Nordea. Har sedan tidigare Handelsbanken och via Investor och Sampo lite SEB och Nordea. Nu tycker jag att Nordeas
direktavkastning är så hög att det bör vara en vettig ingångspunkt för
en långsiktig investering. <br />
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Köpt 30 Nordea för 2900 kr.<br />
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MVH /GIGriphook Investhttp://www.blogger.com/profile/02602726767433180507noreply@blogger.com2tag:blogger.com,1999:blog-3655798318802262683.post-9754125931729223642018-03-08T21:42:00.000+01:002018-03-08T21:42:29.223+01:00Att beräkna en DRIPDRIP står för Dividend Re-Investment Plan och är vanligt i USA. Då återinvesteras utdelningar i mer aktier från samma företag och i de sammanhangen verkar man kunna köpa inte bara hela aktier utan även delar av aktier. I Sverige har jag inte sett att man kan få en automatisk DRIP eller köpa delar av aktier. Det vi däremot har är oerhört låga courtage på svenska aktier och därför så kan man göra sin egen manuella DRIP.<br />
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Under mars, april och maj så kommer många svenska utdelningar i en strid ström, och det kan bli en hel del ställningstaganden kring hur man ska göra med utdelningarna. Tack vare de oerhört låga mini-courtagen så kan man faktiskt överväga att återinvestera utdelningarna, utan att tänka så mycket.<br />
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Men om man har små innehav så måste man fundera på om man får man tillräckligt med utdelning för att kunna köpa en ny aktie? Här behöver man inte hålla på att räkna på antal kronor i utdelning och vad aktierna kostar. Det räcker att titta på direktavkastningen och antal aktier som jag har, då direktavkastningen innehåller info om relationen mellan aktiekursen och utdelningen. Detta räknesätt funkar för de som delar ut 1 gång per år. Om ett företag som t.ex Hemfosa delar ut 4 gånger per år så krävs självfallet fyra gånger så många aktier för att kunna göra en DRIP vid varje utdelning.<br />
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Att man vid den runda summan 10% i direktavkastning bara behöver 10 aktier för att kunna köpa en ny är ju uppenbart och att nära 0% i direktavkastning kräver ett aktieantal som närmar sig oändligt för att ge pengar till en ny aktie är också tydligt. Men hur ser det ut där emellan?<br />
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Jag började fundera kring detta när jag insåg att Nordeas direktavkastning kring 7% gör att man bara behöver cirka 14 aktier för att kunna göra en DRIP, medan VISAs direktavkastning kring 0,7% gör att manuell DRIP verkar svår.<br />
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En initial investering på cirka 1400 kr i Nordea ger idag cirka 14 aktier som ger cirka 100 kr i utdelning om cirka en vecka, vilket räcker till 1 ny aktie! Helt otroligt att man kan se snöbollseffekten även i så små investeringar som 1400 kr! Sedan har man 15 aktier, och om direktavkastningen är kring 6,5% nästa vår så räcker utdelningen till ännu 1 aktie. Några år senare så har man 20 aktier och då räcker det med 5% direktavkastning för att man ska kunna köpa 1 ny! Och efter ytterligare några år så kan man plötsligt köpa 2 nya aktier! Snöbollen ökar sin hastighet!<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhROvYip3QZlePCROcTqo3KSUd_aPYFJVrz7XDCQkyAPChf-Xh-L7-k4yyEZG05jReLDq9Chkdz2Q1Iiybot2HmMydXaO1GIxn1UVDJ8UflzTILJYH_tM0ZJXCs0qV8pP_v2XruiKZhRGA/s1600/DRIP-graf+Visa+och+Nordea.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1414" data-original-width="1600" height="564" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhROvYip3QZlePCROcTqo3KSUd_aPYFJVrz7XDCQkyAPChf-Xh-L7-k4yyEZG05jReLDq9Chkdz2Q1Iiybot2HmMydXaO1GIxn1UVDJ8UflzTILJYH_tM0ZJXCs0qV8pP_v2XruiKZhRGA/s640/DRIP-graf+Visa+och+Nordea.jpg" width="640" /></a></div>
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Detta synsätt kan vara uppfriskande i och med att man bara fokuserar på i vilken takt man kan få fler andelar i ett företag, och därmed ser bortom aktiekursen och utdelningarna. Ett Buffett-inspirerat synsätt kan man kanske säga. Om man får sänkt utdelning så är det ju tråkigt i verkligheten men i denna modell så kan det eventuellt vara ok, om kursen också sjunker. Som mental övning så kan man betrakta sina bolag på detta sätt. Men företag som hela tiden ger ut nya aktier är luriga för där måste man köpa nya aktier för att behålla sin andel i företaget. Om dom dessutom har sjunkande utdelningar så ska man nog avveckla innehavet snarare än hitta uppfriskande nya synsätt. Men om man är säker på att det är ett bra företag man köpt andelar i så är det nog bara en fördel att använda detta synsätt.<br />
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Denna räkneövning är ju rolig när man tittar på bolag som har hög direktavkastning, men i grafen så ser man också det självklara faktum att oerhört låg utdelning kräver oerhört många aktier för att man ska kunna göra DRIP. T.ex VISA som idag har 0,7% direktavkastning och kurs $121,5 behöver en initial investering på $17 357 (motsvarande cirka 143 500 kr) för att utdelningarna under ett helt år ska räcka till 1 ny aktie. Här är det uppenbart att en investering i VISA handlar om att man hoppas att utdelningarna (och kursen) ska fortsätta att öka kraftigt med tiden, inte att man får tillväxt genom att återinvestera en minimal utdelning. <br />
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MVH /GI (som idag fick 7 kr från VISA)<br />
<br />Griphook Investhttp://www.blogger.com/profile/02602726767433180507noreply@blogger.com2tag:blogger.com,1999:blog-3655798318802262683.post-14908966470597174182018-03-06T19:40:00.000+01:002018-03-06T19:40:48.785+01:00Snöbollskvot!Som investerare med fokus på utdelningarnas tillväxt över tid så är det rimligt att mäta sina framgångar. Men hur? Och framför allt - vad är ett relevant mål för mig?<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFHDHposAqxSQDLHy2NdH7AV0eDcNfMhcEY7dYPLVXVrBPz5cyUt7d7vkvaWt_2XwjXEHfPmMVk5MSC5aJ5D0qkxmYLF6yHOkrAxApXJ2HBlqVymzZ66bNDk5_MrzchZapMI4OkELfc6c/s1600/Sn%25C3%25B6bollskvot+0%252C18.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1105" data-original-width="1020" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFHDHposAqxSQDLHy2NdH7AV0eDcNfMhcEY7dYPLVXVrBPz5cyUt7d7vkvaWt_2XwjXEHfPmMVk5MSC5aJ5D0qkxmYLF6yHOkrAxApXJ2HBlqVymzZ66bNDk5_MrzchZapMI4OkELfc6c/s320/Sn%25C3%25B6bollskvot+0%252C18.jpg" width="295" /></a></div>
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Den den mest självklara måttstocken är utdelningarnas storlek under ett år eller en månad samt den ackumulerade summan av alla utdelningar sedan start. På ett sätt är dessa mått väldigt bra och jämförbara då 100 000 kr i utdelningar är 100 000 för alla. Problemet är att alla har olika inkomster, startkapital och utgifter och den som har störst utdelningar behöver inte vara närmare sina mål än den som har lägre utdelningar. För den som sparar 20 000 i månaden så blir det t.ex. lite konstigt att fira varje kvarts miljon i portföljvärde då sparandet i sig kommer göra att det inträffar ungefär en gång per år. För den som sparar 2 000 kr i månaden så blir å andra sidan en kvarts miljon ett ganska högt satt mål. Om jag gärna vill kunna kalla mig för miljonär så är väl portföljvärdet 1 000 000 ett bra mål, men ärligt talat så är det bara en siffra.<br />
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Man kan därför komplettera sina mål med hur stor andel av ens leverne som man kan täcka med utdelningarna samt andelen av tillgängliga inkomster som sparas, den s.k. sparkvoten. De som lägger krut på dessa uträkningar brukar ofta ha ett sparsamt leverne för att bygga en portfölj som gör det möjligt att sluta arbeta tidigt. Jag har inte ambitionen att sluta arbeta direkt portföljen tillåter det, och orkar inte föra dagbok över mina utgifter. Därför så har jag inte beräknat varken sparkvot eller hur stor del av mitt leverne som täcks av utdelningar.<br />
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Det jag däremot har är en önskan att visualisera eller få en siffra på hur snöbollseffekten arbetar i min portfölj. Vill ha ett mål som visar att jag kommer närmare en självrullande snöboll och att hastigheten ökar snabbare ju mer tiden går. Snöbollseffekten är helt central för möjligheten att spara ihop en stor summa pengar genom placeringar i aktier och fonder. Denna effekt kan förklara varför <a href="http://www.dividend.com/dividend-education/the-complete-history-of-warren-buffett/">Warren Buffett</a> fått de flesta av sina miljoner på senare år trots att han hade större möjligheter att göra klipp i småföretag tidigare i sin karriär. Snöbollseffekten förklarar också historien om syskonen där en började spara i unga år men slutade efter några år, samtidigt som den andre började, och att det därefter tog jättemånga år av sparande innan syskon nummer 2 fick en lika stor portfölj. <br />
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Sammantaget så tycker jag det är spännande att betrakta hur portföljen sakta får ett eget driv, i form av stadigt ökande utdelningar år efter år. Det är också spännande att tänka på den dagen då mitt sparande inte påverkar utdelningarnas storlek så värst mycket, p.g.a. att utdelningarna som återinvesteras utgör en klart större del. <br />
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Det lättaste och rimligaste sättet att mäta hur snöbollseffekten verkar i min portfölj är kanske att göra en Snöbollskvot av utdelningarna de senaste 12 månaderna dividerat med insättningar under samma period. När man har 1.0 i denna kvot så ökar utdelningarna (och portföljen) lika mycket av sig själv som av mina insättningar. Denna punkt representerar därför ett skifte från att det ffa är insättningar som får portföljen och utdelningarna att växa till att det ffa är snöbollseffekten som ger tillväxt.<br />
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Ibland sägs det att efter man fått ihop sin första miljon så rullar det av sig själv sedan. Det ligger kanske något i det påståendet men jag vill nog hellre ha en siffra som är relaterad till hur jag sparar och hur mina utdelningar ser ut än ett symboliskt tal. Dessutom så har jag passerat 1 miljon sek i portföljstorlek så den summan kan inte vara ett mål för mig. <br />
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Nu har jag 0.18 i Snöbollskvot, beräknat på 33 000 kr i utdelning senaste 12 månaderna och 180 000 i insättningar. Mitt sparande står således för den absolut största delen av tillväxten. Om 6-7-8 år så kanske jag uppnår 1.0 i Snöbollskvot, och det ska firas. Jag är så pass förtjust i denna kvot att jag tror att jag även kommer fira 0.5 i Snöbollskvot. Då står utdelningarna för en tredjedel av tillväxten medan insättningarna står för två tredjedelar.<br />
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Om man av någon anledning minskar sina insättningar och inköp så kan det göra att man plötsligt uppfyller ett snöbollsmål, och det är ju märkligt. Om jag börjar spara mindre så tänker jag därför i mina beräkningarna använda mig av all time high på insättningar rullande 12 månader. Engångsintäkter som t.ex. ett arv eller försäljning av bostad tänker jag inte använda i beräkningarna även om det ger en ökad insättning.<br />
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MVH /GI<br />
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<br />Griphook Investhttp://www.blogger.com/profile/02602726767433180507noreply@blogger.com4tag:blogger.com,1999:blog-3655798318802262683.post-67169732358774701522018-03-02T06:57:00.000+01:002018-03-02T07:11:58.564+01:00Utdelningar under februariSom jag misstänkte i slutet av januari så har jag inte lyckats med mitt mål att få minst 2000 kr i utdelning i februari (och alla månader under 2018). Egentligen inget att hänga läpp över då jag fick en utdelning i januari som jag hade trott skulle komma in under februari. Men att börja pussla med kreativ bokföring bara för att uppnå mina egna mål vore ju för lågt.<br />
Jag kan också trösta mig med att flera andra ekonomibloggare verkar tycka att det är svårt att öka utdelningarna i just februari. <br />
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Tidigare har jag bara tittat på nettot efter dragen källskatt, men om Nordnet (som har majoriteten av mina innehav) hakar på Nordea och ger källskatten åter efter 6 veckor så kan jag börja att bara räkna med bruttot. Det hade varit najs, men jag tror inte att det kommer hända. Snarare så antar jag att Nordea ligger ute med dessa pengar för att vinna kunder och om de får många kunder med stora summor källskatt så misstänker jag att de kommer närma sig Nordnet och Avanza som levererar retur på källskatt efter cirka 75-100 veckor.<br />
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Glädjande är att TD bank nyligen meddelat en stor kommande utdelningsökning, på cirka 11%. Utdelningshöjningar samt inköp av ffa H4ZA Euro Stoxx 50 gör att februari 2019 redan nu verkar klara 2000 kr. Kanske måste ribban höjas, men det behöver jag inte besluta om förrän i december.<br />
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För att trösta mig när jag missar ett utdelningmål så tittar jag på en skön video.<br />
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/GIGriphook Investhttp://www.blogger.com/profile/02602726767433180507noreply@blogger.com0tag:blogger.com,1999:blog-3655798318802262683.post-25551411216579005262018-02-22T20:52:00.000+01:002018-02-22T20:52:31.657+01:00Inköp nya bolag<div class="separator" style="clear: both; text-align: center;">
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Har i svallvågorna efter februaris börsnedgångar känt mig lockad att köpa mer REITs (som redan var nedtryckta) men jag tror att de kommer fortsätta att vara billiga under våren, varför jag fokuserar annorlunda i februari.<br />
Har initierat små poster i tre nya bolag. Inga klassiska utdelningsföretag, utan istället fokus på tillväxt. Även fyllt på i ett litet innehav som får klassas som förhoppningsbolag.<br />
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4 Visa för 3800 kr<br />
3 Mastercard för 4100 kr<br />
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Ganska högt värderade och mycket låg direktavkastning, men bör ha bra tillväxt på både kort och lång sikt. Kontantanvändning minskar snabbt i västvärlden, e-handel ökar och i U-länderna växer medelklassen. Utdelningarna har växt med med cirka 20% varje år. Jag tror att både V och MA är den typen av företag som man aldrig köper om man envisas att bara köpa billiga bolag. Min ambition är att sakta öka, så att V och MA utgör vardera 1% av portföljen. Dessa två innehav är en del i min strävan att inte enbart köpa bolag som har hög utdelning idag, utan också köpa de som kan antas ha bra utdelningstillväxt framöver.<br />
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3 Schouw & Co för cirka 2500 kr<br />
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Danskt investmentbolag med ffa helägda dotterbolag. Låg utdelningsandel och direktavkastning (1,9%) men med stark tillväxt. Cirka 50% av intäkter kommer från försäljning av fiskmat (ffa till laxodlingar). Min ambition är att SCHO på sikt ska kunna utgöra 1-2% av portföljen. <a href="http://aktieingenjoren.blogspot.ca/2018/01/schouw-co-ett-investmentkonglomerat-med.html">Aktieingenjören</a> har skrivit ett bra inlägg om företaget.<br />
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57 Climeon för 3000 kr<br />
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Ett svenskt
förhoppningsbolag där jag sedan tidigare har en minimal post. De har en
banbrytande teknologi att omvandla spillvärme till elektricitet. Smart
och miljövänligt. Har än så länge ffa levererat sin apparat till
rederier, som ju har spillvärme från motorerna samt behov av
elektricitet. Jag hoppas att Climeon kan leverera och växa sig starka, men måste erkänna att det är ett mycket ungt och obeprövat bolag.<br />
<br />
Fortsätter även med automatiska courtagefria månadsinköp i ETFer och Nordnets Superfonder för cirka 4800 kr per månad.<br />
<br />
/GI<br />
<br />
<br />Griphook Investhttp://www.blogger.com/profile/02602726767433180507noreply@blogger.com3tag:blogger.com,1999:blog-3655798318802262683.post-33960445382639092062018-02-07T04:17:00.000+01:002018-02-07T04:17:10.006+01:00Känslan av belåning i börsnedgång<div class="separator" style="clear: both; text-align: center;">
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<br />
<br />
Att fokusera på utdelningar har som bekant flera fördelar. När man får en börsnedgång efter flera år av uppgång, så är det nog lättare att tänka klart om man gillar utdelningarnas storlek snarare än portföljens storlek. Efter att i åratal kartlagt sina utdelningar snarare än portföljvärdet så kanske små börsras känns mindre dramatiska.<br />
<br />
För egen del så har jag cirka 10% belåning på min portfölj. Belåningen är hos Nordnet och räntan är bara 1%, och jag har en väldigt god marginal till belåningsnivån som ger ökad ränta. Trots god marginal så har jag de senaste dagarna inte kunnat låta bli att fundera kring hur portföljen och humöret kommer utvecklas om den senaste börsnedgången är början på en mer långvarig börsnedgång.<br />
<br />
Att det är psykiskt påfrestande med belåning i samband med börsnedgång har många vittnat om och därför har jag haft en lista med innehav som jag ska sälja "vid behov". Där fanns en preff-ETF, SIR Royalty Income Fund och Chatham Lodging trust. Börsvärdet på dessa 3 innehav motsvarade cirka 25% av min belåning.<br />
<br />
Preff-ETFen gjorde jag mig av med i slutet på december när jag förtvivlat gärna ville köpa mer andelar i fina ETFer innan möjligheten till nya inköp försvann vid årsskiftet. Pengarna användes därmed inte till att minska belåningen.<br />
<br />
På sistone har nedgången i REITs gjort mig allt mer sugen på att öka i Realty Income och HCP. Nedgången de senaste dagarna fick mig att skrida till verket. Om nedgången är början på en längre nedgång så är det bäst att ha innehav som man verkligen tror på. Och om det bara är ett litet hack i kurvan så skadar det inte att göra sig av med något man ogillar, till förmån för något man gillar. Chatham Lodging och SIR Royalty har båda en hög månatlig utdelning men nästan ingen utdelningstillväxt vilket är anledningen till att de var på potentiella sälj-listan. Det kändes väldigt bra när jag idag sålde dessa 2 innehav och ökade i Realty Income och HCP för pengarna. Jag hoppas att det inte bara var allmän köp-och-sälj-glädje, utan att känslan på något sätt korrelerar med beslutets vettighet.<br />
<br />
Det har uppenbarligen varit svårt för mig att minska belåningen genom att sälja innehav. Det har har vid upprepade tillfällen känts helt rätt att sälja för att kunna öka i ett annat innehav. Och nu i nedgång så önskar jag att jag hade utrymme att öka. Men det utrymmet är redan utnyttjat.<br />
<br />
Det är kanske rimligt att vara förberedd på en 50%-ig börsnedgång. Men belåningsvärdet på olika aktier och fonder kan sjunka samtidigt som kursen sjunker och därför är det svårt att räkna ut hur mycket nedgång en belånad portfölj tål. Börsnedgång 2,5% om dagen de senaste dagarna har gjort mig lite avundsjuk på de som har en krigskassa snarare än belåning, men jag är samtidigt väldigt glad för de utdelningar och den värdetillväxt som jag redan fått, med lånade pengar.<br />
<br />
Att byta strategi titt som tätt är sannolikt dåligt. Jag ska därför satsa på att behålla min procentuella belåningsnivå även i nedgång, genom att göra insättningar (inte sälja). Jag har i nuläget inte inkomster till att parera snabba nedgångar fullt ut, men det är ändå rimligt att försöka.<br />
<br />
På längre sikt så ska jag formulera en strategi för hur min belåning ska utvecklas när portföljen växer. Spontant så tror jag att den procentuella belåningen måste minska men totalsumman belåning kan kvarstå, när portföljen växer. Idag tror jag att jag kan hantera en svart svan men det blir svårare om belåningen motsvarar en miljon istället för ett hundra tusen.<br />
<br />
MVH /GIGriphook Investhttp://www.blogger.com/profile/02602726767433180507noreply@blogger.com5tag:blogger.com,1999:blog-3655798318802262683.post-86201292241821476172018-01-31T20:03:00.002+01:002018-01-31T20:03:19.598+01:00Månadens utdelningar och inköp<div class="separator" style="clear: both; text-align: center;">
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<br />
<br />
Under januari har jag fått 21 utdelningar och även räntor från 2 håll, som adderat upp till 2443 efter skatter. Nöjd med att få tydligt över 2000 kr, vilket är ett mål för varje månad under 2018. Utdelningen från Canadian Imperial Bank trodde jag skulle landa på kontot i början av februari så nu kanske jag inte klarar 2000 kr i februari istället. <br />
<br />
Utdelningar januari 2018:<br />
<br />
<table border="0" cellpadding="0" cellspacing="0" style="width: 497px;"><colgroup><col style="mso-width-alt: 739; mso-width-source: userset; width: 16pt;" width="21"></col>
<col style="mso-width-alt: 14250; mso-width-source: userset; width: 301pt;" width="401"></col>
<col style="mso-width-alt: 1735; mso-width-source: userset; width: 37pt;" width="49"></col>
<col style="mso-width-alt: 938; mso-width-source: userset; width: 20pt;" width="26"></col>
</colgroup><tbody>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="height: 15.0pt; width: 16pt;" width="21"> </td>
<td class="xl65" style="width: 301pt;" width="401"> </td>
<td class="xl65" style="width: 37pt;" width="49"> </td>
<td class="xl65" style="width: 20pt;" width="26"> </td>
</tr>
<tr height="19" style="height: 14.4pt;">
<td class="xl65" height="19" style="height: 14.4pt;"> </td>
<td class="xl66">(LIT) Global X Lithium and Battery tech</td>
<td align="right" class="xl67">352</td>
<td class="xl65"> </td>
</tr>
<tr height="19" style="height: 14.4pt;">
<td class="xl65" height="19" style="height: 14.4pt;"> </td>
<td class="xl68">Disney</td>
<td align="right" class="xl69">191</td>
<td class="xl65"> </td>
</tr>
<tr height="19" style="height: 14.4pt;">
<td class="xl65" height="19" style="height: 14.4pt;"> </td>
<td class="xl70">National Grid PLC (NGG) </td>
<td align="right" class="xl69">175</td>
<td class="xl65"> </td>
</tr>
<tr height="19" style="height: 14.4pt;">
<td class="xl65" height="19" style="height: 14.4pt;"> </td>
<td class="xl71">Bank of Nova Scotia (BNS)</td>
<td align="right" class="xl69">212</td>
<td class="xl65"> </td>
</tr>
<tr height="19" style="height: 14.4pt;">
<td class="xl65" height="19" style="height: 14.4pt;"> </td>
<td class="xl68">Brookfield Renewable Partners (BEP.UN)</td>
<td align="right" class="xl69">184</td>
<td class="xl65"> </td>
</tr>
<tr height="19" style="height: 14.4pt;">
<td class="xl65" height="19" style="height: 14.4pt;"> </td>
<td class="xl71">Cisco Systems</td>
<td align="right" class="xl69">131</td>
<td class="xl65"> </td>
</tr>
<tr height="19" style="height: 14.4pt;">
<td class="xl65" height="19" style="height: 14.4pt;"> </td>
<td class="xl71">CyrusOne (CONE)</td>
<td align="right" class="xl69">74</td>
<td class="xl65"> </td>
</tr>
<tr height="19" style="height: 14.4pt;">
<td class="xl65" height="19" style="height: 14.4pt;"> </td>
<td class="xl71">Crown Castle (CCI)</td>
<td align="right" class="xl69">34</td>
<td class="xl65"> </td>
</tr>
<tr height="19" style="height: 14.4pt;">
<td class="xl65" height="19" style="height: 14.4pt;"> </td>
<td class="xl68">GSK PLC</td>
<td align="right" class="xl69">183</td>
<td class="xl65"> </td>
</tr>
<tr height="19" style="height: 14.4pt;">
<td class="xl65" height="19" style="height: 14.4pt;"> </td>
<td class="xl68">Hemfosa</td>
<td align="right" class="xl69">185</td>
<td class="xl65"> </td>
</tr>
<tr height="19" style="height: 14.4pt;">
<td class="xl65" height="19" style="height: 14.4pt;"> </td>
<td class="xl71">Iron Mountain (IRM)</td>
<td align="right" class="xl69">120</td>
<td class="xl65"> </td>
</tr>
<tr height="19" style="height: 14.4pt;">
<td class="xl65" height="19" style="height: 14.4pt;"> </td>
<td class="xl68">(IUSA) iShares S&P 500 UCITS ETF USD</td>
<td align="right" class="xl69">22</td>
<td class="xl65"> </td>
</tr>
<tr height="19" style="height: 14.4pt;">
<td class="xl65" height="19" style="height: 14.4pt;"> </td>
<td class="xl68">(IUSZ / ISF) iShares Core FTSE 100 UCITS ETF GBP (Dist)</td>
<td align="right" class="xl69">118</td>
<td class="xl65"> </td>
</tr>
<tr height="19" style="height: 14.4pt;">
<td class="xl65" height="19" style="height: 14.4pt;"> </td>
<td class="xl71">Pepsico</td>
<td align="right" class="xl69">60</td>
<td class="xl65"> </td>
</tr>
<tr height="19" style="height: 14.4pt;">
<td class="xl65" height="19" style="height: 14.4pt;"> </td>
<td class="xl71">Canadian Imperial Bank...<span style="mso-spacerun: yes;">
</span>(CM)</td>
<td align="right" class="xl69">175</td>
<td class="xl65"> </td>
</tr>
<tr height="19" style="height: 14.4pt;">
<td class="xl65" height="19" style="height: 14.4pt;"> </td>
<td class="xl68">A&W Revenue Royalties Income Fund (AW.UN)</td>
<td align="right" class="xl69">46</td>
<td class="xl65"> </td>
</tr>
<tr height="19" style="height: 14.4pt;">
<td class="xl65" height="19" style="height: 14.4pt;"> </td>
<td class="xl68">Boston Pizza (BPF)</td>
<td align="right" class="xl69">93</td>
<td class="xl65"> </td>
</tr>
<tr height="19" style="height: 14.4pt;">
<td class="xl65" height="19" style="height: 14.4pt;"> </td>
<td class="xl71">SIR Royalty Income Fund (SRV)</td>
<td align="right" class="xl69">52</td>
<td class="xl65"> </td>
</tr>
<tr height="19" style="height: 14.4pt;">
<td class="xl65" height="19" style="height: 14.4pt;"> </td>
<td class="xl68">Northwest Healthcare<span style="mso-spacerun: yes;">
</span>(NWH.UN)</td>
<td align="right" class="xl69">95</td>
<td class="xl65"> </td>
</tr>
<tr height="19" style="height: 14.4pt;">
<td class="xl65" height="19" style="height: 14.4pt;"> </td>
<td class="xl71">Chatham Lodging Trust (CLDT)</td>
<td align="right" class="xl69">46</td>
<td class="xl65"> </td>
</tr>
<tr height="19" style="height: 14.4pt;">
<td class="xl65" height="19" style="height: 14.4pt;"> </td>
<td class="xl68">Realty Income (O)</td>
<td align="right" class="xl69">96</td>
<td class="xl65"> </td>
</tr>
<tr height="19" style="height: 14.4pt;">
<td class="xl65" height="19" style="height: 14.4pt;"> </td>
<td class="xl68"> </td>
<td class="xl69"> </td>
<td class="xl65"> </td>
</tr>
<tr height="19" style="height: 14.4pt;">
<td class="xl65" height="19" style="height: 14.4pt;"> </td>
<td class="xl68">Lendify (ränta)</td>
<td align="right" class="xl69">69</td>
<td class="xl65"> </td>
</tr>
<tr height="19" style="height: 14.4pt;">
<td class="xl65" height="19" style="height: 14.4pt;"> </td>
<td class="xl68">Kameo (ränta)</td>
<td align="right" class="xl69">10</td>
<td class="xl65"> </td>
</tr>
<tr height="19" style="height: 14.4pt;">
<td class="xl65" height="19" style="height: 14.4pt;"> </td>
<td class="xl68"> </td>
<td class="xl69"> </td>
<td class="xl65"> </td>
</tr>
<tr height="19" style="height: 14.4pt;">
<td class="xl65" height="19" style="height: 14.4pt;"> </td>
<td class="xl68">Brutto</td>
<td align="right" class="xl69">2 723</td>
<td class="xl65"> </td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="height: 15.0pt;"> </td>
<td class="xl72">Netto</td>
<td align="right" class="xl73">2 443</td>
<td class="xl65"> </td>
</tr>
<tr height="19" style="height: 14.4pt;">
<td class="xl65" height="19" style="height: 14.4pt;"> </td>
<td class="xl65"> </td>
<td class="xl65"> </td>
<td class="xl65"> </td><td class="xl65"><br /></td><td class="xl65"><br /></td><td class="xl65"><br /></td><td class="xl65"><br /></td>
</tr>
</tbody></table>
Köp/sälj januari 2018: <br /><table border="0" cellpadding="0" cellspacing="0" style="width: 497px;"><tbody></tbody></table>
Under januari så tröttnade jag på att oroa mig för butiksdöden och
sålde mina minimala innehav i HM och Clas Ohlson. Mycket möjligt att jag
nu gjort klassikern att sälja på botten, men jag slipper iallafall grubbla
kring dessa två företags framtid vilket är skönt.<br />
<br />
För frigjorda
pengar köpte jag 20 Iron Mountain (6000 kr), 4 Kinnevik (1100 kr), 6
Skanska (1100 kr) och 10 Handelsbanken (1100 kr). Fyra företag som jag tror på, på både 5, 10 och 20 års sikt.<br />
<br />
Köpte ytterligare lite mer Skanska (10 st för 1600 kr) efter kursdipp på 8%.<br />
<br />
Har
även ökat i mitt minsta REIT-innehav, 4 Crown Castle (3400 kr) som
dragits ned i den allmänna REIT-nedgången. Crown Castle tillhandahåller
infrastruktur för mobil trådlös kommunikation där behoven sannolikt
kommer fortsätta att öka oavsett hur räntan utvecklas. Jag tänker mig att både självkörande bilar, underhållning och samhället i övrigt kommer kräva mer och snabbare trådlös kommunikation.<br />
<br />
Investerade även 2500 kr (250 Euro) i internationella P2P-lån via Mintos.<br />
<br />
Fortsätter
med mina automatiska och courtagefria månadsköp i ETFer (2500 kr) och
svenska, finska och norska superfonderna på Nordnet (800 kr).<br />
<br />
MVH /GI<br />
<br />
<br />
<table border="0" cellpadding="0" cellspacing="0" style="width: 497px;"><tbody></tbody></table>
Griphook Investhttp://www.blogger.com/profile/02602726767433180507noreply@blogger.com4tag:blogger.com,1999:blog-3655798318802262683.post-55824398508366431112018-01-30T04:11:00.000+01:002018-01-30T04:23:15.817+01:00P2P-utlåning<!--[if gte mso 9]><xml>
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<br />
Sedan några månader tillbaka så har jag provat att investera i P2P-lån. Fenomenet och marknaden är förhållandevis nya och därför verkar det sannolikt
att inte alla aktörer kommer överleva eller bevaras i sin nuvarande form. De
större aktörerna kan antas ha en större chans att klara sig och därför har jag
i första hand intresserat mig för dem.<br />
<br />
Poängen med P2P-utlåning är (för mig) att få ett tillgångsslag med väldigt
stabil värdeutveckling men utan korrelation till aktiemarknaden. Jag tänker mig
en liknande stabilitet som korta räntefonder men värdeutveckling ungefär som preferensaktier.<br />
Vidare så vill jag att P2P-investeringarna ska sköta sig själva i ganska hög
grad samt att man ska kunna sprida riskerna på ett stort antal lån. Låntagarna är
ju trots allt ofta privatpersoner som av någon anledning inte får billiga lån. Tidigare problem med att sköta sin ekonomi kan antas vara vanligt
när det gäller privatpersoner som tar dessa lån. Att låna ut mycket till en enskild låntagare
måste därför betraktas som en onödig risk<br />
<br />
Jag har valt att inte plågas över eventuella etiska problem med att jag som
relativt välbärgad och mentalt stabil lånar ut pengar till fattiga människor
med sämre impulskontroll (genomsnittliga deltagare i Lyxfällan). Det verkar ju
vara en naturlag att den dåraktige och hans pengar skiljs åt, och här ser jag
mig som en passiv agent som får stabil värdeutveckling när andra tar lån. <br />
<br />
Plattformar för P2P-lån:<br />
<br />
<u>Lendify</u> <br />
Lendify verkar vara den största aktören på den Svenska P2P-marknaden. Kanske
är det storleken som fått Lendify att höja sina avgifter så att man idag som
investerare bara får drygt 5% på lån med lång löptid. Till Lendifys försvar så
kan man nämna en ovanligt fin och välfungerande hemsida och den ”försäkring” som finns
inbyggd i deras vanligaste kontotyp, autoinvesteringskontot. Försäkringen
uppges täcka förlust av återbetalning (amortering) om ett lån inte betalas. Den
ränta som man förlorar under de månader som det tar innan lånet sagts upp,
täcks dock inte.<br />
<br />
Syftet med lånen varierar mellan att lösa gamla lån, köpa bil och ren konsumtion (semester). Alla lån har en från början bestämd löptid, och både
ränta och amorteringar betalas månadsvis.<br />
<br />
Att låna ut via Lendify är mycket enkelt om man använder deras
autoinvest-funktion som är väldigt smidig. Pengaflödet in på kontot, från
räntor och amorteringar, återinvesteras automatiskt i nya lån. Med denna
funktion så lånas ofta 100-400 kr ut till vardera låntagare. Många lån med låg
summa är bra trots att Lendify även har sin förlustfond som skyddsnät.<br />
<br />
Man kan även välja manuell investering, då man väljer utlåningar helt
själv, men då finns det ingen förlustfond vid inställda betalningar. På
andrahandsmarknaden för Lendifylån så har jag sett manuella lån med mer än 50
000 kr till en enskild låntagare som sedan slutat betala. Det blir en väldigt
tråkig överraskning för långivaren, så därför rekommenderas autoinvest (och
inte manuell investering). Ur risksynpunkt så kan det såklart även vara ok att investera
manuellt i många lån, men det innebär för mycket arbete.<br />
<br />
På Lendifys andrahandsmarknad kan man köpa och sälja låneportföljer. Denna
funktion är helt nödvändigt om man vill få ut sina placerade pengar i rimlig
tid. Att sakta styra om sina långa lån mot korta lån för att sedan börja plocka ut
pengar är ju möjligt men tar lång tid och viss arbetsinsats. På andrahandsmarknaden finns
en del riktigt dåliga portföljer som folk vill bli av med, men tyvärr
så kan inte säljaren bestämma priset fritt utan måste hålla sig relativt nära
den totala utlånade summan. En kass portfölj som borde säljas för 50% av
utlånat värde kan därför ligga till försäljning för 92% av utlånat värde.<br />
<br />
På Lendify så har jag 15 000 kr investerat, fördelat på cirka 45 lån, som
tillsammans ger cirka 5,5% årlig ränta. Lendify kommunicerar direkt med
skatteverket, så jag ska inte behöva fylla i ränteintäkterna i deklarationen
själv.<br />
<br />
<u>Kameo</u><br />
Kameo förmedlar lån mellan långivare, och företag i byggbranschen. Detta skiljer sig från många P2P-aktörer som huvudsakligen ger lån till privatpersoner. Kameolånen ger
ofta 5-10% årlig ränta (ofta kring 10%) och verkar vara en slags topplån till
byggföretag. Marken eller byggnaden är ofta säkerhet för lånet. Den totala lånesumman är ofta mellan 2 och 10 miljoner, så här
finns det möjlighet att låna ut stora summor till enskilda projekt, om man
vågar. Kameo har en Svensk och en Norsk gren som hanteras via olika svenska och
norska konton hos Kameo.<br />
<br />
Att komma igång är enkelt, men det finns ingen autoinvest-funktion så man
måste bevaka hemsidan och anmäla intresse på alla projekt som man vill låna ut
till. Tanken är nog att man lånar ut ganska stora summor till ett fåtal
projekt, och då är det ju inget problem att bevaka och vänta. Om man som jag
vill investera små summor i många olika lån så blir det lite för mycket arbete
med bevakning och intresseanmälningar. Minsta summan som man kan låna ut är 500
kr, vilket är ok, men man kan bara låna ut multiplar av 500 kr (t.ex inte 550
kr), vilket gör att intjänad ränta behöver nå 500 kr för att ränta på
ränta-effekten ska börja arbeta. Efter att man har fått 50 kr i inbetald ränta
så kan man ju så klart sätta in 450 kr (och låna ut 500 kr) men det kräver lite
för mycket engagemang.<br />
<br />
De projekt som jag har sett ger räntebetalning månadsvis och full återbetalning
av lånebeloppet först när lånet avslutas (ofta 12-18 månader). Enbart ränta
(och ingen amortering) månadsvis gör att det behövs en större investering för
att få ett stort pengaflöde varje månad.<br />
<br />
Att låna ut i Norge i Norska kronor skulle ge en riskspridning för mig, men min bank tar 200 kr i avgift för överföring till mitt Norska Kameokonto.
Man kan dock sätta in pengar på sitt Svenska Kameokonto och sedan överföra till
sitt Norska Kameokonto och då är avgiften bara 50 kr. Jag antar att
växlingskurserna är normala.<br />
<br />
Kameo har ingen graf eller annan visualisering över hur mycket man tjänat på
sin utlåning, och ingen uträkning av genomsnittsräntan och genomsnittlig löptid
på de utlåningar man har.<br />
<br />
I nuläget så har jag 3000 kr investerat via Kameo, i 6 bygglån. Min plan var
att låna ut 500 kr till varje svenskt projekt som dök upp tills jag har en
Kameoportfölj på cirka 20000 kr, och sedan göra samma med norska projekt.
Kanske skulle det ta 12 + 12 månader, men jag avbröt efter 2 månader p.g.a. för
hög arbetsinsats. Jag vill att mina P2P-investeringar sköter sig själva, via
autoinvest-funktioner och att oinvesterade pengar inte ligger och skräpar på
kontot. Om Kameo hade en autoinvest-funktion och kunde hantera andra belopp än
multiplar av 500 kr så hade jag fortsatt att investera trots avsaknad av grafer. Men i nuläget innebär det för mycket arbete (för
den som vill göra många små utlåningar). Det finns ingen andrahandsmarknad så
jag kommer ha kvar mina lån i något år till.<br />
<br />
<u>Mintos</u><br />
Mintos är Europas största förmedlare av P2P-lån och skiljer sig från övriga
aktörer genom att förmedla investering i lån via många olika utlånande företag
i flera olika länder. Investeringar kan skötas manuellt eller med Auto Invest
som ställs in efter olika parametrar t.ex. land, typ av lån, räntenivå etc.
Minsta summan att låna ut är 100 kr/10 Euro eller ungefär samma summa i andra
valutor. Räntor och amorteringar betalas månadsvis och ränteintäkterna är ofta
10-14% årligen.<br />
Det finns en oerhörd mängd lån att investera i vilket gör att pengarna kan
placeras relativt snabbt även om man har ställt in Auto Invest-funktionen lite
snävt. Man kan i realtid se hur många lån som passar vissa kriterier men det
finns även en knapp för diversifiering (på/av) som kan göra att den optimala
summan per lån blir för låg och då lånas inget ut. Detta drabbade mig men
supporten löste detta mycket vanliga problem inom kort. Tricket är att behålla
diversifieringen på, men att ange en större kontostorlek än man har, för då kan
autoinvest-funktionen låna ut den önskade summan (i mitt fall 10 Euro) till
varje låntagare utan att varje enskilt lån anses utgöra en för stor andel av den
angivna totalstorleken på kontot.<br />
<br />
För att få tillgång till många lån så har jag valt att använda Euro som
valuta på Mintos. För min bank var det en enkel överföring utan avgift och det
tog 2-3 dagar innan pengarna var på Mintos-kontot.<br />
<br />
Mintos har många fördelar: Lågt minsta investeringsbelopp, relativt hög
ränta till investeraren, diversifiering över olika låntyper, länder och valutor
samt autoinvest-funktion med detaljstyrning. Även en mycket stor mängd lån att
investera i. Om man t.ex. bara vill investera i georgiska billån med bilen som
säkerhet så finns det just idag 25 lån att investera i.<br />
<br />
En eventuell nackdel kan vara att flera olika valutor ger dolda växlingskostnader, men kanske är det irrelevant så länge jag får mina amorteringar och min
förutbestämda ränta.<br />
Det finns ingen "fond" för att ersätta
investerare vid förluster, men man kan välja att enbart investera i lån med
säkerhet för att minska risken. 100 kr som minsta lånebelopp gör också att man
kan ha många små utlåningar och därmed relativt små problem om enstaka lån inte
återbetalas.<br />
<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiu5d-_ovLuzDnSc96TkhBW5l0v2TbXx3F0jnvLJdcHtEeTYLHdLJwo6BDKH-iClQUo0MaEkmNpKI0yKNz-jI7zi3qLqKTyi5Y75PbBPoLXo5lRKZzTNCwEBgWrtNHvgFwGYaDDCsa2ZxI/s1600/Mintos.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1186" data-original-width="1600" height="473" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiu5d-_ovLuzDnSc96TkhBW5l0v2TbXx3F0jnvLJdcHtEeTYLHdLJwo6BDKH-iClQUo0MaEkmNpKI0yKNz-jI7zi3qLqKTyi5Y75PbBPoLXo5lRKZzTNCwEBgWrtNHvgFwGYaDDCsa2ZxI/s640/Mintos.jpg" width="640" /></a></div>
Botswana, Moldavien och Albanien finns representerade bland mina lån.<br />
<br />
En farhåga jag har är att låntagare i Östeuropa och utanför Europa är sämre
på att betala sina lån än vad många västerlänningar är. Sannolikt beror
betalningsviljan på vilka reprimander som samhället kopplat till inställda
betalningar. Systemet med betalningsanmärkningar och kronofogde kanske inte
fungerar på samma sätt i Albanien som i Sverige. Detta återstår att se. Jag har
inte begränsat mig till Västeuropa och lån med säkerhet men kommer antagligen
göra det om jag får orimliga förluster i länder som jag har fördomar mot.<br />
<br />
Jag har bara investerat i lån via Mintos i någon vecka, och än så länge bara 250 Euro, men är mycket imponerad
och nöjd. Jag kommer fortsätta att placera via Mintos med intentionen att ha
flera procentenheter av min totala portfölj i en stor mängd små internationella
lån.<br />
<span style="color: black;"></span><a href="https://ihallandeinvest.se/mina-investeringar/mintos/">Ihållande Investeringar</a> har skrivit mer om Mintos.<br />
<br />
MVH /GIGriphook Investhttp://www.blogger.com/profile/02602726767433180507noreply@blogger.com0tag:blogger.com,1999:blog-3655798318802262683.post-7279776703193583072018-01-05T23:12:00.000+01:002018-02-12T06:36:38.042+01:00Översyn ETFer<a href="https://www.blogger.com/blogger.g?blogID=3655798318802262683" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=3655798318802262683" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=3655798318802262683" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=3655798318802262683" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>Som bekant har nya EU-regler ändrat ETF-landskapet i EU. Initialt
reagerade jag enbart med ilska och besvikelse, men i regelpaketet ingår
faktiskt 1 bra förändring, nämligen att fondbolagen måste redovisa den
egentliga totalkostnaden för fonden. Jag trodde i min enfald att så
redan var fallet men tydligen så har flera fonder tidigare kunnat paketerat
kostnader så att de döljs för kunden. Men med det nya redovisningssättet
så syns alla kostnader och vissa fula fondbolag har fått påtagligt
"höjda" avgifter (även om det egentligen var lika dyrt innan). Både denna förändring och det ändrade utbudet manar till en genomgång av tillgängliga ETFer. <a href="http://petrusko.blogspot.ca/2018/01/nytt-satt-att-uppge-fondavgifter.html">Petrusko</a> har skrivit om förbättringen i hur kostnader ska redovisas<br />
<br />
Jag
har kollat genom flera stora fondbolags aktieindexfonder och Nordnets
och Avanzas nya inskränkta utbud, på jakt efter de billigaste
indexfonderna som kan täcka större delen av världsekonomin. Resultatet
är inte fullt så dåligt som jag trodde innan jul, men lite dyrare än
tidigare verkar det bli. Den viktigaste skillnaden mot mina tidigare
favorit-ETFer är att jag nu, pga priserna, kommer välja ackumulerande
(icke-utdelande) ETFer på flera marknader. Här väljer jag att se
fördelarna med detta: Att jag kan få fint courtagefritt månadsspar på
Nordnet till ett klart lägre pris än en globalfond och att frånvaro av
utdelningar ger en liten besparing (växlingskostnader och courtage för
nytt inköp).<br />
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De billigaste aktieindex-ETFerna som jag
hittat.
Grönmarkering på mina favoriter, som jag antingen har redan har eller har
anmält månadsspar på, eller som jag vill köpa manuellt. Rödmarkering på
ETFer som har rätt att börja ta ut avgifter vid köp eller försäljning
och en Europa-ETF som har billig avgift just nu, men som enligt
faktabladet har rätt att höja avgiften kraftigt. Båda dessa problem är i
mina ögon tillräckliga för att man ska undvika dessa ETFer.<br />
<br />
I övrigt är denna lista min aktuella "Best of" när det gäller att bygga en egen världsfond.<br />
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/Sjnj3D2kO6H0UzzU/vfpR5qf3v0o549w9pDuh9FM81P736Uean979KOePcPaQ7ofRTPNT+9+lHmp/e/Sjnj3D2kO6H0UzzU/vfpR5qf3v0o549w9pDuh9FM81P736Uean979KOePcPaQ7ofRTPNT+9+lHmp/e/Sjnj3D2kO6H0UzzU/vfpR5qf3v0o549w9pDuh9FLGDKu5ORnFO8p/7v61Sd9ik09UMop/lP8A3f1o8p/7v60DGUU/yn/u/rR5T/3f1oAZRT/Kf+7+tHlP/d/WgBlFP8p/7v60eU/939aAGUU/yn/u/rR5T/3f1oAZRT/Kf+7+tHlP/d/WgBlFP8p/7v60eU/939aAGUU/yn/u/rR5T/3f1oAZRT/Kf+7+tHlP/d/WgBlFP8p/7v60eU/939aAGUU/yn/u/rR5T/3f1oAZRT/Kf+7+tHlP/d/WgBlFP8p/7v60eU/939aAGUU/yn/u/rR5T/3f1oAZRT/Kf+7+tHlP/d/WgBlFP8p/7v60eU/939aAGUU/yn/u/rR5T/3f1oAZRT/Kf+7+tHlP/d/WgBlFP8p/7v60eU/939aAGUU/yn/u/rR5T/3f1oAZRT/Kf+7+tHlP/d/WgBlFP8p/7v60eU/939aAGUU/yn/u/rR5T/3f1oAZRT/Kf+7+tHlP/d/WgBlFP8p/7v60eU/939aAGUU/yn/u/rR5T/3f1oAZRT/Kf+7+tHlP/d/WgBlFP8p/7v60eU/939aAGUU/yn/u/rR5T/3f1oAZRT/Kf+7+tHlP/d/WgBlFP8p/7v60eU/939aAGUU/yn/u/rR5T/3f1oAZRT/Kf+7+tHlP/d/WgBlFP8p/7v60eU/939aAGUU/yn/u/rR5T/3f1oAZRT/Kf+7+tHlP/d/WgBlFP8p/7v60eU/939aAGUU/yn/u/rR5T/3f1oAZRT/Kf+7+tHlP/d/WgBlFP8p/7v60eU/939aAGUU/yn/u/rR5T/3f1oAZRT/Kf+7+tHlP/d/WgBlFP8p/7v60eU/939aAGUU/yn/u/rR5T/3f1oAZRT/Kf+7+tHlP/d/WgBlFP8p/7v60eU/939aAGUU/yn/u/rR5T/3f1oAZRT/Kf+7+tHlP/d/WgBlFP8p/7v60eU/939aAGUU/yn/u/rR5T/3f1oAZRT/Kf+7+tHlP/d/WgBlFP8p/7v60eU/939aAGUU/yn/u/rR5T/3f1oAZRT/Kf+7+tHlP/d/WgBlFP8p/7v60eU/939aAGUU/yn/u/rR5T/3f1oAZRT/Kf+7+tHlP/d/WgBlFP8p/7v60eU/939aAGUU/yn/u/rR5T/3f1oAZRT/Kf+7+tHlP/d/WgBlFP8p/7v60eU/939aAGUU/yn/u/rR5T/3f1oAZRT/Kf+7+tHlP/d/WgBlFP8p/7v60eU/939aAGUU/yn/u/rR5T/3f1oAZRT/Kf+7+tHlP/d/WgBlcH8Z/+STa3/2w/wDR8dd/5T/3f1rgvjTG6/CTXCRx+47/APTeOgD0eiiigD5g/aO/5KHp/wD2Co//AEbLRR+0d/yUPT/+wVH/AOjZaKAPf/An/JPPDP8A2CrX/wBFLXP+Lf8Akr3w6/7iX/oha6DwJ/yTzwz/ANgq1/8ARS1z/i3/AJK98Ov+4l/6IWgD0CiiigAooprtsjZz0UE0m7K7Azr3xHoem3qWV/rOnWt24BSCe6RHYE4GFJycmtOvKfAPhDQ/FngabWdd022vtR1qWeWa6njDyJl2VQjEZTAAxtxXQfCW7uLr4b6aLmUyyW5ltg56lY5GVf0AH4VVuj3/AK/IH5bbHbUUUUgCiiigAooooAKiubmCztpLm6njgt4lLySyuFVFHUkngCpa8+8fwR634w8H+G7sF9Nu557m6hJ+WbyUDKreoyenSjqkg8zs9N1rStajkk0rU7O/SM7Xa1nWUKfQlScVerzLU9E07wr8VfCd1odnb6empLcWd3BaxLGkiqm9SVXjIPfHpXptHS4bOwUUUUAFFFFABRRRQAjMFUsxAUDJJPArO03xDomtSSR6VrGn37xjc62tykpUepCk4rlfiqz3Gi6RowkdIdY1a3srgo20mJiSwyOeduKyfG3hvR/C174V1rQdOtdNuoNXgtWNrCsfmxS5VlbH3uO5yevrRHV697fl/mgei+V/z/yZ6lWY3iPQ11X+ym1nThqO4J9kN0nnbiMgbM5zjnpTPFGoSaT4T1fUITiW2s5ZUPoyoSP1rzmP4feH5vgwbibT7dtUl0w3z6iYw1x55TzN3mH5vvds9KTdk29l/wAH/IaV7Lq/6/U9J1LxHoejTJDqms6dYyuu5UurpImYdMgMRkUab4i0PWZnh0vWdOvpUXc6Wt0kpUdMkKTgVhaBpuk+K/Buhat4g0nTtQu30+Jnmu7aOQjKgnlhwM5P41j/AAv0qwnvNc8V2WnW1ja6jcG3sIreFY1+zR/KHAUAfOwJ/AVVrScX0/r+vmTe8U11PSKKKKQwooooAKKKKACql7qunabJbx31/a2sly/lwLPMqGVvRQT8x5HA9atMwVSzEBQMkntXiniRf+Emew8ZzZNq2tWlnpCN/DAJvnlwehkYf98haFrJL0/F2B6RbPbKr3l/Z6dCs19dwWsTOI1eeQIpY9Bk9z6VYrzH4reHLE6adfmM898t5aRwedKWjtlM0Yby06KWwMnqfXHFHVLu0D2b8j013WNGd2CooyzMcAD1rN03xFoeszPDpes6dfSou50tbpJSo6ZIUnArD+J2ly6v4A1G3jmhjCbJpFnnEMcqI4ZkZzwoYAjJ4zjPFcHoVx4b8S+PfDraF4dj8M3FirXjvNBHbSXkbIVCRKh/eqeTv7AHHWiOrt/Xr/XYJaK/9f1/Xc9rooooAKZLLHBC800iRxRqWd3bCqBySSegp9ZHiex06/8AD9ymqabLqVrEBcNZxIXeUodwUKCNxyB8p4PQ0nsNbk2ma/o2tNIulatYX5iAMgtblJdmemdpOOhrRrxrw7Nol/8AFnS5dO8PS+Emt7KbFtd2f2OXUN3GFRRtITG4nOT6YUkey1VtEyerQhIAJJwB1JrN07xHoesTvBpmtadfTIu5o7a6SVlHTJCkkCuK+Lt/ElpoWkXZuv7P1K/23cdojNLPGilvJULyS7bRx+lL4O1nwY/iOPT7Lwfc+G9XMBa3F9pS2sk6D721hktjHOT+eDSjq3/XS45af152PR6rX+pWOlWrXWo3tvZ26kAzXEqxoCegyxAqzXlHxDuNK0/4i6Lf+MLRpvC8dlIkTyQNNBHdlv41AOSUGBkH17ZC6pDto2enWGo2Oq2i3WnXtveWzEgTW8qyISOvKkirNeTfD3VNDn+JmsxeFI2j0K906K6CpbNDCZUcoWjVgMDscDkqfSvWaq2if9dib6tEN3d21hayXV5cRW9vEN0kszhEQepJ4FSJIksayRurxuAyspyCD0INcH8VPDljqXhLV9VvDPM9lp0rW8DSnyY5NrfvNnQvgkAnOO2DzXSWenWureC7XTr6LzbW5sI4pY9xXcpQAjIII/CktU/L/g/5DejX9dv8yew8R6Hqt29pp2s6deXKKWeG3ukkdQDgkhSSBkgfjWnXlfiPw3odr4+8H2PhrSrOy1aC6N3cNZRLFstFGHMm3GQxwoz15Hc16pR0v/X9f5B1t/X9f5hRRRQBmXf/AB9P+H8qyYda02dtQCXaY059l27ZVIiF3HLHjgHJweO9aOpzLbm4nb7saFz9AM15pois/wAD9SvpebjULK9vJm/vPIHOfyxXnz3k+39fozznBSnbu7HfnUrBYLadr22EN0yrbyGVdsxYZUIc/MSOmOtSXV3bWNs9zeXEVvbxjLyzOEVfqTwK81u/+RG+G3/X9p3/AKKNdB8U/wDkmmtf9ck/9DWqlBKVvO35ExheUV3/AM7HT32o2OmW32nUL23tLfIHm3Eqxrk9BknFQDXdHOlnUxqtidPBwboXCeUDnGN+cdeOtcV430uf/hI9H1260GTxBo9rbPDNYxIJXidiMSLEeH7DHbGe1bPheHwVruh3R0KysJtNuZg1za+RhBIABhomGFPyjsB396lRXLcVlyqXc04fF3hm5njgg8RaTLNIwRI0vY2ZmPAAAbkmtmvM9P8ADmjeIPHv2rTtH0+z0fQJdoltrZIzdXY91GSsfH/AvWvTKJJJKwppJ2RmTa5bQ+IrXQ9kr3dxA9xlANsaKQMsc5GScDANXLm9tbIRG6uYYPOkEUXmyBd7nooz1Y9gOa5PweDrHiHxB4mclkln+wWfoIYTgkezPuP4CoviV/q/Cv8A2MVp/wCzUKKbjHvb8f8AgFcq5nHt+i/zOr1HV9M0hEfU9RtLJJDhGuZ1jDH0G4jNObVNPTTf7Sa/tVsCof7UZlEW09DvzjHvmvPPFFjFpXjq58Qa/wCHm1zQ57WOFJVgFx9g25LFoz0U8sWHT8ab4zbQX+CGpSeG/JOlyFJIxDnaC06lhg8ryT8vGOmBQoppef8AmUqacorvb+vkd5ZeJdB1O6W2sNb027uGBIigu43cgdeAc1Y07VLLVoJJrGcSpHK8D/KVKuhwykEAgg1x/hK80G61hEsPAGoaLcLEzC8uNGS2X0IDjnJz071a0B/sXxG8UaYp/czpb36rj7rspR/z2Kabir28v6/AzcdG+x1c95a2ssMdxcwxSTvshWSQKZG64UHqfYVW1DXtH0iRI9T1axsncbkW5uUjLD1AYjNZPim/Flq3hqP7FaXBudSEO+4i3tD8jHdGf4W4xn0zXGX9tpvhrxXrd94z8OjUNO1C4EsGsNbC6S3jwFEbjBMYBwAQOcj04UY3/r0KjBP+vM9Kvda0/TnsUurkIb+YQW2FLCRyMgZAOOB1PFX68x8ayW9jpfgd/Dtst7bxalF9igim4lAjbaods4Hua29C8QeJYvFn9geKLXTBLPam6tZ9NL7MK2GVt/OeQeP/ANT5NNPP8BOHuprt+tjs6K8x8RePPEmgXl1cXDeFYbS2fJ0yW/Jv5IwcZAB25YfMBjgEDk1seJvFWt2evaLpWgWNpdS6rbyyIbosojK7SGYg/dAJJAGTjAxSUG7ef/Dg6bR21Fefa94z1nRf7N0aafw7b6/cQNcXFxeXDxWUShsDGfmYt0Az2J6U3T/iNOfDGv3d3BYXuoaKqtIdLuPNt51YZVlbkqBzuznG0n2ByO1/67AqcnbzPQ6QkAZJwB1Ncv4S1HxRf/vdbTRJrKaES213pMrshOeVIfr65HHBrP8AiCrapqHhzwy0rx2eq3b/AGsISvmRRrvKZHTPFHI+blFGN3b+trnT2HiLRNVuDb6drOn3k4UsY7e6SRgB1OFJOOa0qwoPBnhm0urW6tdDsLa4tH3xSwQiNgcEclcFuCeDn1rmI/FHjXXornVfDOmaO2jQyOkK3kknn3YQkFk2/KoJGBu7iiyew1Dm2PRKK8+1H4h3j+GvDer6HpsdxJq90Lc2sz4IbDAqGyAMOuMkdO1Sax4t17w1o9jb6w2gLruoXDxwOJ3is4kVcl5Gfnj0HXIxRyS2+QKm3b+v62O9qrf6lYaVb/aNRvbazg3BfMuJVjXJ6DLEDNcl4N8Z3esazc6Lqk+i3V5HALmO50a582B0ztKkEkqwJH1B9uanxdeKPRtBee0e8hXW7YvbJGJGmXD5QKfvE9Md80cj5kn1HGF5cr/rS51UXizw5NFNLF4g0qSOBQ0rpeRkRgkAFjngZIHPc1F/wmvhT/oZtG/8D4v/AIqsXwynhzW/tttF4Cn0mMoolGoaPHAk4zkL33YIBwfasqw8L+Hn+K2sWbaFpjWsemwOkBs4yisWbJC4wCfWnyq9mHLHW/T/AIH+Z3l3rukWFtBc3uq2NtbzjMMs1wiLIMZ+Uk4PHPFSSavpsWmDUpNQtEsCAwummUREHgHfnGD9a868R6XbaF40m1rWfDQ1fw89nHbwtFbrONOCZLZiPATGTuA46d8UeM20BvgvdS+HFifSpJo5I0gB25adSwCnleSfl4x0wKFFO1ur/UapptLud5ZeJ9A1K6W1sdc0y6uHyVigu43c45OADmtWuE8J3WgXmsAWPgC+0W4jiZ1vLrRo7ZewKhxzk56ema7HUrEalp81m1xcW6ygAyW0nlyAZzww5GenHrSmrENJOw+C9tLqWeK3uoJpLd9kyRyBjG3owHQ+xqvqOuaRpDRrqeqWVk0gJQXNwke7HXG4jPWuT8AadaaTr/i7T7CBYLWC8hSONegHkr68k+pPJqp4V0TTPFGs+KNY1qwttQmGpyWUIuoxIIoogAAoIwvUnijlV/K1/wAv8yuVK99kehrLG0QlWRTGV3BweCOuc+lUtO17R9XkePTNWsb14xl1trhJCo9TtJxXkAEkPhqfwek8n2BvFQ0xfmIItmO8pnr6j8a6bxh4f0rw1eeGdY0SwttPuYdVhtmNtEsfmxSZVlbHXjuc96pQV157fO3+Y3TS0e+v4X/yPRpporeCSeeRIoY1LvI7BVVRySSegFEU0U8KTQyJJFIoZHRgVYHkEEdRWP4x/wCRJ17/ALB1x/6Lan+FP+RO0X/rwh/9AFZ291v+upDXup+v6f5mla3dtfW63FncQ3EDEhZIXDqSDg8jjggj8KpReI9Dn1H+z4dZ06S+3FPsyXSGTcOo2g5yMHj2ry+3u7mH4MaXY2k728mqao1gZk6oslzIGOe3AIz7130Pw+8JW9rbwRaBYr5BRo5REBKCpBBMg+YnI55571bik3fvYqcFFtPz/B2NefWtKtftX2jU7OH7JtNz5k6r5O77u/J+XPbPWqH/AAmvhT/oZtG/8D4v/iq53RbK11D4k+O7W9tobm3kWw3xTRh0bEZIyDweQKpWHhfw8/xW1izbQtMa1j02B0gNnGUVizZIXGAT60KK0v2v+FxuEVe/S342/wAzvLvXdIsLaC5vdVsba3nGYZZrhEWQYz8pJweOeKt29zBeW0dxazRzwSLuSWJwysPUEcEV5n4j0u20LxpNrWs+Ghq/h57OO3haK3WcacEyWzEeAmMncBx074ruPCp0F9Ahk8NGH+y5GeSMQ5CgsxLDB5Xkn5eMdMCk4rluiZRskye/8RaJpU4g1HWNPs5iu4R3F0kbEeuGIOODULeLfDa26XDeINKEEjFEkN7HtZhjIBzgkZGfqK8+8WXOnW3xaLal4auteiOjIFt7axW6ZD5rfMVboO2feux0fR/DeuaHbzN4Qt7KDe7JZ3+mxxvG2cE7MEDO0c9wBT5VyqTKlGMbX/rQvweLfDd1cR29v4h0maaRgqRx3sbMxPQAA5JpbjxZ4btLiS3ufEGlQzxsVeOS9jVlI7EE5Brj/hj4e0V9HuLx9H09rqHVLkRTm2QvGFkO3a2MjHbHSua0i+0S21nxSmpeBdQ16Y63clbm20hLpUXI+Tc3Q9Tj396agm7Ltf8AL/Mfs1d+Tt+f+R7XHJHNEksTq8bqGV1OQwPQg9xVXUNV07SIVm1LULWyidtqvczLGGPXALEc1PbiNbWIRQ+TGEG2Lbt2DHAx2x0xXmHh2z0HVdI1Lx94ujivPNmmCfa4jMlpbrIVVFjwecjOcZ5Pqcwkru+yIhG6uz0nT9V07VoWm02/tb2JG2s9tMsig9cEqTzVGHxd4auLiO3h8Q6TJNIwRI0vYyzMTgAANknPasXwXf8AgbUbzUZ/CCW6TeXGt0Le2eBcDdt+UqFz97kDPr2rybS7jRX+F8lnN4JvJr5kmU60dMBhjzI37wzqC+EHXAP3cVfJq/KxcaSlf1S+8+gdQ1PT9JtxcalfW1nCzbBJczLGpbrjLEDPB/Km6drGl6usjaZqVnerGQHNtOsgUnpnaTivOfGdzpcPgPwbPf3kV/pkWoWnn3LoZFmQRtuYrgk5wcjGaj0F9B1r4kaXqXgey8jT7W2mTUrm2tTbwSAj5I8EDLhvm6dMdccNU1r5X/BfqTye4peV/wDgHqkkiQxPLK4SNFLMzHAAHU1nDxHow0e21eXUre30+5AMM9y/kq+Rkffx1AJrF+Jl3JbeBL6KFisl40dmCPSRwrf+Ok1nfEOwtfs/hDT3gjktBrNvCYXQMrJtYYIPBGO1RGN7ebt/n+aFGK6+f4HY6drek6x5n9manZXvlY8z7NcLJsznGdpOM4P5VOt5avePZrcwtdRoHeASAuqnoSvUA+teeePvD2leGNGTxXoVjb6bqGlzRuDZxiJZo2cKyOq4DAhu/Nbp1kW/jjWIhp1u32bSI7oyxQ/6RL8z/IW7jjgepoaVuZef4K4+S6uv61S/U62iuE8I+IvFviGKHUpYNAk0m7idojZzuZbZ8ZVZc8E/wkLznnisn4ff8Jf/AMJLrv2n+w/sf9qP/aHl+d5nmeWv+qzxt+797nrT9m7tPohcmjd9j0XTtUstWgkmsZxKkcrwP8pUq6HDKQQCCDVyuN0B/sXxG8UaYp/czpb36rj7rspR/wA9imuyqWrWJkrSsFFFFSIKKKKACiiigAooooAKKKKACiiigAooooA0LH/UN/vf0FOuL+ztJreG5u4IZbl9kCSSBWlbrhQfvH2FNsf9Q3+9/QV534t8OWOneNfC2rqZ59QvNbVXnuJS5SPy5CI0HREBPQD65rvpbRXp+Z6dL+FfyPSbm5gs7aS5up44LeJS8ksrhVRR1JJ4AqtputaVrUckmlanZ36Rna7Ws6yhT6EqTiuM8fwR634w8H+G7sF9Nu557m6hJ+WbyUDKreoyenSqWraPp3hL4o+FbzRLK30+PUI7m0u4LWJY0lVU3qSowMgjrj0q0+r/AK/p6GjXb1/r8zu73xHoem3qWV/rOnWt24BSCe6RHYE4GFJycmtOvKfAPhDQ/FngabWdd022vtR1qWeWa6njDyJl2VQjEZTAAxtxXQfCW7uLr4b6aLmUyyW5ltg56lY5GVf0AH4VVuj3/r8gfltsb994s8OaZdvaah4g0q0uUxvhuLyON1yMjKk5HBzWnBcQ3VvHcW80c0Eqh45I2DK6nkEEcEH1rxXULzSLT4ueL/7V8GX3iTctn5f2XS0vPI/dc53fdzx9dvtWj4I1ZPD/AMKfE2paY8Jns7i6ul02VXxYHGRA6kK3GOccZzgnrUprl5n2uNr3kl5flc9Yurq3srWS6u54re3iXdJLK4REHqSeAKfHIksayRuro4DKynIIPQg15tJr/iy68Caxr+uaRoK6W2ltc2ti4eaRjtBHnAnYVYc4ByMgHoayvF8viufxN4Fm0mPQo45AWsknWUBZTAS4cL0Tb93HOetU007Py/G/+RKaauvP8LHrL31pHexWT3UC3cql44GkAd1HUhepA9anri21G9g8b+GLDU7HSpL+50+4e4uoYWLRumzKxOxyEJJyD1wKzfDXi/xd4l1Z7u0stDOhR3rWs9r57i/twGK7pAfkB43beuOB60lrp/W9gbtd/wBbXO4stYsNQvr+ztZ/MuLCRYrlNjDy2ZQwGSMHgg8Zq9Xk1p4n/sTxn41srG3F9rl7qEK2VirYLnyFy7n+GNepY+mK6TxPrXivRdK08xS+Gbed0zeajqlw0FoknGI0XO8k5JBJ6Ic9RSvon6fih9WvX8ztayfEPifRvCmnC/1u+S0tmcRqzKzFmPYKoJP4Csb4f+LbjxVp18L3+z3vLC6NtLNp0pktpuAweMnnGDjqen4Dl/iEPFjfEjwouljRDH5k7WAvPN/1ghO8y7e2Pu7ec9abuml3Bapvtc9Gtde0q8g06WHULcrqUfm2au+x5127iVVsE4ByRjjvVmyvrTUrVLqxuoLq3fIWaCQOjYODgjjggiuC1jWPEGp+KING0HSNAuNb0m2Se81DUQ5htnlXBji2/OCwGc/3Rg1BpfjC70rwb4otX0XTtM1rw1EzyWtqmLWTcpdHRRghW5OM598ngbVmwSei9PxPTKK88s/GXiWx8L3vi3xLYaXa6OLJZ7W1t5HNyznAUOTlAGzxjpuGehrL0n4masuuabDrF54Ru7LUp1t0i0bUPNubV3+55gJwwz8pK9zn2Ls+bl6ivpzdD1eivIdI/wCE6/4W9r/l/wDCO/ctfte7z/8Aj3y2zy/+mm3Oc8Zxitbxj4w8U6JqlytrP4Q0+zhTdDFrF+y3F4AMlo1UgAE5UA85UnoRU3Vk2VbVo9Iorhb/AMcahdeHPDc/h/T7d9V8Q4+zR3khEMGELuXK8sAARgYJ/QxeDvEHjTUPGGr6N4ii0GOPTI4zIbATbnaQZQqWJG3AbOcHOKqzu12Jvomd/RRXnHi34gXtl4mm0DRL3w1ZT2kSS3Nzr92YoyXyRGiqQS2MMT0GcVNyrHo9FeZyfE+6Pw4uPEMFrZy39lfpY3McMvnQyN5iqzRMCMhlYFcnjPOcc2rLxT4y0/xRpFn4p0vSYLDWWeO3FjI7y20gXeElJ+VjgEZUYyM+1VbX+vUm52llrFhqF9f2drP5lxYSLFcpsYeWzKGAyRg8EHjNXq4jwZ/yO/jv/sIQf+iFpPGHinXLHxLpnh3w+mkRXt7C84uNXd1hcKQPLQJyz85+g6c8Lt5pflcffyv+djuKK8k+JE3jGfw34ckktdHtpjqNuLiKR5HxciTEZUrx5Zxk5+YAgda6LVfE3ibQ9I0nT7mz0u88WarO8FvFau62qgAsZG3fNtVcEjqe1HT52/L/ADD/ACv+Z3NFcHo/ijxPYeLbTw74xstLWXUYpJLG70t5PKZkGWjYSc5xznp069q3hjxT418T6tcG30/RoNHsdSmtLmeZpPMmRXI/dKCQGC4yW4JbgDBppXf9egm7I7fS9YsNagmn0+fzo4Z3t3bYy4kQ4YcgdD36VeryXRPFUfhDwDq+oMkUk8viG6t7eOaURI0jzHG5zwqgZJJ7CtDwt8QdSuvFNroetXvhe/a+R2tp/D94ZRGyDcVkViTyMkEemPoo6pW7L8rjel/n+djvNL1iw1qCafT5/Ojhne3dtjLiRDhhyB0PfpV6vH/CPie6trLUNB8PQw3mvT63euUlJ8q0i805lmxyB6LkFj0r16MOI1EjKzgDcVXAJ74GTj8zQtYp+S/IOrXqRXt9aadaPd311Ba20eN808gRFycDLHgckCpwcjI6Vwnxl/5JRrf0h/8ARyUeLPFPiHSvEWhaF4f0+yu7jU7eYg3TMqxsm3DsQfugEkgAk4AGKFr9/wClxvRX/rp/mdbNrFhb6xa6TLPtvruN5YYtjHcqY3HOMDGR1NXq86b+1P8AhZfg7+2vsf8AaX9nX3n/AGLd5Ocp93dzjGOtZvib4heKPDt9eXNw3hCCztX3HSptQY6jJEDjIAO3LD5gMHAIHJo6K/n+bQt2/l+SZ6vRXCeKfGGuWOv6HpPh7TrW8m1e1lkj+0sUEbLsIdiD9wKzEgAk4AGKk8N+LdYF9ruleLbaxgvtJhS6abTy5hkhZScgP82RtP8Akcmyu/P8Nw32/q51mp6nZ6NplxqV/N5NpbIZJZNpbao6nABJ/AVYilSaFJYzuR1DKcdQeleL+KPEXjvW/hpqmsTaJpCeH9Qs2MUKXDi7gib7sjk/IwxzgYPzD3rqNd8U+IdK1HwzoXh/T7K7uNTsXIN0zKsbIqYdiD90AkkAEnAAxQr3a/rr/kD7/wBdP8z0OivN/EPjnW9B/svQ5p/DNv4iubdri5ub25eGxhQNgY3Ydi3QDPGCelLpHxNdvDPiK81NNOu77QkDyNpNz5ltchwShRuSvI2nOcYz7A6N9g6pdz0eoIL60upriG3uoJpbdgk6RyBmiYjOGA6HHY15qPEnxLtPE+gabqdr4Wih1Z2I8rz2aNUAd0JzjftzggFcjrV9/Fp0UePr9NHtWOkTRkC1i2SXJMSndK3OcZ644UUPRXf9bAtWkuv/AAf8j0KiuG0DU/Huo6XczXCeF5zPa+bp15YzStb+ZnG2QE7iD1yvoRWD8JJPFUPhuWW7GjHRke7ZPJ837R5wlbOc/Lszu98Yoel79FcFra3ex6vRXm/g3xj4t13R4PE2r2Wj2Ph1bWSWcq0huHKAkugyVVMjGCSeCe4rCj+L2qpHBrdzP4SOjSspbTYNS3alFGxAyRnaWGdxXGcccHJp297lFfS57LRXn2ueKvFh8dy+GPDVhpczfYI7sXN8zqkWWYMX2nLA4AAAzk5JwKf4q8R+LNHks4oJ/COmoYFMt3rN68cc8xHzJCoIYBcZy3UMPQ0ulx9bHfVRvtYsNNu7G1u5/Lmv5TDbLsY73ClsZAwOAeuK4qH4kzS/DWDxDHp8U+qT3AsIbWGXMctyXMY2t/cJG76cZ71jalceMj408GW/imx0gL/aLyRXemTPsz5Ljy2R/mz1O4cdqOqXml+X6MG9G/J/h/wT1yiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK8/+Nv8AySHXf+3f/wBHx16BXn/xt/5JDrv/AG7/APo+OgD0CiiigD5g/aO/5KHp/wD2Co//AEbLRR+0d/yUPT/+wVH/AOjZaKAPf/An/JPPDP8A2CrX/wBFLXP+Lf8Akr3w6/7iX/oha6DwJ/yTzwz/ANgq1/8ARS1z/i3/AJK98Ov+4l/6IWgD0CiiigApCAwIIyDwRS0UAeUabY+PvBWnXfhnQ/D1pqViZpW0/Umv0iFskjEgSRt8zFSSTjr2zXd+D/Dw8K+FLDRvOM726Eyyn+ORiWc/TcTW5RQnoD1dwooooAKKKKACiiigArjPHegare3Wi6/oEUM+raNO0iW8smwXETrteMN0BIxgniuzooA8+0nTfE/iXxnY+IPEmkx6Ja6TFItnYreLcPJLINrSMy8bQvAHXNeg0UUdLB1uFFFFABRRRQAUUUUAcr4/8N3niTw/EmmSRR6pY3UV7ZtMSE8yM5wcdiCR+VYH2Pxj411vR/8AhINAi0DStLuVvZFF+lw91Kv3ANn3VB5OfbFek0ULR3+fzB6r8DmjBrWt3viTR9ZsLeHQpYVhsbiN8yTK6ESbhuOME8cL+NcPFYfEiPwkvgYaHZrCIfsP9vC/XyxBjG4Q/f3bPl+vPSvXaKVl/XUd30OO8TaJqkHw8i8NeGomeR4otP8AOZ1HkwYCvIdxGcKDwMnJ4FdNpenW+j6VaabaJst7WJYox7KMfnVuiqu3d9ybaJdgooopDCiiigAooooAqarp8eraTeadNJLHFdQvC7wth1DDBIJBwefSvK/EPwguk0vT7fSPEnim8WG8gBgn1RdkESty6AqAGUcrjp2Fev0UW1v/AFoF9LHNlPEGlan4f0zT4vt+jrG8eo397NuuF2r8hzkbix6nafw61zXxJHjDWIZNF0jwj9ss1mgnW+/tKGPcUdXK+W2CORjOfevSaKOqYeXyPPvElh4p8X+CLeU6NBpmsWl9HeLplxdrPHcCI5CM64HzenHIGSOtUbq08Z+Ndc0L+1fC1v4etNLvUvnum1CO5lkK/wDLNNg+XPfPGB7YPp9FC0d/n89P8geq/D+vvCiiigArJ8RT65baZ5/h+ztL27jkDPbXMpj82MZ3KjdFc8YLceta1FAHm8dj4u8Y+J9FvNd8PW/h+w0ec3QBvkuZriQqQApQYVR3z1469uj0DXtQ1jxR4itjFbnSNPmjt7aeNWDyS7cyqSTg7SQOAPxrpait7a3tIvKtoIoYyzPsjQKNzEljgdySSfUmhAcr480LVNSi0nVdDSGbVNHu/tUVvM21bhdpV493RSQeCf0rM03T/FHibxrpev8AiHRINCtdHjmFvbC8W5kmkkXaWLJ8oUL265+vHoVIyhlKsAVIwQRwaFpt/WlgepzfgzXtQ8RWeo311FbrZC/mi0+SFWHnW6nCuck5yQeRgHHSn+JdW8S6XLb/ANg+GE1uORT5v/EwS2aIjGPvjDA57elb0FvDa28dvbwxwwRKEjjjUKqKOAABwAPSpKH5AcR4Y0zU9PutZ8YeLHtra+u4VBt4n3R2VtGCwUt/E3JLEcZHFbHgrVdV1vwlY6nrVtDbXl0pk8uFWVQhJ2HDEkErg9e9bVxbQXltJbXUMc8EqlZIpUDK4PUEHgipQMDA6UB/X9f12OG+JD+KL3RrzQ9C8Mf2nBf2bxPd/b4ofJZsjGx+W456iptH1Hxgvgq6WXwpHZavZ26xWVtJfxyrcsFwCSuAoz2J/Eda7OilbRruHVPseR+D/wDhOtAeR7v4fPdajfzB9Q1SXW7ffIenCgcIo6IDwK9cooqrh1uFFFFIDH1OFbg3EDfdkQofoRivOfCsFzf/AAdvNFij3ahbW93prRbgP3q71AycYzlevrXpt1HI1wxVGI45A9qzbPRbfT7m8uLW0aKS8lE05G7DvgDdjoDgDpjNcMk7yXf+v1Z58m1JtLZ3/r8Dj7zwnql98OtB0+CSO01rSktZ4fNOUE0SgFWK5yOo4zWfqcXjfxtYJoWpeHLfQ7GZ0N7dm/ScuisCVjVOQSR3yMZr0zyZf+eb/wDfJo8mX/nm/wD3yaOaV7263+ZCckttjlde1PxZpmpRjRvDtvrGnvCAQL1beWOQHnJfgqRjGBng57VzI0Xxhb6T4o1600+3tvEOtGJIbGCdP9HRfl3FyQrSYLHOeuPpXqHky/8APN/++TR5Mv8Azzf/AL5NSrpWsNOUdonnHhm78V6HYafo8Pw7NtYxFY3m/tmByAT80hAHzHkk+tdJ421d9F8I39zB/wAfbp5Fso6tK/yoB75Ofwro/Jl/55v/AN8mobjTYrvyvtNkk3kyCWLzIg2xx0YZHBGTyKcryeqErqXNYz/DujxeH/DthpUONtrCqEj+Jv4m/E5P41keN9Hv9YTQBYQecbTWba6m+dV2xJu3NyRnGRwOa63yZf8Anm//AHyaPJl/55v/AN8mi8ubm63uTFSj0OP1bWfGmnaxcRWHhS31fT22tbzRagluyjHzK4fOTnPI4wR3zXN3fgjWv+FXa9YC3gfWdXvPtr2ls6rHETIh2KWIHCryfXPXqfVPJl/55v8A98mjyZf+eb/98miLlHZf0tS1KUWmltr9xGgIRQeoFcdoCfbfiR4o1JR+6gjt7BW7M6qXf8tyiu18mX/nm/8A3yap6dotvpMEkNjaNEkkrzv95izucsxJySSaSTV3YhRai1b+v6sYfinSr3UdU8NTWkPmR2WpCe4O9RsTy3GeTzyRwMmsy/1nx7DcXtlF4NstQhLusF4uopHGYz93fG3zEgH5umcHFd35Mv8Azzf/AL5NHky/883/AO+TQr2s0UnLt/Wv+Z5pF4I1LS9E8F6dAqXT6ZqYurx42CogO8sVBxlQWwABn2ro73Sr2X4iaXqqQ5soLCeGSXevyuzKQMZz2Pauo8mX/nm//fJo8mX/AJ5v/wB8mm3Ju7Xf8VYG5Pdf1e54bd+B/Eq6FqeiL4M0q9vZXmkGv3FxE0s25iwwCN6vg4BJAB/Ou/uNE1F/GvhbUFt82tjZTxXEm9fkZkUAYzk8g9M12fky/wDPN/8Avk0eTL/zzf8A75NPml2/q1v1HOU5brv+P/DHn3jXwzeXHiOy8Q2Og2GviO3NpcadeFF3LuLK6M4Kggk59j+VjR7XWrDQNRvLHwboukag5Qw6dDImZlU/MJJEAXJBbb2Gee9dz5Mv/PN/++TR5Mv/ADzf/vk0ry5eWwc0na6POvBmg6rb+LLzWJfD1v4ZsZbUQvp9vdLKs8obIlwgCrhcjoDyfWtrxp4fv9Yt7C/0WeKHWdLn+0Wpm/1b5GHRsdiP8jrXV+TL/wA83/75NHky/wDPN/8Avk0NybTtsK8ubmt/Wxxulaz421DUraG+8JW2k2YO64uJdRScsuPuoqchicHJ4wD7Vh6ZbeOfCFhL4e0vQbXU7NZJDZai16sQhR2JAkjPzMVJJOO3Ar07yZf+eb/98mjyZf8Anm//AHyaNew02vsnnLeCr/TtI8F6dar9qOl6ktzeyhwAMhy7DcQSNzdBz7VoePvDV1rDaVqdjp9nqdxpkrsdPvAvl3MbgBly3AbgEE8D9K7byZf+eb/98mjyZf8Anm//AHyaHKbd/O4k5p3t/Wv+ZxXg7T7qO+uLu58E6R4bUR+WgtmikmkJIJy0agBOBx1yKseN9Hv9YTQBYQecbTWba6m+dV2xJu3NyRnGRwOa63yZf+eb/wDfJo8mX/nm/wD3yaLy5lK2we9e9v62GVy9lpF9F8StU1d4MWM+nwwxy71+Z1YkjGc9/Sur8mX/AJ5v/wB8mjyZf+eb/wDfJqUmnexKUrNW3/4c4/VtZ8aadrFxFYeFLfV9Pba1vNFqCW7KMfMrh85Oc8jjBHfNc1d+CdcT4aaxaLawS6zql+L97S2dUjjJkQ7FLEDhV5Prnr1Pqvky/wDPN/8Avk0eTL/zzf8A75NUnKOy/palqUlayOQ0bXvF15qcFvqfgr+zrNs+Zdf2rFNswCR8ijJycD8a6DVbm9tNMnn06w+33aAGO185YvMOem5uBxz+FX/Jl/55v/3yaPJl/wCeb/8AfJpNN9CbO97HmvhV/GNp4q1O5v8Awd9mtdWuklll/tOF/swVAvQcv07Y608WXivwfrmstoWgQ61puqXJvEUXqW7W8rAbw2/7wJ5GPSvR/Jl/55v/AN8mjyZf+eb/APfJp3fbpb+vuK5pXem55nJ4A1VvBRX7Tbt4lOpjWfMJPlC4z9wd9u3j61P9k8V+MNZ0n+3dDj0PTNNuFvHUXqzvcyr9wDZ91QeTmvRfJl/55v8A98mjyZf+eb/98mnzSvt/wAcptar+mUtSsY9U0q80+YssV1C8LleoDKQcfnXA6fP8RdC0iLw/F4csr9rZBb2+rfb1SLYAArNEfnO0dcdcce/pfky/883/AO+TR5Mv/PN/++TUpNaWEnJK1jgn8ASj4a2vhyK+26jaEXMN2fui5DF89Pu7iR0zg06z1r4hTS29nceEbK3beqz6g2oq0JUH5mES/PyAcDPBIz3ru/Jl/wCeb/8AfJo8mX/nm/8A3yad5Xba8wvJrVXOS0PR7+z8feKtTng2Wd8toLaTep37IyG4ByME9wKdZaRfRfErVNXeDFjPp8MMcu9fmdWJIxnPf0rq/Jl/55v/AN8mjyZf+eb/APfJpe9pp0t+Fgbk76b2/C3+Rx+raz4007WLiKw8KW+r6e21reaLUEt2UY+ZXD5yc55HGCO+ak8C+H7zQtKvH1EQJfajeSXs0Ft/q4S+MIvrgAZPrnr1rrPJl/55v/3yaPJl/wCeb/8AfJoV0rWB8zVrHnmuweJtN+Ip13RvDn9r20mmLaN/p0dvtbzCx+9yeMdu9dV4fv8AV9RsZJdZ0T+yLhZCqwfa0uNy4Hzbl4HJIx7Vs+TL/wA83/75NHky/wDPN/8Avk0a2tYJXl0OU8B6RfaLol3b6hB5MsmoXEyrvVsozkqeCeopvgrR7/SH8RG+g8oXms3F1B86tvibbtbgnGcHg811vky/883/AO+TR5Mv/PN/++TR73bpb8v8gbk76bu/5/5jK87g0zxZ4Iv7yPQNLt9c0O7neeK0N0Lea1djkgM3ylOuB157d/R/Jl/55v8A98mjyZf+eb/98mhcy6CXMlaxxXhTT9dl8Rax4g1rTYdMa+ihhjs1uRO6eXuBLMoC854xXNeF/wDhP/DvhWHw/F4KhkZPMVbyfVIdg3uzbmjGSQN3IBycV615Mv8Azzf/AL5NHky/883/AO+TTu9VbQrmlrp2/BWPOz4M1DTvCvhDSLYLdSaZqkNzdOjBVVRvLkZxkAtgDr7V6DT/ACZf+eb/APfJo8mX/nm//fJok5S373Jak91/W5xvxOtZbjwHfSwKWls2ju1UdxG4Y/oDVfxvbalrWleH9T8P2I1J7a/hvxCJ0i3xhWP3m47j8+ldxJatNE8UsDPG6lWVlyCD1FQadpMWladBYWVvJHbW6COJCWbao6DJyaI3S22d/wCvuQ02ktO/4/0zgrqx8XeN5baz1rR7fQdGhnSa5iN2tzLdbTuCAqMKuQM556Yz0rXfStXi8c6xq1nBDsl0mOC1kmcbGnVnIDAHdjkZOPpXX+TL/wA83/75NHky/wDPN/8Avk0Xl0X9MLy7f1e55lomi67eeOrPW5vCtt4ZSFJftrwXqSm/3jgFYxjhvmJbnpzxWnolp4h0Txrq8H9jR3Gj6neG7/tEXSqYcxgbTGfmblQOPXNd15Mv/PN/++TR5Mv/ADzf/vk0Xfbpb9Qbk73X9f13OK0BPtvxI8Uako/dQR29grdmdVLv+W5RXZVW07RbfSYJIbG0aJJJXnf7zFnc5ZiTkkk1c8mX/nm//fJpNN20FJNyvYZRT/Jl/wCeb/8AfJo8mX/nm/8A3yaXKyeV9hlFP8mX/nm//fJo8mX/AJ5v/wB8mjlYcr7DKKf5Mv8Azzf/AL5NHky/883/AO+TRysOV9hlFP8AJl/55v8A98mjyZf+eb/98mjlYcr7DKKf5Mv/ADzf/vk0eTL/AM83/wC+TRysOV9hlFP8mX/nm/8A3yaPJl/55v8A98mjlYcr7DKKf5Mv/PN/++TR5Mv/ADzf/vk0crDlfYu2P+ob/e/oK848YyeONS8Q6Y9j4H8+00jUftMU/wDa0C/alCso+U8pndnnPSvSLJWWEhlIO7uKs12017qZ6VL+GkzgPE2k+ItYtfDniex0uG38Q6TK0zabLdKwdHXa8QlHy5Ixg9KbpWmeJvE3jKx1/wATaRHotppUUiWlit2tw8ssg2tIzL8u3bwB1zXoNFaGnQ8o02x8feCtOu/DOh+HrTUrEzStp+pNfpELZJGJAkjb5mKkknHXtmu78H+Hh4V8KWGjecZ3t0JllP8AHIxLOfpuJrcooT0B6u55jPH4y8PfEXxJquk+EP7ZstUW2Ecn9pQ2+3y48Hhsk8k9h0pE8JeIrzwv42vr+0tota8RQYj0+3lBWILGURWc4Bfnk5x3+np9FK1428rDv71/60OR1fRdQuvhNPokNvu1F9IFssO9RmTywu3cTjr3zis3xNo3iCOy8I6lo+mR6hfaK4Mti1wsRcNFsbDn5QQa9Aoqm2233s/uJSSSXZNfecZJp2s6h438Ma5PpotY4NPuFu089H+zyyBMJkY3cgjIGOK5iXQ/Feu+LdJvLnwhp+iX1leLLda9a3yE3MS8MgRRvIcAAB84HBxXrVFJaNPt/ncfRrv/AJWPML3wFql/rPiXVYALHVFv4rzRbwupyVhVWVgMkI2CpBHocHFV/EejeJdW1XQ/Ed34LttZaOxe2udDu7yELbzFsmVS25GBAx3OMcA9PV6KSVkl2/ysH9fjf8zg/hn4f1bQhrz6rpVlpn229WeC2sWUwonlqMKB0weDwMkEjjFaXiHR7++8beEtQtoN9rYS3LXMm9R5YeIqvBOTk8cZrqqKfbyBdfO/4nn2raf4p8N+NtQ8Q+HdIh1y01aGJLqza7W3kikjBVXDN8pXbwR1zVL/AIRPxFfeFvGmoalbQrr3iG32RWEMwZYEWMrHGXJCluTk9M16dRStpb5Dvrc5HVfCs+u/C5fDczLb3TWEMWX+ZUlQKQDjORuXnGeK5rw7ourHVbCK9+FnhrSzburzaojwPkr1aJEXcrE8jJ4716nRVXfM5EpWio9jgrmz8S6P8TrnVdN0SPU9M1WC3hnm+2JC1psJBYq3LjDZwBXMap4P8QReIPESr4L0fXzq1w01trGoXEZ+yKygBCjAvhMcbcdvw9koqbK1vX8dSr639Pw0PDPEmlatb+Gvh94YWzupdZhjeRrKzuo7eZWjjxvW5O5UKk9Bndn2re+H2ow+G9R1XSNc0i+0zV2tTqdzeahqaXzzwodu55VAxt6AY6DP17vxJ4R0HxdaxW+u6bHeRxNujJZkZCeu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c3ltZrG11cwwLJIsSGVwoZ2OFUZ6knoO9TUAVfKf+7+tHlP/AHf1p19f2emWj3d/dwWlsmN81xII0XJwMseBzVCx8V+HNUu1tNP1/Sru5fJWG3vI5HbAycKDnpQBd8p/7v60eU/939atUUAVfKf+7+tHlP8A3f1q1RQBV8p/7v60eU/939atUUAVfKf+7+tHlP8A3f1q1RQBV8p/7v60eU/939atUUAVfKf+7+tHlP8A3f1q1RQBV8p/7v60eU/939adb39neTXENtdwTy2z+XOkUgZom9GA+6fY1U1LxFoejTJDqms6dYyuu5EurpImYdMgMRkUAWfKf+7+tHlP/d/Wn3d7aWFo93eXUNtbRjLzTSBEUepY8CizvrTUbSO7sbqC6tpOUmgkDo3OOGHB5oAZ5T/3f1o8p/7v61Ja3ltfW4uLO5huISSokhcOpIJBGRxwQQfcVNQBV8p/7v60eU/939ada31nfGYWl1BcGCUwzeVIH8uQdVbHRh6Hmm6lqNrpGm3Oo30vlWttGZZZNpbaoGScAEn8KHpqHkHlP/d/Wjyn/u/rU0E8dzbxXELbopUDo2MZBGQeakoegXuVfKf+7+tHlP8A3f1q1RQBV8p/7v60eU/939ajsdYsNSur62tJ/MmsZvIuV2MNj4DYyRzwR0zV6gCr5T/3f1o8p/7v61aooAq+U/8Ad/Wjyn/u/rT7i+tLSWCK5uoIZLh/LhSSQKZWxnaoPU47Cp6AKvlP/d/Wjyn/ALv61aooAq+U/wDd/Wjyn/u/rVqigCr5T/3f1o8p/wC7+tWqKAKvlP8A3f1o8p/7v61PNKkEMk0jbY41LMcZwByar6ZqVprGmW2o2E3nWlygkik2ldynocEAj8RQAvlP/d/Wjyn/ALv61aooAq+U/wDd/Wjyn/u/rVqigCr5T/3f1o8p/wC7+tWqKAKvlP8A3f1o8p/7v61aooAq+U/939aPKf8Au/rVqigCr5T/AN39aPKf+7+tWqKAKvlP/d/Wjyn/ALv61aooAq+U/wDd/Wjyn/u/rVqigCr5T/3f1o8p/wC7+tWqKAKvlP8A3f1o8p/7v61aooAq+U/939aPKf8Au/rVqigCr5T/AN39aPKf+7+tWqKAKvlP/d/Wjyn/ALv61aooAq+U/wDd/Wjyn/u/rVqigCr5T/3f1o8p/wC7+tWqKAKvlP8A3f1o8p/7v61aooAq+U/939aPKf8Au/rVqigCr5T/AN39aPKf+7+tWqKAKvlP/d/Wjyn/ALv61aooAq+U/wDd/Wjyn/u/rVqigCr5T/3f1o8p/wC7+tWqKAKvlP8A3f1o8p/7v61aooAq+U/939aPKf8Au/rVqigCr5T/AN39aPKf+7+tWqKAKvlP/d/Wjyn/ALv61aooAq+U/wDd/WuC+NMbr8JNcJHH7jv/ANN469Hrz/42/wDJIdd/7d//AEfHQB6BRRRQB8wftHf8lD0//sFR/wDo2Wij9o7/AJKHp/8A2Co//RstFAHv/gT/AJJ54Z/7BVr/AOilrn/Fv/JXvh1/3Ev/AEQtdB4E/wCSeeGf+wVa/wDopa5/xb/yV74df9xL/wBELQB6BRRRQAU122Rs56KCadSEBgQRkHgik720BHlXgHwhofizwNNrOu6bbX2o61LPLNdTxh5Ey7KoRiMpgAY24roPhLd3F18N9NFzKZZLcy2wc9SscjKv6AD8K57TbHx94K0678M6H4etNSsTNK2n6k1+kQtkkYkCSNvmYqSScde2a7vwf4eHhXwpYaN5xne3QmWU/wAcjEs5+m4mqVtbbaf18glv53f9fM3KKKKQBRRRQAUUUUAFefeP4I9b8YeD/Dd2C+m3c89zdQk/LN5KBlVvUZPTpXoNcZ470DVb260XX9Aihn1bRp2kS3lk2C4iddrxhugJGME8UtLpsfR+jMXU9E07wr8VfCd1odnb6empLcWd3BaxLGkiqm9SVXjIPfHpXptefaTpvifxL4zsfEHiTSY9EtdJikWzsVvFuHklkG1pGZeNoXgDrmvQar7KTF1ugooopAFFFFABRRRQBwfxVZ7jRdI0YSOkOsatb2VwUbaTExJYZHPO3FZPjbw3o/ha98K61oOnWum3UGrwWrG1hWPzYpcqytj73Hc5PX1rqPH/AIbvPEnh+JNMkij1Sxuor2zaYkJ5kZzg47EEj8qwPsfjHxrrej/8JBoEWgaVpdyt7Iov0uHupV+4Bs+6oPJz7Yohv87/AC0/4On+YS2+X46/8A9JrzFPDlj4f+L3h82xnmubuzvZLm6uZTJLMwEYG5j2A4AGAOwrs9NufEEviPWINRsLaHSIvK/s6eN8vNlTv3DccYOOy/jXA6jdfEG58a6brsfw9+TT4Z4Fj/tq3/eiTb82f4cbemD1oWkk/X8mDXuten5ovfE+3tLbXvDmuapYRavpts8tu+lsyNJLJIAEaOJ+JWGMbevII6HDPhiml3/iPxDrujWUOkWcvlWraSAscsbx7sySxLxEScgL3wT1NXfEth4ptvFuk+LdH0aDVHjsWs7jTJLpYnhLncXSRvl6gKT3A4HOQ7wtpPiK+8dXvi7XdKt9E32S2MdhFcLO8mGDeZI6/KfQd8fTkgrfj/Xnf9fIJar7v68rfp5nf0UUUAFFFFABRRRQAV5inhyx8P8Axe8Pm2M81zd2d7Jc3VzKZJZmAjA3MewHAAwB2FenV5NqN18Qbnxrpuux/D35NPhngWP+2rf96JNvzZ/hxt6YPWhaST9fyYPWL+X5nrNeIf2n4N0fxn4qX4jWMX9oXN7vspr6xe4V7TGI/KwrbcYOSMc8duPUbq88SDXNDjtdMtv7MnSQ6pJJIC9s23KBfmGfmyCQD+HWsnW9c8eQ6lc2GjeDra5hJC2+py6mixjIHzPFjfhSeQDzjilbX7x30+5nPeAPE1voHwv1S6mS5NppV/cW1nDMhWVl3jyosHndlwuO34VH4Z0OfRvirp82osJNX1DSLi7v5Ac5laVPlH+yowoHoK24PhlDN4K0/RNQ1fUI7uC7OoTXthKIne5YsSwJU8AtxwDwDWRD8L7+0+IenX6+IvE9zp8FqzPd3Gpq0nmCRSITxkxsASRjBx1ql8av6f8Akv6v79CX8Lt6/jp+B6rRRRSGFZHiex06/wDD9ymqabLqVrEBcNZxIXeUodwUKCNxyB8p4PQ1r1k+Ip9cttM8/wAP2dpe3ccgZ7a5lMfmxjO5UbornjBbj1pMaPMPDs2iX/xZ0uXTvD0vhJreymxbXdn9jl1DdxhUUbSExuJzk+mFJHstebx2Pi7xj4n0W813w9b+H7DR5zdAG+S5muJCpAClBhVHfPXjr26PQNe1DWPFHiK2MVudI0+aO3tp41YPJLtzKpJODtJA4A/Gq6Jev9fiT1b9P6/r9DnPi7fxJaaFpF2br+z9Sv8Abdx2iM0s8aKW8lQvJLttHH6Uvg7WfBj+I49PsvB9z4b1cwFrcX2lLayToPvbWGS2Mc5P54NbHjzQtU1KLSdV0NIZtU0e7+1RW8zbVuF2lXj3dFJB4J/SszTdP8UeJvGul6/4h0SDQrXR45hb2wvFuZJpJF2liyfKFC9uufrwobu/9af5jl09P1PQq8o+IdxpWn/EXRb/AMYWjTeF47KRInkgaaCO7LfxqAckoMDIPr2yOy8Ga9qHiKz1G+uordbIX80WnyQqw863U4VzknOSDyMA46U/xLq3iXS5bf8AsHwwmtxyKfN/4mCWzREYx98YYHPb0pbNP+tV/XzH3X9bnEfD3VNDn+JmsxeFI2j0K906K6CpbNDCZUcoWjVgMDscDkqfSvWa4jwxpmp6fdaz4w8WPbW19dwqDbxPujsraMFgpb+JuSWI4yOK2PBWq6rrfhKx1PWraG2vLpTJ5cKsqhCTsOGJIJXB696rpbt+rdv68ierff8Ay/r7zA+Knhyx1Lwlq+q3hnmey06VreBpT5Mcm1v3mzoXwSATnHbB5rpLPTrXVvBdrp19F5trc2EcUse4ruUoARkEEfhWB8SH8UXujXmh6F4Y/tOC/s3ie7+3xQ+SzZGNj8txz1FTaPqPjBfBV0svhSOy1ezt1israS/jlW5YLgElcBRnsT+I61K+GXy/W5T+KP8AXY57xH4b0O18feD7Hw1pVnZatBdG7uGsoli2WijDmTbjIY4UZ68jua9UryPwf/wnWgPI938PnutRv5g+oapLrdvvkPThQOEUdEB4FeuVW0bf1/X/AASeoUUUUhkVzMttazTt92JC5+gGa8y8P+H/APhKvgfNDMM3usLPfl+h+0NIXRuPQhfwFem3MK3NrNA33ZUKH6EYrjvhPKw+H9pp8oxc6ZLNYzp3V43I9B2wfxpWvzL0/wCD+Nh3tZ+f/DfqZOo+LJ9W+DNpc2zY1XV0j0xF6EXDny3/ACw5/CoNZ0C31LxN4a+Hkkkq6DZaYbu6gRygu9hWNFYgg4ByxAP9DTtI8Ea1a/EpzNCo8LWl5Pqlm3mKd1xKirt25yApLkcY5rd8aeGdYvNT07xJ4Yntotc05XjEd1nyrqJusbEcjnke56jqHfVSfXX8NPud36CSt7q6bff+qt8zCu7/AOEFt4ji0SSy0u21e3vI0jS3014nWYMNo8xEHfHfB71plV8O/GMOo2WviWzw3p9pg/xjP6Vnal/wnXjKTTbC+8GwaLbW9/BeS3curRzgiNtxUKi5ye3aug+IeialquiWt3ocKy6zpl5FeWaM4UOVOGUkkAAqT3oTaSb7/hZa/wBdkFr3S7f1/XmZ+kJ/bvxF8R68x3W+lwf2Ra+m8DfMfruIX8K4P4b3nhxvDmj2d58N9R1C6eQo2qDQ45YWJkOGMp5wMjJ7YPpXqvgvQbnQvBVtY3gzqMqPPdnIOZ5CWfkcHk4z7VxXg+6+IXhPwvZaH/wrv7ULXcPP/tq3Tdly33ecdfWnFcr5fT9b6+oPVX/ry/A6PxVJ/ZnxD8HajGdpuZJ9OmAH3kdN6/kyA1teNdBXxN4O1PSSP3k0JMJ/uyr8yH/voCsTxSv9pfELwbpyrlreSfUZsfwIibVz9WcCu5qbXhb1t/XrcadpX9P6+6x5nqPiyfVvgzaXNs2NV1dI9MRehFw58t/yw5/CtLXZ9X8GeH9J0zQDoNpZ20KwvqGuXRigXaAAgC/MXbls5x8p9RWRpHgjWrX4lOZoVHha0vJ9Us28xTuuJUVdu3OQFJcjjHNWfHvh3VrrxdpuuW3hu18UWUFo9s2mXVxHGsTs2fNHmAqeBjoT0+tNu+vf/Lb77/ehJW07f5/5W/EXS/iHqF54A8SarImly6ponmqZLKRpbScqgdWQ5ztIOMZzx26CsvjjxpaLpGuaro2lQeHdRuIYPJjkdryJZeEkY52YJwcDJAIHXJqrpHg7xBB4H8cWM+i2Vjd6sXazs7GRBCA0IAVeQBg8HOBkEjjFdB4g8PapffD/AELS7a133lrNYNNH5ijaI2QvyTg4weh57U1vf/D+O/8AXQl7af3v+AO13xD4rufE91oXhGz0kvYW8c93cao8m0mTOxEVOc4UnJ4+nfG0/wAfeJm+GaeJr+DSPtU1/HbxRQJJtVDMIn3At94HdjBI6da5zxbY61r/AMTNdbQbLV71rSC3tppNL1WPTWiBUsY3LqfNBzuz26dq37a0Xxh8J7vQ/D2mjR77SboQCznlEqJcQushXzAfmBP8XqaUXpd+X3X/AMv671Ley/p2/wA/67dl4j1+60jW/DdlbxwtHqd61vMZFJKqI2bK4Iwcgdc1zXjHxh4p0TVLlbWfwhp9nCm6GLWL9luLwAZLRqpAAJyoB5ypPQiomg8c+JPEfhm/1Xw1a6VZ6bemSaNb5J5TmNh5mRgBMkDaMtn2rI1Twf4gi8QeIlXwXo+vnVrhprbWNQuIz9kVlACFGBfCY4247fhLul9/6f8ABGrX+79f+AdDrfxC1GHwz4V1fRdLiuZtcnjiFpM+CC8bEKHyAPmAG4gjGeKl1LxJ4w0XStNsLuz0a68UardtBapatKLWNAu4yPu+Y7QDkD8Kz4vCetr4Y+HdmbL/AEjSL2CW+TzU/dKqMCc5w3JH3c1t+O9F1m5u9D1/w/bw3eo6NcPILSWQR+fFIu11DnhWxjBPH5AG5WTfa/4aExu0vT8df+Ac9ptx4mk+L+jw+J7HT4bmLS7nZPp8rNDOCyHhW+ZccA569RWx8Zv+ST63xniHj/tslQaVZeLtU+IOm+Idb0W2020isbiAW8V0s0kJLJjewwGLYJG0YAHJzWt8TNG1DxB8PtU0vS7f7ReTiPy496puxIrHliB0B70raRX9fEy4Ne0v6fkjF8Jz+GNU1P7LbfDS+0h2t3DXV7oUdvGykYZC4zncCRjuM1R1Xwl4bj+Lvh6yTw9pK2kun3TyQLZRhHYFcErjBI9a9TjBWNQeoABrlNS0XULj4oaHrEVvusLWxuIZpd6ja7FdoxnJzg9BT+0vn+TM1fk+780c1428NppviHRNWj8KLrXhuwt5YH0mzgVvId2z5qQfdfPQjt17ZqeS58I3vwp8VXng9LaK1ntJ2nigjMQSQRYwYzjYcAdAAevOc10HiPVvGWl6rGdE8M22t6dJDyFvltpYpAecl+CpGMYGcg57Vzdr4T1+70Txtquoafb2mr+IbYxQ6bbyqwiCxsqh34VnYnk9PfnAh3cJLyf9eZrGynF+n9eRR+H934buY9BtV+G2o216IIyNWm0ONIt6pnzPO68kcN3yK7vx9/yT3xF/2Dp//QDXN+GNX8d2FnpGj3fw+8q2gjhtpbz+2YG2ooCl9gGTgc4B9q63xbYXOqeDtZ0+zQSXNzZSxRIWA3MUIAyeBz61VfWMreZFHSUb+RyWm/Drwtrvw60yOTRbG3uptPhcXlvAsUyyeWCH3qASc889e+aytP8AiXeWnw18MzSTWLa3qbSWqXGpXHkwL5RZWmlbuPlXIByS3FWLG4+Jcnhq08OW3hO10eSO1S1Oq3WpxzLGFTaWEaDO4446gHGeKm8Q/DqS18O+GY9HsLLWJPD5YGxv1UJeo4Ak+9lVckbgTwD+tTesn0bX6/8AAJgvdSe6X6f5/wBajdG+IGu6ims6UH8OahrttYNfWU2k3JntZgDgxsNwZWzjvzu9udXU/Hc//CC6Hq+kRQSalrU1vb2sMwLIsjn5wwBBwoD9+1O8E6bdxahcXl14C0Xwuoi8pBavFJPKSQTlo1ACcDg85FY3hrwRrVh4/f7dCv8AwjelzXN1pJ8xTl5ypI2g5AT58ZA60luk/wCrPb5ofRtf1dfo/wAxut/ErVG17UbHQr/wlZw6ZKbeU65fGKS4kABby1BGADlctwT9DTtS8QxeKrX4d61DF5K3OsAtFvD7GEcqsNw4IBBwe9U7/wAI6noniXWJ7fwBo/i2y1K5N5FNcSQRTW7N99GMqncueRjpz68dBeeG9Te28FrDpNhanT9SFzeW+n7Y4IFKPnaDjPLDOBkkk0obRv3j+eo57tLs/wAtCO78T+MNd13U7PwZZaKLPSpvs1xdaq8hE02AWWMR9NucHPXNV7j4l3q/Dy415dLSHVLHUEsL2ykbeFkEiq4Ugjs2Qc4BPfugtPGfgvXdaOh+H4fEGl6rdtfRj7eltJbSMBvDb/vAkcY9KwvFvh/UtA+D+ptqEtvJrOo6tFfXJjJ8pZXmTCjvtACiiOyv5ffdX/X8Al1t5/dZ/wDA/E6QeKvGei67pX/CU6Zo0Okatci1iFlNI89rK4zGshb5X6FSVGM8+xz9c+JWpvr2pWOhX/hKyg02Y28p1y+MUtxIAC3lqCMAH5ctwT9DVmax8a+L9b0a113RLTSNN0q8W9nuYb0TC8kj+4I1HzIpOThucY7jBzL/AMI6noniXWJ7fwBo/i2y1K5N5FNcSQRTW7N99GMqncueRjpz68H/AAf0t+u4/wDgfr/wNjbuPiLd6h4W8P3Xh/ToZdY16UwW8FxLmKFkz5jOy/eVdp6YJHPtWbptx4mk+L+jw+J7HT4bmLS7nZPp8rNDOCyHhW+ZccA569RV3WfDGuwaZ4X1bRdI0qPVtEmeV9KtSIYHSUESJGxAAbB6nAzk+gMmlWXi7VPiDpviHW9FttNtIrG4gFvFdLNJCSyY3sMBi2CRtGAByc018d/X8n/X9Il/D935/wCRf+KdlLceBbm9tlJutKlj1GDA5DRNuP8A47urlviasnjSLSbDS5XHlabNrqFTgkqgEP5sx/KvWLm3iu7Wa2mUPFMjRup7qRgivPPhj4U1zRJb+TxDAqPDBFptkRIrB7eMuQ3yk4zuHB54qLPVfP52/wA+Uq+z+X4/5X+8j1vU4/GVr4CsYmDJqlxHqNwq8/u4U3sD7byoq3d+J/GGu67qdn4MstFFnpU32a4utVeQiabALLGI+m3ODnrmqXw98Gazofia8l1a3Cafp0Ulno7ecHLxSTNIWIBJBxsXnHAqQWnjPwXrutHQ/D8PiDS9Vu2vox9vS2ktpGA3ht/3gSOMelU2nr3u/npb8PxElbTtZfLv9/4CXfxMv0+HF1r8Wlxw6tYX62F5ZSkuqyiRVcKQR1DZH1796vjGXxTP4Cnl8TW+l2xfUbJraCxd3aNTOuVkZuCw4GV460X/AIE14/DW+smSK817U9VTUrtIZAsasZUYhS5HCqo/LvXWfEHR7/XPC32PToPPuPtltLs3qvypKrMcsQOACaa3Tfdf+23/ABuS9bpbWf62/Cxn654k8UXXiybw94Qs9Kaayt0nvbrVGk8td5OyNRHzuIBOemKqfDGe+utU8YzalZLZXraovm26yiUIfKTow6+v40urWHirw5471DxB4e0SHW7TVreKO5tjdpbSRSxZCtuYYKlT05OfTHOh4D0fXdNvfEd1r8NtHcX98s6tatmNh5Sg7cndgEEfNgnGcc0od/J/mv6/plT/AFX5P9SLxP8A8lS8DfS//wDRS0fEz/jz8N/9jDZf+hmp/HOg6xfXGj674eML6to0skkdtO21LiN12vHnsxwME8VjvZ+MfG2s6QNc0CHw9pOmXiX0i/b0uZbmRM7FXYMKoPXPtiiO8fJ/rcJaJ+n+YT6Za+Mvi5qFprMS3em6DaQmCymGYmmlyTIVPDYUY5yK1fEPhbQtD8I+J7zSdJtbGafSZopPs0YjVlVHI+VcLnk84zVbxDo3iPRvGJ8V+FrOHUvtVutvqOmSziEy7fuOjkYBGTnPYdDniRpfGXiTw14it9U8O22kifT5ILO1F6s8skrIwyXGECnKgZ5yDnioa/dtLfX9f6/AuLSqJvbT9P1IdI8PaJqvwu0e71HR9PvLmPQ4lSa4tUkdQIsgAsCRySap/Dnwxpkvww0u9stOsLXWZ9PdU1BLZBMrsGXdvA3d/Wup0PTLyz+HVhpU8Oy9i0tLd4twOJBGFIyDjr3ziqnhDS9a0P4Y6fpoggi1m2siiRXD7o1l5wGKE5GcZwa0qWcp9n/wTOF7Q/rscF4Ug8JaJHpfhrxf4Ui0jXYZUEGoTW4KXkqsGDx3K8k52kgkAZC89K9muP8Aj2l/3D/KvLtch8d+PNIXw5qfg600a2uHjNzqEuox3ARVIJMcajIY44yeM8nuPUHjxatEmT8m0ZPtUzu4O/mONlJHhPw3vPDjeHNHs7z4b6jqF08hRtUGhxywsTIcMZTzgZGT2wfSur+LHhrQYvDa30eiaal5Nqdt5lwtogkfdKN2Wxk5yc561U8H3XxC8J+F7LQ/+Fd/aha7h5/9tW6bsuW+7zjr611vxE0bUde8MQ2mnW3nXAvraZk3quFWQFjliBwBVys5J+a/NC6P0f6mF8U9D0jRfhN4gGlaVZWIlEBkFpbpFvxMmM7QM9T+dWPBl94eu9ajTT/hzqOhXKxMwvrnRI7VR0BAkHOTnp35rW+Jmjah4g+H2qaXpdv9ovJxH5ce9U3YkVjyxA6A966uMFY1B6gAGlHZ/wBdBy2S9f0HUUUUgCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvMPiN4T8IaZ4J1QroVmdSv3KWjrEGuZbqV8qFc/MTuOcZxgEYxxXp9eQY8fr43u9f1DwENVeFmi0wf2xBFFaxdMqpyd7d2OD2wBxSaTdhp2VzZ8a+Hdbv/AAR4ZtIdKj1y90+7tZru1lmjVZwkbBwWfggk479elHg3WNOtPENzpF34FtvCmtNbmZFt1idbmEYziWNQCQeq+35b2o6t4ui0HT9Q0/wzbzX7H/TNLkvlV0BBwEl+4SDgnI5HTmsnRNJ8R694zh8UeJdNt9JjsrV7Wz05bgXD5fG+RnX5cEDAA/HGOabbk/O/5f8ADdybJRXlb8/+HMfwD4Q0PxZ4Gm1nXdNtr7Udalnlmup4w8iZdlUIxGUwAMbcVz2iSSeJdH+HnhnVJGuLF7m8+0oxwJ0tiRGrDuOnHtXQabY+PvBWnXfhnQ/D1pqViZpW0/Umv0iFskjEgSRt8zFSSTjr2zVi6+H+qaF4e8Kz6AYr7WfD0jysk0mwXYlyZlDHgEk8E9KSavfpp/Xy/HzKfVddf6+Y7U9E07wr8VfCd1odnb6empLcWd3BaxLGkiqm9SVXjIPfHpVn40nVx8Or/wDs42X2QqBe+fv37Ny48vbxnPXPGKfpOm+J/EvjOx8QeJNJj0S10mKRbOxW8W4eSWQbWkZl42heAOua2fiLpF9rvgHVtM02Dz7yeNVjj3qu4h1PViAOAepoa91J/wBaji1z39P6/rsc/rGr69ZeGtO0LWNI0DVNe1ec29pZxK5sxGiht8gk5ITGSB7YqTQdZ1vSPG8ekeKtH0SG+1mIvBqOkKwWYxDmOTf8xIXkHoBwO+NDxroWs3M+h69oEcM+qaLI7C0mk2LcRuu10DdA3AwTxVPS9P8AFHiXxlp2veI9Hh0S00iOUWtmt4txJLLIApcsnyhQvAHXNNO718/y/r/hjNaQXp+N/wCv+HIfDPirxp4n1a4MFho0Gj2GpTWlzPM0nmTIjkfulBIDBcZLcEngDBrDuvi3qk7XWqaXdeEV0i2kcLZX2olL+5RCQWQZ2pux8oYZ+uRXafD/AETUNE0zV4dRt/Je41e6uYhvVt0btlW+UnGR2PNcLZ+DNX8Oedo8fw38P+IYBM5tdXuJII2EbHKiVXUuxXPOOoGB61Ounovv0L01fn+Gv/ALPjLUPEureKfBGo6B/Y/2W63T6d9t83dvaElvN28bdp42859q6nxLrfizR9I04xt4YtLl483t/qd28VoknH7tBw5LZJBJ4CnPJFQ+LtF1uKLwtqOg6TaXlzos2X06GVbeNlaIoRGzcKB2HpWV4t0PX9T13RPEUnhC01xEsGgn0O5vI9trMxDFwzjYx/hJx2GPWm+qW1/0/r9RLo32/Uu6L8SJZfBOvaxqUNjc3WiSPHKdMn329ycAoY2OcA7gOc4wT7VSHiT4l2nifQNN1O18LRQ6s7EeV57NGqAO6E5xv25wQCuR1rCudI1Twx8NPG76rp1lpLancIba2skSSLDqiCNQOFOcqWIGDlh2pnhuK88H+J9Ku/E3hnW40uJV07T7m+16K/Fo0nASONQpVSBgnnAA/Fx1kvl99v8AP+u6fw/f93T9T1PxteDT/BGtXhtba78izkk8i6j3xSYGcMvce1X9PlluPD9rLAkMU0lqjIoT92jFAQMA/dB7Z6VR8a6ddav4I1rTrGLzbq5s5Ioo9wXcxUgDJIA/GtHSYJLbRrG3mXbLFbxo65zghQCOKm10/l+o3uvn+hxifEG5j+Fd34ku7aFNXtPMtpbRQdgu1fywmM5wWKnGc4PWqnirU/ENjcabO8PgmxuBZhZL/XZyglkcfvIoQDuVRjnJOQw9DUF54I1qb4mHZAp8J3F7Hq9wTIvFyiFdu3OSC21jxjgUzxR4Z1pfHt9rEfg/TvFdre20UUAvriNRYlM5+WQHIJO75eevSjez7/5fq7/K3zezfl/n+i/UltvH/wBh+E1nrOm6XptrMbgWCxo22yt5DIUMhK9Is/Nx6gZ71evbnx5ceBtaF5B4d+2iHfDc28krW00DId+B94OB0J4OR6Gqfh/RvFPhn4b/ANnjw5puoXhvpzc6YZlSKaB2biMnKgcqQG/hyCM1N4L8K6vb2viZrrS4fD9pqy7bbSIrkTpbNsKvJlflG4kHC44GMcCia5oy9P0Wn9egR0cfX9X+hkeHNY8a+H/hJBq8lvolxZWdnbS2sUCymVrcf6zfkgBwnIxxkHg12eueKp4NX8L6bo4t55NZmMjNKpYLaqm53GCMHBXBPHPQ1S8BWuvr4W/4RzxL4fjsYLO1W0SdbxJhdrgqTtXlOAOp5zWV8OPCGv6Tq9xc+Io126bajTNKfzFcvAHZt/BOCRsHODgVpJ3m303/AK/D72QlaPnt/Xpr+Bi+K/Euo6JeanPf6Z4CSyFws8+k3NwG1C5VThZCPulyBuXIJAIHJFdX4q8X69ZeINB0jw5p9ldy6vbTSIbtmURFQpDsQfugEkgAk4wMV5/eeAfFK6Bqugp4G0e/vppJpB4juLmJpZgzFhgEb1cg7QSQAevHNejXGganJ468Iakttm00+xuIbqTzF/duyKFGM5OSD0BqIapJ/wBaP/JFT0bt/Wq/4LKDf2p/wsvwd/bX2P8AtH+zr7z/ALFu8nOU+7u5xjHWqc3ivxtr+narquiaNpM3h2Np7eOKed0u7lUyjSI33FGcnDc/KR6Gun1TR765+JGgatFBusbWzuop5d6jaz7NoxnJzg9BXJ6Tpfjzw3pt54R0/Q9PudOaWY2mry3gVIopCW2vCPnZuSOMDJHOBmplrC3k/wA3/X9IqOkr+a/L/MZp3jJvCvwr8G21q1guo6lbLFbyajP5NvEFXLSSN/dHHA5ORitbwh49vtU1K/0bVJ9Bu76C0N5DdaJdGa3dAcFWBO5WBx9Qe2Ocm88Cau/gfwc/9kWN/qmgxbZ9JvijR3CsoDpuOUDDAIJ4BH4Hc8J6Ve+Zf3M/gLRfDGbdoYxavFJPKx5OXjUAJ04PORVVHrJrz/4BMFpFen56/gc5b/ETx7ceDofGI0TRl0SGNXuYmkk+0TqCBI8QBKovUAMSflJ5yBXrkEy3FvHMmdkih1z6EZrzq08K61F8BW8NPZY1g2EkP2fzU++WJA3Z29D610zSeI7TU/DtnZ6fbSaU0LLqc8jjfAVQbNvzDOW4OA34dap25nFfL8f8vxJjflTfb/Im8a/8iH4h/wCwbcf+i2p3g7/kR9C/7B0H/ota0NU0+LVtIvNOmZliu4Hgcr1AZSpx+dec6ZP8TfD+jQ+HIvDFjqLW0YtrbWP7RSOLYAArvEfnO0dcdccepjpJd7fr/mW9beV/xt/kZFhoWo+IfgTZ2emwi6kTUJJ5bNpfLF1Gly5aLd2zx19K6XwVf+B9Q10jS9BTQfEVtAyzWEtn9knWNtpOVACuOFIPJAPbNWrLSPEXgfwFpWn6BaW2tXtq+67hmm8ozByzP5bngHc3G7sDxmqFrp/inxJ4y0zxDrnhyDRYdFimMFul5HcT3UjrtxvXCqgHYkc+oPFbSfb/AIHQT11/rfqUPGGjS+Ote17yA2PDtkI7Bwf+X5ispI9wqRr/AMCNeg+Gdbi8R+GdO1iHG26gV2A/hb+JfwbI/CuE0T4QaDqmnf2l4w0fz9fvJZLi7P2uQBGdyQg2Pt4BA49K6DwD4fvfCqaxorWxTSYr1pdMkMobMLjJTqWG1sj5uue9KOi5X/T6/ff7kEtXdf0un5fiYHjXQtXm+IMOs2/gi08UWP8AZYtTFdXEEaxyeazZAkB5x6Dv1rd8F3nh/wAS+G7vT4vDdvpiwTGHUNHltkCRy8E5UDawPGDjnFT+INY8ZaXqpXR/ClvrenvGpRk1BLaSJxncG3ghgeMY9Dmk8DeH9T0pNV1TXGg/tbWLn7TPFbnKQKFCpGGP3iB1PT69SR2a6f8AB/4cJb36/wDA/wCGOX8R+FfDt/460Dw3pfh/S7bym/tPUZrazjRlhQ4RCVAPzv8AoKd4s0+7L+MrB7C7mn1n7MbG4SB2iVVVV+eQDbH5bKz/ADEdciuj8E6JqNvfa3r+uW/kapqt0cQllYw26fLEmVJGccnB71d8T6dqOvTWuipG0WjzgvqVyHAZ0GMQKM5+f+I4wFBGcngV7Jf1r/lZfd3Y/tN9v0/4JysPijSNS8Rxa7rN06afZoTpUQhkkG3JRryXapEatyqM+Bt3Hvx6YGDKGUgqRkEd68+1/wAP6vFqXiFNL0s3dtrmlx2MTRzRxpZsgdPnDEHZiTPyBj8pGOlbumL4hsNds9Ja0t5PD9vpaL9uL/vWuVIXbjd02jP3fx7U1qrf11/r56E2s/68v8/w1Mb4zkD4XamWQuPMgyoGc/vk4xTPBt34cvdbVdP+HOoaFcxxM63t3okdqo6AqHHOSD07jNafxN0fUde8B32n6Ta/ab13iaOLzFTdtkVjyxAHANM0PxD4zvdVt7XVfAf9mWTZ8y7/ALXhm8vCkj5FGTk4H40odf66IctkT+G/E17rHh3V9QuIrdZrO8u4I1jUhSsTEKTknnjn+lc9ffEHXYPBnhDVrPTbS71DW5o4pLYEopZ0YgIS3y8gcnPGar2um+O9AfXNA0zQ7G8sNQu57m31Sa8CLCsuWKvEPnYg5HGBkjnFSxeE9bXwx8O7M2X+kaRewS3yean7pVRgTnOG5I+7miOtr/3f+CEtL2/vf8A0NR8TeLND0vTtPvbPR7vxVqty8NnFZvItsiBdxkff8xC9SB14xTtH8UeJ7DxZaeHfGFlpay6jFJJY3elvJ5TMgy0bCTnOOc9OnXta8c6HrN1eaLr/AIfSGfU9GmkdbSaTYtzHIu10DdA2AME8VR0vT/FHiXxlp2veItHh0S10iOUWtkt4txJLLIApcsnyhQvAHXNCeuv9aaf138gei/re/wDX/DlRvEXxDsvGuk6JfR+F5472RndLJbgyxWyn5pGLEKvoOuTxirV34n8Ya7rup2fgyy0UWelTfZri61V5CJpsAssYj6bc4OeuayfCzeO9O8Q3l/qngUz3ep3IE+oHWIAILcHCokYydqDJwDljkmrotPGfgvXdaOh+H4fEGl6rdtfRj7eltJbSMBvDb/vAkcY9KS2V/wCnp+n4je7t/S1/r0FufiZep8O7nX10tIdUsNQSwvbKQ7wsgkVXCkEZyGyOep7957LxT4y0/wAUaRZ+KdL0mCw1lnjtxYyO8ttIF3hJSflY4BGVGMjPtWZf+BNePw1vrJkivNe1PVU1K7SGQLGrGVGIUuRwqqPy711ninR7/UvEPhS6tIPMhsL9prlt6jYhiZc4JyeSOmartfuvyV/xuS+tuz/N2/Q5XXPiVqb69qVjoV/4SsoNNmNvKdcvjFLcSAAt5agjAB+XLcE/Q1b1D4l3reFfDGtaLpMd1LrF39layeUZ37XG1ZMhR86gbiCMc4rKv/COp6J4l1ie38AaP4tstSuTeRTXEkEU1uzffRjKp3LnkY6c+vG5qfhjVJrPwUlvpFhatp+qpdXlvp+2OCBMPkqDjPLDOBkkk4pR1ir91/wRz0bt5/8AALHh/wASeKYfGA8OeLbTSlmuLM3dpcaWZNhCthkbfznkHI4+ueOu1TT11TTZrJrm5tlmADS2svlyAZBOGHIz047GsG+0e/m+JmkavHBmwt9OuIJZd6/K7MhUYzk5wegrb1i6vrPSri40zTv7RvEUGK089YfMORxvbgcZPPpSdnHXz/N/oCvzaf1ov1OL+HOmWWjeJPGenadbrb2lvewJFEucKPIXueSe5J5J5NXvFvhvwVY6Rrmu63o1hIZY2kuLiaMPKzbAgCM3Kk4AAXHPvWJ4RfxvZ+L9VutR8E/ZbPWbuOWWb+1YX+yhYwn3V5fpnjHWq/iSDxveePheyeDBrOi6cwOm241SGCMyY/1zq2SzjouQAvbJ5oaukn2t+CuOLs2/O/4k2m6Nq+m/DjwSL+2uZ20y7iuby3RGkkWLD7fkUFmKbkO0An5enFZ51Z7WPXNNilm0uHVdRlv7ieRGjks7NtiZCY3LLMysETG75icZFehWeq+IJ/DE99d+Gja6uofytNF7HLvI+7+8GFAP6VgX/g2/j8LpJGRfa6dRt9VvCGCfapI3VjGpPCqFG1AeBgZ7mqbvJt7P9bf5fp10laRVun6X/wA/6tr03hq80a40lLbRAY7WxxbfZ2heJ4SoHysjgMpxg8jnOe9bFefm28W2Fv4n8QaRpEf9ralcQG1028mQ7UjVY2LlX2hiAxwHPQc54rv03FFLgBscgdjQ9dQtbQ8p8OatPoPhf4k6tapG9xZ61fTRrKCVLKqkZAIOPxp+qan4t1r4ZeIdS1uy0qz0u50eSS1hgd2uASvWQn5cEZIA5GQD0NWIfCmtp4M+INg1li61a/vJrJPNT96kigIc5wucfxY963tX0XULr4TT6JDb7tRfSBbLDvUZk8sLt3E46984qJfA/wDCvydy7/vF6v8ANWKOs63r2j+GNDOkNoNpC9rGZr/XLsxQIdq4jAXDFmySDnACn1FVNL+IeoXngDxJqsiaXLqmieapkspGltJyqB1ZDnO0g4xnPHboKXibwtrR1Xw/qieGbXxNb2mmfY5dKurmONYZeCZRvBQ9NvfoPrUOkeDvEEHgfxxYz6LZWN3qxdrOzsZEEIDQgBV5AGDwc4GQSOMVVRt87Xn+en4f1ciCtyJ+X5FpfHHjS0XSNc1XRtKg8O6jcQweTHI7XkSy8JIxzswTg4GSAQOuTWvrniTxRdeLJvD3hCz0pprK3Se9utUaTy13k7I1EfO4gE56YpPEHh7VL74f6Fpdta77y1msGmj8xRtEbIX5JwcYPQ89qratYeKvDnjvUPEHh7RIdbtNWt4o7m2N2ltJFLFkK25hgqVPTk59McuVua3S7/LT8f6sEb8t+tl+ev4GN4d13VdL0X4j65c6fDaapa3TTm1eTzo1dYFwCy4yDgHjHWtmz8ZeJbHwve+LfEthpdro4slntbW3kc3LOcBQ5OUAbPGOm4Z6GqMHhbxRJ4V8ewajaWx1PWCz262sg8uQmFVwpY5ABGMtjpngV0eq+FZ9d+Fy+G5mW3umsIYsv8ypKgUgHGcjcvOM8VOqj8o/lqNWcl2u/wA0ctpPxM1Zdc02HWLzwjd2WpTrbpFo2oebc2rv9zzAThhn5SV7nPsbuu+L/Gk1x4gn8L6fov8AZuhs0U76i8hlnkVA7+WEIAABA+Y8+vYVvDui6sdVsIr34WeGtLNu6vNqiPA+SvVokRdysTyMnjvXG3ek614i8S+Jb7TdG1jVdNl1KSG4az1qLTYLhUCqYpImUlgBlS2QWyT1ofZef6f8EF3fl+p3yeItSudK8C32r2Oi3N3qt8vzxwOywI8bOrR7zlXwACee9K3i/wAXap4t1Wx0Cy0N7TSbhYbizvJ3S9mHBLpj5VUg/KW9PfFJE/8Awmmj+BdY0DTni0+01ASSwuyKbeNEkjPfkBuBjJx2rN8ZaJ4r8TalJZp4O06O5juVNj4niv1R7eNX3KduPMyFJBGcbskDGKt/H83+n/BF9n5f5/1+gzX/APhN/wDhc0H9lf8ACPeZ/Zkv2T7V52PI3ru8zb/Hu6Y4xW1rXinxf/wnMnhfw9p+kyzDT47s3F6zrHCSzBt205YHAAAGcnJOBUviqx8S2HjPSfEeg6OmtiKylsp7drtLdhuZWD7m47dMVetNG1JPitea5JbbbCXR4rZZRIp/eiQsVxnPTvjFTFaRXr+tv0HJ7v0/S/6mF4j+IGrWWtf2BYXvhay1G0topb+51m7aKAyOM+XEoIY/3s9gQDzTZvifeH4a3PiG2tbKXUbK+SxuIopfOgkbeqlo2UjIZWBXJ4zznHLPFHhPULXxtea/Z+D9K8V2uowxrLa3jxRyW8iDaGVpARtK9QOcj25k1nwtq+o/DKXT7TwzpmlX899Dcf2dp7RqqKsiE72+VWcKvJHXAxRHXfuvzX6BLTbt+n+Ztx6j47tvDuoX2o6doS3pKtaQR3Lolsh+81w7cHYOTs67TjqKyvB3jzVNS8VHQdYu/DV+0tq1zDc6BctKibWAZJAxJBOQR06d+2v8StA1HxF4WS202FLqSC7iuZLKSTy0vEQ5MRboM8deOBXNeFvDetr8QbTXJ/Bel+GtOSymgMFlLEz7yVILlAAc84wDjBz1FEXdv+un+fzCWkf67/5Ek3ivxtr+narquiaNpM3h2Np7eOKed0u7lUyjSI33FGcnDc/KR6Gum+Gf/JM/Dv8A14x/yrlNJ0vx54b0288I6foen3OnNLMbTV5bwKkUUhLbXhHzs3JHGBkjnAzW3o9t4r8PeB/CWm2Gl20t1E8EGpxzyr+4hwd7KQwBI46bvoaI7etv1/r/AIAS+L7/ANLHd0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFef/G3/kkOu/8Abv8A+j469Arz/wCNv/JIdd/7d/8A0fHQB6BRRRQB8wftHf8AJQ9P/wCwVH/6Nloo/aO/5KHp/wD2Co//AEbLRQB7/wCBP+SeeGf+wVa/+ilrn/Fv/JXvh1/3Ev8A0QtdB4E/5J54Z/7BVr/6KWuf8W/8le+HX/cS/wDRC0AegUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFRW9tb2kXlW0EUMZZn2RoFG5iSxwO5JJPqTUtFABSMoZSrAFSMEEcGlooAjgt4bW3jt7eGOGCJQkccahVRRwAAOAB6VJRRQBFcW0F5bSW11DHPBKpWSKVAyuD1BB4IqUDAwOlFFABRRRQAUUUUAFFFFABVKy0ix066vrm0gEUt9KJrghjh3wF3YJwDgDOMZ71dqK6ureytZLq7nit7eJd0ksrhEQepJ4Ao21AloqsdRslure1a8txcXKl4IjKu+VRySozlgMjkVZoAKKKKACiiigClHpFjHrM2rrAPt80KwPMWJPlqSQoBOAMkngDPertFFABRRUC3tq169ktzCbtEEjwCQeYqE4DFeoBIPPtQBPRRRQByviD4beEPFOo/2hrGix3F2VCtKsskRYDpu2MNxxxk844rc0jRtO0DTYtO0qzitLSIYWOMY/EnqSe5OSe9XqKForIHruFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFQPe2sd5FZyXMKXUys0ULSAO6r1IXqQMjOPWpndY0Z3YKijLMxwAPWgBaKitrq3vbWO5tJ4p7eVd0csThkceoI4IqWgAooooAKoaxoun6/pzWGp2/n2rOrlN7L8ysGU5Ug8ECrC3tq97JZpcwtdRIHkgEgLop6Er1AODg+1T0eYeQUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFQ3V5bWMBnu7iG3hDBTJM4Rck4Aye5JAH1qagAooooAKKhmvLa3mghnuIYpbhikKO4VpGAyQoPU4BPHpU1ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRSO6xozuwVFGWZjgAetAC0VT03VtN1i3a40vULS+hVtjSWsyyqGwDglSRnBHHvVygAooooAKKKKAKmpabZaxp0+n6jbR3NpOu2SKQZDD/ABzyD1BGa5zQ/hh4M8Oakuo6XocUV2gwkkkskuz3UOxAPuOevrXXUULR3QPVWCiiigAoqvaX1pfpI9ndQXCxyNE7QyBwrr1U46EdxVigAopGYKpZiAoGSSeBUVrd219ax3VncRXFvKN0csLh0ceoI4NAE1FFFABRRRQAUUUUAFFFFABRRSMwVSzEBQMkk8CgBaKhtbu2vrWO6s7iK4t5RujlhcOjj1BHBpGvbVL2Oye5hW6kQyJAZAHZR1IXqQMjn3oAnooooAKKKjuLiG0t5Li5mjhgiUvJJIwVUUdSSeAKAJKKbHIksayRuro4DKynIIPQg06gAooooAKKKKACiiigAooooAKKR3WNGd2CooyzMcAD1qO3uYLy2jubWaOeCVQ8csThldT0II4IoAlooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACuN1b4U+CNc1SbUtQ0GOS7nbdI8c0sQdu5KowGT3OOe9dlRR1uFyG0tLawtI7Szt4re3iXbHFEgVUHoAOBU1FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFef8Axt/5JDrv/bv/AOj469Arz/42/wDJIdd/7d//AEfHQB6BRRRQB8wftHf8lD0//sFR/wDo2Wij9o7/AJKHp/8A2Co//RstFAHv/gT/AJJ54Z/7BVr/AOilrn/Fv/JXvh1/3Ev/AEQtdB4E/wCSeeGf+wVa/wDopa5/xb/yV74df9xL/wBELQB6BRRRQAUjMERmPQDJpaRlDqVPQjBpO9tAR494a8DaZ8RfD03izxAbmbWNQkma0nFw6fYkV2WMRqpxhcZ5B5Ndn8MdXvda8Aabc6jKZryPzLeWUkkyGN2TcSepIAJPrXIaDrGv/D/RLjwm3hHW9SubaaUabdWkAkt5Y3YmMySZ+Tk88cCu68B6BceGPBen6Xdur3aK0lwVxjzHYuwGOwLY/CqVrO22n9f5hLfXe7+7+rWOkooopAFFFFABRRRQAVwHxD83WNb8NeEftE0Nlq80z33kttaSGJNxjz6MTg4rv64T4gWGpwar4e8VaVYT6hJo08n2i0g5kkgkXa5QfxMMDA75paXV9v6/pjV7O3Yx4fD1n8O/iR4et/DolttK1pZ7e6sjO8ieYib1kG4n5u3XpXqdeb6fNqfjnx5pOsPoWp6PpGiRyso1OAQy3E8i7cBOflC85z14r0iq15Vf+v6/InS+gUUUUhhRRRQAUUUUAcV8Tb+9g0LT9MsLqS1n1jUYNPM8Rw8aOTvKnscAjPvXMaz4P0v4a6n4c1nwsk1kJtSisb6H7RI63McnGWDEjIPI6DJrqviTouo6roFndaPD5+paVfw38EG8L5uw8rk+oJ/KsC61HVPiNrOh2UPhrWdI03T72PUL241W2EO4x8pHGCTuyep7UQ387/hp/wAEJbeVvx1/4B6jXmCaLPpXxg0Ce91W61K9urK8aWabCooHlhUjjHyooyenJJJJNdpputXt94j1jTJ9FubW1sPK8i9kJ2Xe5STt+UD5TxwT+Fedap4xupviDpGsx+CfGBtdPt7mCUDSjudn24K/Ngj5T1I7UL4k/X8mDXuten5ot/EGXStQ+IekaD4svTa+GpLCS4CSXBghuLgNgLI4I+6vI5HJHrgu+Htzo2l+PtZ8NeGdSjvNBNnHeQRxXJnjtpN211Rsng5DHk810Pi/W7GGzsY9U8Fatr1rcr5yxQaal15LgdHRj8rYbr9RVHwBol1/bGo+JLnRI9CtriFLXTtMVFRoYFJcs6rwrMzZK9RzmiGn43/H9bfcE9V939fn99j0CiiigAooooAKKKKAGuu+Nk3Mu4EZU4I+leN+N/AWjeFLDT9X0KS/XxW+oQR21493JLPdyMcOHycHK7icAdPQkH2KeUw28kojeQohbZGMs2B0Hua8X0fxZfS+I5vEniXwR4xuNQQtHYW8Gks0NjEeDtLEFnYfecgeg4oi/e9P6t8xv4We2DOOetePfEi3+GVnq95J4wub+61eaDzraEyzt5SY2qsW3EagspOGPUknivQ7rX72HXNDsYNCvJrXUkkee7wVFntXcBIMEAk8ckc+tYms+O7zTLy906+8CeIbxQWWGSwtluoLiI8AswPyk85UgkD60pL9QiyLS7AzfB2zi8VavdCJLQT3l1a3JZnhB37TImS6lMKducjOD3rkvAqeEpPiXbf8K6uJIdNis5G1WNppAk+eI9qSnexUkkkDAyOcnB6bwvBrngX4extJoE93MbySeTTLOZWe0gdi22PtIVH8I6k1SNzfeO/G/h6/s/C2r6PFpEzTXN/qluLeRkKsPJRckuGPX0/Hm73qX/rVfjb8yPsW/rf8LnqVFFFSUFUtX1W00PSLvVL6Ty7a1jMkh74HYepPQD1NXa5nxv4XvPFmk21lZ6uNMeG6S5MhtVuFfZkhSjEAjdg85HHSk720GrdTh/C2m31v8W7TVdX3DVNW0me6uIieIF8xBHEP91AAfU5r16vI4/CnjiH4o6XcXXi2a8SOycyXw0aNI9nmKWgODtBbruzkY4r1yq05Fbz/ADZOvM7+X5IKKKKQwooooAKKKKACiiigAooooAKKKKAGTTR28Ek0rhI41Lux6AAZJrxvxf4/1XXfh5rFwng3UI9AvbZ0tdSE6OzDOA7w/eRDgndk9vWvWdZsW1TQtQ09HCNdW0kIY54LKRnj615Bcat4kn+Flx4M/wCEI1oapa6cbWaYxAWxRBt3RuMmViAuFUcknnAzUS1Ul5f53/QuOjT8zT8T6lcaV468CXNpplzqdz/ZtykVrb4BdmRAMseFXPVj0HNdb4W8ZXWtate6LrOhzaJrFrGs5tnnWZZIm4Do64BweD6evXHPeJF1fTfFvhDWbPQr3UotP06f7VHbrh1BWNSBngvjJCEgttIFW/C/9p+JfiFdeLbjRr3SNPh04adbRahEIp5SXDsxTkgA8Dnn88bPWX/gX5uxitF935I6LxL4o/4Ri60t7uz3aXd3Atp70S4+zO33Cy45UngnIxTtA8S/8JDqOrJa2mNOsZ/syXpk/wCPiVf9YFXH3VPG7PJzjpWZ8QIL3XLO18K2dpMyas+y7vPJ3R21upDOdxBUOcYUdcnPasvwv4aWTw/qXw/8SaXLPptjKPstwEaOO6ty29DvTA8xTwwBB+vJqF1/rt+X4/It9P67/wBf8OXfi1q2s6R4DvptHtZXZlxLdQ3Qhe0Xj5x3bnjA55qO48daxoXgWXXtf8MNZSQzQxLbi/SYyo5VfM3KpwfmPy4yce9M174f6dpHw08Q6N4U0wxSXkJkEImdzI4xwC5PJAwBWX4ov7/xf8K5FtvDmt2l1Fd2sZtbuzKytteMsyqMkoOecDoaFvb0/MJPS/r+R0tr4s8QSaHeajc+Cb+CQOi2FotzHJLchzhS4H+pAyN27O0Z64pvh7xlql94hOheIfDUmh30lubm2H2xLlJkUgN8yAYIJHH8u7fifbatdeENmlR3kyC5iN9BZNiea1z+8RMc5IxwOoyO9cR4F0GztfiXaahofgnWNA0k2E8byagJN0kmU6qzNs46c/NzjpRF3f8AXb/P/hglpH+u/wDX+Z1EnxG1e6u7uXQPBd7q+i2czQzX8d0kbOyHD+VERukx2weTxxUN5rdjoHxT13U9Rl8q3i0K2J4yzEyvhVHdieAPWs/w5rmteA9Ml8LT+Dtc1G5t7mX7Hc2UO+2nSRyyF5Sfk5bByDgDJqTxL4MvPEfxF1C8hjmtLq20y2m03UDGdkdykjnbu6EEHDD0OcdKS+y/62f9W+Q5faX9bqx0d340vrDQdPuLnw7N/bWpymOx0hLhTI3BYGRiAEwoy3Xbmn6B4yvb+8vdM1vQJtF1a2t/tS2zXCzpLD03LIvGQeCMcZHXnHFeLrC98aaJ4f1vWPCV9ctpVxLDqujqJI5HDABnhIIMgBUMNpIOcZ4NaPgPQvD8N1qV9oXgXWdBItGhM+ptIjyk4JRYmdsjgHd+FD0Uvn+Wn9fLcF9n5fnqaPhj4j6h4ks49WPhS4s9BW3eWfUZLpSEZFJKpHgNIvGNwxznjirnhbxprXiG8tXufCFzYaRexmWz1D7XHMGXG5fMReY8r6k88e9N+H1vqGk/CLTYZdMma/gtJD9hnHlO7bmIQ7h8ueByO9c14SW5bxtYHwz4c8SeH9GCzNqlrqcZitSWGVMMbMcNu/uYAAHGM1bS53H+uv8AX+ZCbcFL+uh0nxfRZPhfq6MMqxgBHt5yUz4bTNpltqvhK5dvN0K5KQl2yWtX+eJs/Qke22rfxRsrrUPh5qVrZW01zcO0O2KGMu7YmQnAHPABP4VzvxJ0fxBDrNnqnhi3le41S2bRr4xRsfKRzlJjt6bPm+Y9MioV1e3X/JW/HT5luzSv0/p/hr8jDsi+t/Frw94ukZjFf315bWIJ4FtDAyhgP9p97fiKNWsPDF38QNYt/iatyrzz40a4uZ5IrQW4UfKjIQqsD97d3x3PPY6h4fbTfE/w/tdOtJmsNM+0RPIkZKxL5G1S57ZPr1NV9e8aSyrqWh6r8OfEGoDe0SLDZi4tbhc5RjJ0GeCeDtPuKHZWS1tf+vX/ADYavV6Xt+b/AA/4Avi03dpYeFfBuj6tdRnVJRbvf+buuPs8SbnZXH8RGPm96v6P8KvCvh7VLXUtGt7uxu4D80kV3IfPXGCsgYkFScHAA5ArmE8G+JtG8CeFLu1hW713w/M9wbBpQQ8UhIaFXJxlVIAOT0OM8V1Gj+Pb3XNVtbG38F+I7RXObi41K2FtFCmOoJJ3nOBt4PJPar+07b3/AK+X/BJ6Ltb/AD/4BV+GH+u8Z/8AYy3f8kpdfVdG+LPhvWOFi1S3l0qdv9ofvI8+5IIqb4dWN5Yy+LDd2s9uJ/EFzND5sZTzIyFwy56qfUcVY+JOm3d94SNzp0Ek+oabcw39tHECWZo2BIAHJJUsMd81N7cr7JflZ/hcp6uS7t/np+JxmqX90nxng8QrIf7Ns7yLQJBjjMsZcnPs7IK6Z5E1D4v3F1LIos/D2k4Zj0SWY7ifwjT9ayD4a1DUvg1qXm2s8Wt30surCFoyJVn8zzEXaRndhVXFX/CWiX+s+C/Ed1qdrNp+peJJLhniuEKvChTyowQRnhRnp3paxXml+LVrffzMNG79G7fc9/usiBvinqn2Ftej8EX7+FQd39pfaoxKYuhkEH3sZ569Oa1fEfxBOkahotnpejTazJrFu81oLeUJuI2lQcjAUhsliflA6GuUj17xKngT/hCP+EI1j+2xZ/2aLjyF+w427PM87OMbecY68Vtr4eu9L8b+AreOCee10zS7i2muljJRSI0UbmxgZxxmqsr2W3fvo/8AgfeS20r9f+Cv+CK1zfXnxL8HXGpad/Z14+nXxltPPWbyjlON68HjB49ai1H4ialfW+rPpXg+/wBQ0G2M1rJqUM6b2dQVYpCfmdQ3cHpk9sVs6vZXUvxT8N3cdtM1rDY3iSzrGSiFtmAW6AnBxn0rktB1DxB4X0G88FN4Q1a9vI5bhLW8iUC0lidmcO8xJ2nDHjBPAHU4rOWsLeT/ADZcdJX81+R2fwz/AOSZ+Hf+vGP+VZHh2Tyfir8QZcZ2RWLYz1xC1bnw8tbiy+Hmg213BLBcRWaLJFKhV0OOhB5BrI0fT72L4h+PbqSzuEt7qCzFvK0TBJSsLAhTjDYPBxWlVtSk12f5omklyJPy/NGRD8X9Rn0ODxCngq9/sBQn2y+N0o8okgNsQrulVc43DAJB6YzXUeJvGcukXWnabo2jy63q2oI00FrHMsKiJQCXZ24UcjGRyeK5ay0nUl/ZxbS20+7Go/2dKn2Qwt5u4u2BsxnPtirOtDVfDXizQvFMOiahqll/ZJ067gsYvMnhOQ6sI8jOSMH0xz2olZSceif+f6pfeKLbipdWv8v839wzwlrkt98SvEt/qmmXGjy2+l2wuYboghCpcsyuOGT0YdcVaj+JmoiODV7nwde2/hadl2aq11GXCMcLI0A+YKSRznpzz0qnptlq/inxJ4ruL3RbzR7fVdFjtrY3Q5wfMALY4V8EEpklcjNcZo3g/wAOxxWmk6n8Kdfl11CIZ7hJZVs3YHBk87zNoUj5uB14FKPRP+tXf+rjl1f9bI9ZvfHNro/iO/0vWoBYww2ZvrW68zetzEo/eYGBtdT/AA85HNa/hzVLrWtBtdSu9PNg9yvmJbtJvZUP3S3AwSMEjtnGa4Lxx4Z1H4g6zJp8EEllaaHCZbW5nt8LdXjAFVBdTuiUDDY4JPfFd14Y1W71jw9a3d/p89heldlxbTRFCkg4bGeqk8gjOQRRHb+vv/r9dB7/ANeWn9enQ57wv/yVDx19bH/0TRN/yXC2/wCxek/9HrWfqU+r+CvH+q64mhahrOj6zFCH/s2ISz280alQNmQSpHfoP52PDC6r4j8eXHi280i70jT49P8AsFnb3yhJ5cyb3dk6pgjAB69aI6uLXRfo1+Y5aJ+dv0Mbw94V074oRXfifxWJtQgmupYtOtBcSRw28KNtBUIR8zFeTnnAqfxnoVt4b0PwdpllNcyWsXie0MQuJTIY1LOQgJ52r0APYUzRtS1j4aNe6DeeGNZ1bTPtMk+nXmkWwnJjdtxWRcjaQT1PXnjAzVvxRLq/ibRPCl6fD99ZyL4itp2tnXfJHApbEkgUfJxgkH7ucE04bxtt7v5rfzCW8r+f5Oxi/FX4d+FbbSpNbh0rbqN3qcHnzfaJTv8AMlG/5S2BnJ6DjtWl4r8DWvhXwRexeC9Nvbdbm4hOox2M8jzy26k7xHuYnOD0HUZrd+KNjd6h4ThhsrWe5lGoWrlIYy7BRKCTgdgOpra8T65eeH9PivbXQ73V084JPFZANNGhz86p/HzgYGOuc8VC+G3n/l+Abyv5f5/icn8OdJ+Hv2ttW8D3LRsYTHc2q3UhJBIwZI5CWBBBAPA5PWrHxo2f8Kt1Tzf9X5kG76eamazNNW58WfE3TPEVj4X1PQYLGKUX93qNuLaW8LLtSPYCd4GAdxzjGOMDO58WbO7vvh1qEFjZ3F3cGSFlht4jI7ASqThRyeAaqW0b+X5hDSWhyvg3Svg3rGryWvhmHzr82squu+8X90y7H5cgchsevPFUtS+Fngy3+KGh6PFo22wurG4mmi+1THc6ldpzvyMZPQ13mh+Pv7Z1W307/hEfFdh5uR9pvtN8qFMKT8zbjjOMD3IqPVbG7k+Lvh69S1na0i0+6SSdYyURiVwC3QE+lP7S+f5Mn7L+X5o4n4laP4Q8P6h4G0nVoDb+F4GvPNi3zNjKqV5Ulz85Hfv6V2fw1j8CDT76XwIP9GaVVuTmf74HH+t56HtS+KLG8uPiV4Hu4bWeW2tmvfPmSMlIt0QC7iOFyeBnrXb0J+7r1v8An1HJK68l/mcP4vkGo+OfCGgOA0DTy6jMpGc+SnyA+25s/VRWF4g8K6L4v+NTWWu2Zu7eHQlljTzXTa3nEZypB6E1teJR9i+K3g6/fiG4iu7It2DlQy/ntIrM8QaleeG/i2dZPh3XdTspdGW2D6ZZGfa/mlsE5AHA9c8ipjb3b+f32f6WG7+9bsvuuv1uP0zT/wDhXvxC0nQdMurhvD+twz+TYzSmQWk0Y3kxk5IVgTkZ6knJ4rgzpHgCXTvF+p61e21r4ig1S9a1db9kuFKtmMpGG5O7p8tei6PDrHi/xvZeJtS0afSNJ0yCVNPt7zC3Msknys7oPuAKMYPsec8ZWlfD621nQPE/2zSVtNYl1e7lsb94PKnQhg0TrJgNtzzwcHmh3tr2fruvxsCt07r02f4fqW/EI1T/AIUzp2sakG/tzSorbUS0ow4ljKls+hK7gfqa9Ht50ubWK4jOUlQOp9iMivNvEOsX9/8AAi6l1ayubXVJ7ZbKWCeMo7TlxHkAjox+Yexr0XT7Y2em2tqTkwwpHn1wAP6Vb3l6/wDD/oQto+n9fqec+LdFntvHHhXVLzVbq8km1oRwQNhIbaLy5DtVB1bplzknA6DirPxcsbbVbbwtp17GZbS512CKaPcV3KVcEZBBH4Vm+OPE91ceJdFjtvCHim4TRtU8+aaHTS8cyBGXMbA/Nyw64q949vbzUtB8Ka5aaDrMot9Xhu5rFLQm6jRQ+d0YPB/HHI5qI25VfbmX3e6W78z72f6md4m8Jaf8MNPXxX4RNxp6Wk0X2+yFw8kN5CzhSGDk/MN3B7c8Z5r1pSGUMOhGa8v1jUNZ+JkUGg2nhjVtJ0d5431K71iEW7GNW3bI0ySxbb16Dv1zXqAAAAHQVWvLr3/yJ0vp/X9f5C0UUUhhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXmHi3RZ7bxx4V1S81W6vJJtaEcEDYSG2i8uQ7VQdW6Zc5JwOg4r0+vJ/HHie6uPEuix23hDxTcJo2qefNNDppeOZAjLmNgfm5YdcUl8S9V+aB6xfo/yZs/FTXG03TtK04asdIh1K78u6v0fY8MCKXfYezHAA784rN+HEPwt/tuSTwVcf8TJICsoaW4VpEOMnbLgNyAeBxx0zV3xil9rOl+GfFen6HezSaXeC8l0u4iCXBjIIbCc/vBwQM1XsZb/xt8RNF11PDmqaPYaNDOJJtUgEEs7yLtCKmSSo+9nOMk9O7grN3/rT8rhLVL0/U4W50rwnZa94iuvGngfxFcb9XnkGqR2862yQM/ysWV146nIB4PGa7vxa1trb+DfCWl3bpoerh3ma3kIMtrFECI93XDZAPep9X8daxLDf6LD4D8QPqknmW8TGBWs2JyFYzZA2kEE5HHT3rMvPCmseFNC8EalZWkup3fhwMl5bWp3PJFIuJPLB+8Qeg70o25Untp+v/Av6scvibW+v9f5ehJD4es/h38SPD1v4dEttpWtLPb3VkZ3kTzETesg3E/N269K0fjPfanZ/DvUI7DTjcQXCeXdTi4WP7OhI52nl8/dwPWodPm1Pxz480nWH0LU9H0jRI5WUanAIZbieRduAnPyhec568Vs/FCzutQ+G+s2tlbTXNxJGoSGGMu7fOp4A5NNpuKT/AKV/6+Q4W59PL7/6/E5q9m07T/h8mlar4AjsrjVrkW9voVhcJm6dQGV2li27R8oyx5AHOa0PCuupH44u7TWvCc3h7XtWhWVXN6LqO7SIbQAy/KrKD0A6cntVjx1Zapb6j4a8T6bp0upHRpJftFnCAZXikQKzID1YY6Dk1TsbjUvHHj3RtYOgano+l6JHO2/VIRDNPNIoXaqZJ2gc56E8dqpO8vv/AC/X/gGa0gvT8b7fl+Za0P4g6t4h1mWz07wlPJZ2t9JaXt814iRwhXKhlBAMhwMlR0yOTmo7n4k6mTdahpfg+81Hw7aSOk2ppdxozCMkSNHEeXUYODkZwemKufDSwu7HSdbjvLWe2aXW7uVFmjKFkZhhhnqD2NeXWngnQtEM+k6/8Nde1fVI53WG/wBPaVre5QnMbM4kVYzzg8cYyfSo7eifz0/ruX39fw1Oz8Z+LPEcfirwm/h/R5r3T7ktNAY9RWBb/dETsZT90KMNluPxrqdV8S+I7Ox04WPgy5v9UuYvNntlvI44rbGNytMflLZYYAHIBPasPxZZ3Ohw+CtR0/Qb25tNGm2zWFiDcTRI0JQBecvt6ZzWV49jm1rU9Ev9Y8NeItT8LTWRd9Lso2E0VyTlTNGjA8Lx14OfXBb0ul3/AEEujfb9TrNN8fwTeGNY1bV9On0y40Z3jv7PesrIygEBWGA2QRg8cn05rFh+I3in+39I0u88ASWY1RiYJJNVjzsABZiu3hgpzsJB4Irj7TTm0H4W+PVk0GTRLW5nX7JZ3zOx2MiAbWzln54GThuD0NWvCurOni/SLnxdceLXMLG10mTVdFW0hjkkG3DOjMXdgMAnHcmmtZL5fl/mJ6R+89R8by2cHgfWpr+y+22kdpI8tt5pj81QMldw5XPqK09JeOTRrF4YvKia3jKR7t2wbRgZPXHrWR4+tp7z4f6/bWsEk9xLYypHFEhZnYqc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ha54R8T2ek6ra300GkzSSfZpBIqqyOB8y5XPB4zmob/dtrfX9fy/4JcV+8Se2n6fqZrQ+Mtc8IaRrun+M/7MLaTFPcQ/2XDN50uzcz7jjbnIGAMDFVfBU/jK48M2ni/VfFjajaNZyXLaUumQxlyFbCiVeeoHauj8M/8AJJNL/wCwJH/6JFVPh1fW2l/B7Rr+8k8q1trAyyvtLbVXJJwMk8ela1FaU0tLfrczjqoX6/8AAMjwnJ468TafpvieHxjpslrcyLJLpKWCeUibsNH5oJfcFz1/iGCcc16ZMxWCRlOCFJH5V4r4rn8IaWF8R+AdetrfxFPPEEsNMuQ6X7MwASWAHjjPZeSc8kV7PLuNm5cAN5ZyB2OKif8ADbWm/wCXca+Jdf67Hlfg22+IPivw1Y663xC+zLclibf+xbd9oVyuN3HXHp3qXx6njvw7bS6tZ+OsW019HDFZ/wBkQfulkfaBvOS20HuOcVzHw40P4Xf8I1pGq6xd6TDr0chlcz6qY3V1kO0lPMAHAXjFd/8AFw58GQEdP7TtP/Rq1cl7yXn+qFfR+j/Uo+JpPGHgr4d67qd14tGqXyCH7LMdNig8jMgVvlGQ2Q3fpitzw/oPjCy1KK61jxx/atnsO60/smGDcSODvU5GDzVL4zDPwn1sHuIf/RyVf8N/Dfwn4Xv11PRtJ+zXhiMZk+0Sv8pxkYZiO3pSj1b/AK0HJaL5/oSfEXV77QfAuoalps/kXcTQhJNitjdKinhgR0J7Vr67dTWXhrUru3fZPDZyyxvgHDBCQcHjrWB8VLS5vfhrrMVpC00yIk3lr1ISRXbH4Kay/EPxK8JXXw+v7i11q0mmurJ44bNJQbhndSqqYx8wOTzxx16VnK/JJLf/AIGhUbc0b7f8MdZ4SvrnU/B2i395J5t1c2MMsr7QNzsgJOBwOT2rZrlNH1Kz8IeDfC9jrs4tLiWG2sEQozZnKAbPlBxyDyePetn+39L/AOEi/wCEf+1D+1Ps32r7Psb/AFWdu7djb17ZzW07c7t3ZnC/KrmlRRRUFBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV5t8RPFWv6Zq0cPh2ZBHpVr/aeqoY1cyQ+YqiMEg7SVEjcYOBXpBIAJJwB1NeO6NB451+TXtf0OHwy2m67O6KdU8/zWgjzEo+TjbgEj/eJpO99On9L+vIatbX+v6R6vLqthb6QdVnuoorARCYzu2FCEZBz+NYGj/EHwx4sjvoNB1dbm5ggaRk8uSJgOm4b1GcHHTpkeorzKa5uIvhTb6PrgEq+G9dgtdWRVaRWtUcEHHUptK4yOgr1JPEXhXV7mSDTNS0y+1BLGUobV0laOL5dw3LnaCSnBIzjpxwTtyya21t917/AI/mEL3inv8A8G39fIyvBfii2svhz4Yudc1GV7u/jWKNpN8008hJ4AALMfU9u9dbZaxYahfX9naz+ZcWEixXKbGHlsyhgMkYPBB4zXjPw2b/AIR2fwzqGuk3NlqlglrpV7J0sZcndBjoN/UNjJ6Emuo0bxJo3hvx944h1vUrbTnkuILmIXMgTzY/JAymfvHIPAyauduZ38/zWn3a/wDA1ecL8q+X5b/fp/Vl2P8Awl+hDR21Y34Fitz9kaYxOAJd/l7cYz97jOMd84rMtfih4JvZr2KDxHZk2Sl5mfci4BwSrMAH5/uk5yMda83Y2+o/A64OPMtrnX84YEbka8HUHkcGux8YaPpsvxB+H8D2NuYYpblEj8sbVVIdygDpgFQQO2KlJtK/9aJ/qW2ru3S/4N/5HUeH/GPh/wAVWNxeaLqUd3DbnE2EZGTjPKsA2PQ45wfSph4n0dvDH/CSC8/4lHk+f9o8p/ueu3G78MZrk7SPb8X/ABTFCgHn6Nbu4UAb3ywBPqccVxi+LtAi/Z5bR5NUt01RbF7RrIt+/EgJyCg+YDjrjHvUuXutr+t1+a/EaXvJP+tn+r+49D1HUZ2+J3heC3u5hZXOn3crxK7BJMeXtJXoSM8ZHGasaj8S/Bula5/Y19r1tFfBgjJtYqjE4wzgbVPrkjHfFY83/JSPBOP+gRdf+gxV5voUNw/hXUtK1P4nafon7+5j1DSr3TbdpC5Ylzudg8m4YIYfQdKt+7p2v/6UyY6q/p/6Sj2/XfGPh/wy8aazqUdoZYnmTerEMqY3YIB5+YYHU54Bqje/Ejwhp2h2Os3etRRWN9n7MxikLyAEgkRhd+ARycY6eorlJdMtk8ffDazlkS/jttLnMc8kWN5SNNsm052ngEelW/HmvXVt4003SLfWdN8NeZYyTnW7yCORsbwDAnmEKM4DHJ5wPTlPSy7t/hf/ACCLvfyt+Nv8zrbPxj4f1DwzN4itNSjm0qBWeWdUbKBfvZXG4EemM9PWqVr8SfB974gTQrbXIJNRkbasYR9pbGdu/G3PbGc5468V5lodwbn4b/E6T+1k1bdJMTfJAIVnPkjLBBwOfTrjNdD4j0+ztPhP4TW3tYoRDd6bLGI0C7XZ13MMdzubJ75NNb/+A/8AkwN6f+Bfgdr4k8c+GvCDQJruqx2kk4zHHseRiPXagJA9zxWL4G1+PVNR8YXp1UXWmw6gDBMbjfFHF5Kk7TnCrnJOOOtZ0WsaTofxn8QyeILy1spJ9OtvsE926xqYhnzFVmOOXwcd8e1coTBqfgH4mP4aUC0lvUkhFtCUBi2Rlyq4HBXcenIPvUJ6N+T/ADRdryUfNfkz07RPiP4R8Rau2laVrcNxejdiLY6b8ddpYAN6/KTwM9K6mvEtOt49ZvfDRn+LGmalHBdwTWenw6VBHLkchMI2+P5cg5GB3r1uy1/S9Q1jUNJtboSX2nbPtUWxh5e8ZXkjByPQnHersQmZHjfxLe6DaWFppFtFcazqlyLWzSYny1Y8s7452qBniqej6H4907VLWfUPGNpq9mx23VrLpqQbVx96N05LA4GDgYJ74ql8Spv7F1bwr4qnjkfTtKvHW8ZBuMSSpsDkdwDj354roofHPha6u7WztPEGnXV1dv5cMVtOsrFsE8hc7RgHk4FTHa/W/wDl/X/DDl+Fv8ylq/xO8GaFq50rUddhhvFIDxrG7hCTjDMqlVPqCRjvW5c69pdodO828TGpSiKzZAXWZipYYKgjBAJyeK8x8CeI/CujeBNT07xJe2NtqSXF0NWtrtlEtw5ZiTsPMmVIAwD6VnWpk0H4efDe+1YSW9rbasJZHlyfIhfzfL3HsMMtNdL+X4hLS9vP8D2KXWLCHWbfSJJ8X9xC88UWxvmRSAxzjAxkdTWC3xM8HJqEdgdaj+1yTSQLCIZC29DtYEBeOQcE4BwcZrCTxBpGu/GjSBpOo298tvpVysslu+9AS0ZADD5Sceh471P8JbWCPT/EdykMazy69drJIFG5gr8AnuBk4+pojd/c/wAHYG7fevyuR+D/AIt6J4m8QXukm+h857to9MWO2mUzwhA25iRgHhuu3p0rXuvil4Js9cOjT+ILdb1ZBEyhHKK57GQLsGOhyeOc4xWV4I1bTrXxd4w0u4vreHUJtZaSK1kkCySKYkIKqeWHB6V5p4j8SXWseBtZuZvGGk6PBJLNGPC8FhE0uRIfvNneGZvmLAYyc8UuZWi/JP8AIdtX62/P+v1PdPEfi7QfCVrFc67qUdnHM22MFWdnPfCqCSBxk4wMj1qt4f8AH3hjxSl4+j6qk6WSB7h3ikiWNTnkl1Axwfyrg/FniCXw54z8NanBZ2t3NHorqUv7yOzjIZkGY5pDjzB3GPun3qCawvpvgl4ru7a4tJLjVLmW+eHTJ1uI7dGZDJEGU4YhVbdjgkmm9E79L/nb/gijq4rvb8Vf/gfid9onxH8I+ItXbStK1uG4vRuxFsdN+Ou0sAG9flJ4GelcCPGmj+KfiwbM+L9VsrW1eCLTrSx8yKO7m3EyCUbDkZAX5sDHQ9ah063j1m98NGf4saZqUcF3BNZ6fDpUEcuRyEwjb4/lyDkYHeu18O/8lY8a/wDXCw/9AemlaSfa/wDX4+fcV7xfy/Mvp8R/CUmr2+lJrMbX9xcPbRwCKTd5ittIPy/LzwCcA4OCcVz2tfEGLwt4Gv8AUm16LVb/AO2z29o01i8SGRW5hKrj7oyNxIzjrVj4S2sEen+I7lIY1nl167WSQKNzBX4BPcDJx9TXNOrN8EvGwVSSNRvicDPAmyf0qH8N/wC7f8v8yo6yt52/M3tc+MOg2/gS41zR9QhuLrd5ECS20wR58BihGAcYOc5A9663wt4s0fxfpjXuj3guY42EcrCJ02vgEjDAHvXMeNNW07W/g1rU2lX1vfRpZAO1tIJNhG0kHHQgckHpXX6BrGm6zpUM+mahbXkSIqu1vKrhW2g4ODweeh5rRr3pL0IT92L9f0KOueOvDPhueeDWNVjtJYI0kdGRySrkhdoAO4/K3AyQASeKoXPxV8D2lhZ3sviK28m7BMO1XZyAcZZApZeQfvAVStrO2n+OmoXMsEbzW+iQ+S7Lkx7pHBI9CRx9KzPB2kaclp8RHWxt90uqXcLkxg7oxGDtP+zlmOOnNZ3tG/k39zsXa8reaX3q51PjXxBp2neCbu9fXLfT0uYdtrd72O5mHy7CgLHI7qCQPm7VR+HHiHT9X8O3U1trCXywzuzILiadrZDyELzKsjjgkMyjqQPu1xMGv3Wn/Dj4fWsV5Y6bJeqyDWr6FZFsNqHlQ2AGYEqCTjGR3zVnwDcvc+OPGBfxND4icadCr38FskKMRv4AT5WwP4gT+lVL3XK3n+Gv9bf5qPvKLfW346HY/wDC1vA/2uztf+Egg868VGiHlyYw/wB3cduEPs2CAQe9aviTxj4f8IQQy67qcVmJm2xqVZ3f1IVQWwO5xgZHqK8x07TrJP2XZylrCplsZJ5CEALyBzhz6kbV59hWt4p1+7g17QNJg1rTfDbS6UZzrd7BHKx5UGFPMIUZIDHJ5wPTlyVpOPZ/5/5Ci7xUu6/y/wAz0DR/E2i6/ox1jTNRhn08bt02SgTb13BsFcDnnHHNefeKvib4f1nS4bXw34jBvk1O0RliaSF3QygMFJA3rjOduRjr1rlrCS6vfhj8SmtNVGsSNdlnvYbcRCdQqeYwReBlQ3TrjPNbnjPxH4N1Xwx4btdHu9PuLlLyza0hgAeS2jEkYIOMmLjAIOM9KS1kv+3fxB/C/wDt78DvvEXxA8LeE72Gz1vV47W5mXesflvIducZOxTtH1xnB9Kk8QeOfDXhe1tbnWNWht4rsZtyqtKZBjO4BATtxjnpyPWuM8X6hp2geItb1vSfFGkWurLarHqGkaoAUu9qbk28q4OxiPl3AkgEZzS6lf6VNc6D4gs9f07wvryaSjx2WpBfIktpOViOSuMMvVDkAcjkUk9L/wBdf8v+AU1r/Xl/mdvL4x8PQ6Zp+pS6rAljqJxbXDZCN8pY5OMLgK2d2MYwear+G/H3hfxddT22h6tHdTwLvePy3jbbnGQHA3DPUjOMj1FeZ+IfEWm6r4K8Ba3q9ha2WntrQa5iWLdCQPMDMFxkqxBbBGee/WujvdX0rxB8XvCr+H7u3v5LS2unvp7ORZESFlwisy5H3+gzxn3qratPu/wVyb6fL9bG9dfFLwTZ64dGn8QW63qyCJlCOUVz2MgXYMdDk8c5xitPXvGGgeGJI01nUo7NpInmTejEMqY3YIB5+YYHU54BrwzxH4kutY8DazczeMNJ0eCSWaMeF4LCJpciQ/ebO8MzfMWAxk54r0LVLeC7+Jvw+FzEkwTT7mVRIu7DhEIbnuDzmlH3rf10b/TuOfut/wBdUv1/4c9A0jV7HXtKt9U02fz7O4XdFJsZdwyR0YAjkHqK5vUPip4J0raLzXoo2MkkWwQyM4ZG2tlVUkDIIBIwcHGcV2NeN+A/E3hDR9P8YW+r3+nW10dVvGuYp9qyTxbm2qM8yfxDaM9enNJvV+l/yBbK/f8AzO78Z+ItNsPA91fHXbewjuoNtpdiQkOzD5dhQFjkd1BIHPaqnw112x1zQbhrPV0v/LuWJjFxNM1up+6heZVkcdSGYDqQPu1wFhquo6H8OfAtg09ppEt9NOY9X1GFZBp8fzshUNgBmRtoJ4wSO/Gx8NLl7n4keJy/iaHxE4s7ZXv4LZIUYgtwAnytgfxAn9KtL32vX8Nf6/q6fwp/12Oj+KGq6/pmiaWnhu9W01G91KK0V2jRwdyvwQwIHIHNUtU8dXV78G7zxNpjmz1OGMJKpQMYJ1dVdSrAjrnqOhFXfiR18Jf9jFa/yeuF+LMEvhGHXDCh/sbxNGu5VHEN6jKd3sHUHPqRUx29X+i/P87F/aj6fq/69LnrOu+KdF8LaZHfa7qMVnC+FUsCzOf9lVBY9ew4pugeL9A8UWE17oupRXcEJ/e7VZWT6owDDoccc44rjtfvtP0j4vaDf6/LFBpx0mSKyuLghYorneC3zHhSUwMk+3eotOutO1n4r67qmgSw3FjHoggvrm3YNFLcFsp8w4Zgg659u1JvRv1+Vr/5fiiYrZenzvb/AD/BnVaT8RPCmu6rbaZpmsR3N7cQ+dHEkUn3ME8krhTgZwcHpxyK5fxt8UPDEvhrxBpukeJY01iG1k8sws8Z3jH3JMBS3+6Saf8ADuzaL4EQDTIVjvLixuHUxrhnlO8An1PAH4CuVu/EXg2X9nyHSkutPa+WwCJZbQ8yXIB3Ns5ZTkOd5AHOc80VVbmj2/W/+X/DDpu/LLv/AMA9SufF+ieH9Osf7b1NLWSSy+0BpQx3KoUMc4OTlhx1JPANWvDfi3QvF1pLdaFqCXkUL7JMIyMpxnlWAP449fSuL1S0t7z4l/D1LmCOZU0+4lVZFDAOqIVbnuDyD2NLd2058fePI9MUpeXGgwmPy+C0u2RVP14Aqqjs2/8AF+F/8iKaukvT8bf5nQ2/xM8GXXiAaHBr9s+oNJ5SoFbYz/3RJjYT24PJ461ia18XtC0Lx9/Yl7fwxWMNu32qQ20zSR3GRtQbRggqSeAfrXnmmWser+AtP025+K2m2tlsjX+yX0mATwyKw+XaGEhYP/EBk9e9ej67qdhovxg0e51W+gs7d9GniWe5kEaF/MQ43HjOKLWkl6/kO90/l+Z6CjrJGrqcqwBB9qdWYviDSm8QjQVu1Opm2+1iAK3MWcbt2NvXtnNadIYUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFef/ABt/5JDrv/bv/wCj469Arz/42/8AJIdd/wC3f/0fHQB6BRRRQB8wftHf8lD0/wD7BUf/AKNloo/aO/5KHp//AGCo/wD0bLRQB7/4E/5J54Z/7BVr/wCilrn/ABb/AMle+HX/AHEv/RC10HgT/knnhn/sFWv/AKKWuf8AFv8AyV74df8AcS/9ELQB6BRRRQAUUUUAZl34c0PUL9L+90bTrm8TGy4mtUeRccjDEZGO1adFFABRRRQAUUUUAFFFFABUV1a297ayWt3BFcW8q7ZIpUDo49CDwRUtFAFLTdG0vRoni0vTbOxjdtzpawLEGPTJCgZNXaKKACiiigAooooAKKKKAEdFkRkdQyMMMrDII9Kz9M8P6LoryPpWkWFg0gAka1tkiLAdM7QM1o0UAVU02wjuLq4jsrZZ7sAXMixKGmAGBvOMtgcc1k/8IJ4P/wChU0P/AMF0P/xNdBRQBUu9K07ULAWN7YWtzZjGLeaFXjGOnykY47U6w06x0q0W106yt7O2UkiG3iWNAT14UAVZooAKKKKACiiigAooooAKzP8AhHND/tX+1f7G07+0d277X9lTzt2MZ34znHHWtOigCvNYWVxeW95NaQSXVtu8iZ4wXi3DDbWIyuRwcdaran4f0XWnjfVdI0+/eMEI11bJKVB6gbgcVo0UAM8qPyfJ8tPK27dm0bdvTGPSqOmeH9F0V5H0rSLCwaQASNa2yRFgOmdoGa0aKPMAooooAKr3NjaXjwPdWsE7W8glhaWMMY3HRlz0PuKsUUAV7yws9QjSO9tILlI5BKizRhwrjowB6EdjViiigAooooAKKKKACiiigAooooAKKKKACiiigBGUMpVgCpGCCODWdP4d0S602HTrjR9PmsYDmK2ktUaKM8/dUjA6noO9aVFAFOw0rTtLtDaafp9rZ2xJYw28KxoSep2qAOaF0nTV0v8AstdPtBp2wp9kEK+VtPUbMYx7Yq5RQBQ1DRNJ1a3it9S0uyvIYjmOO5t0kVDjHAYEDilXRdKS2uLZNMs1t7lQs8QgULKAoUBhjDDaAOewxV6igBkUUcEKQwxrHFGoVEQYCgcAAdhWfZeG9C029a9sNF061u2BDTwWqI5z1ywGea06KOtw8jNbw7oj6qNVfR9PbUQwYXZtUM2QMA78ZzjjrWlRRQBlah4Y8P6tdfatS0LTL242hfNubSOR8DoMsCcVbvtMsNTs/sd/Y213akg+RPEsicdPlIxxVqigCrZaZYabZfY7CxtrW1GcQQRKic9flAxzT7OztdPtI7Sytoba2jGEhhjCIo9gOBU9FAGYPDehLqn9qDRdOGo7t/2sWqebu6Z34zn3zWnRRR0sBUj0vTotNOmx2FqlgVZDarCoiKnORsxjBycjHeiTS9Pl0wabJYWr2AQRi1aFTFtHRdmMYGBxjtVuigDO1LQdG1nyv7V0mwvvKyI/tVskuzPXG4HHQflVqzs7XT7SO0sraG2toxhIYYwiKPYDgVPRQBky+FvD0+o/2jNoOlyX28SfaXs4zLuHRtxGcjA5zV77DZ/2h/aH2WD7aIvJ+0eWPM8vOdu7rtzzjpmrFFABVWy0yw04zmxsba1M8hlmMESp5jnqzYHJ9zVqigCra6ZYWVxc3FpY21vNdNvuJIolRpW9WIGWPJ5PrUGp+H9F1p431XSNPv3jBCNdWySlQeoG4HFaNFAFa606yvbQWl3Z29xbAqRDLEroNpyvykY4IGPTFOu7K1v4PIvLaG5h3BvLmjDruByDg9wQCKnooAoalomk6ysa6rpdlfLESYxdW6ShCeuNwOKsQWdrbSzS29tDFJOweZ44wpkYAAFiOpwAOewqeigCO4t4bu3kt7mGOaCVSkkcihldT1BB4IqlpmgaNorSNpWk2FgZQBIbW2SLfjpnaBnqa0aKAK1/p1jqtq1rqNlb3luxBMNxEsiEjocMCKgtNB0fT7GaxstJsLaznz51vDbIkcmRg7lAwcjjmtCigCGK1t4bRLSK3ijtkTy1hRAEVMY2hemMcYpLaztbK0jtLS2hgto12pDEgVFHoFHAFT0UAZNj4W8PaXdrd6foOl2lyoIE1vZxxuM9fmABrVIBBBGQeoNLRQBgf8IL4Qzn/hFdDz6/2dF/8TWvd2NnfwCC8tILmEMHEc0YdQwOQcHuD0qxRQBBe2NpqNo9pfWsF1bSY3wzxh0bByMqeDyAanAwMDpRRQAVlQ+GNAt9S/tKHQ9Mjv8AeX+1JaRiXcc5O8DOTk5Oe9atFAFe7sLK/wDJ+2WkFx5Egmi86MP5bjoy5HDD1HNH2Cy/tD+0PskH27y/J+0+WPM2Zzt3YztzzjpViigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAGyRpNE8UqK8bqVZWGQwPUEelMtrW3srWO2tIIoLeJdscUSBUQegA4AqWigCqum2Cy3Uq2VsJLsAXLiJczADA3nHzccc9qr6d4f0XR/N/szR9PsvOAEv2a2SPeB0DbQM9T19a0qKAKEmiaTLpS6XJpdk+nKAFtGt0MQwcjCYxweelF5oekahdwXV7pdjc3NvjyZprdHeLByNpIyOeeKv0UAUjo+ltaNaNptmbZpfOaEwLsMm7dvK4xu3c5655qaWytbi5t7ma2hkntyTBK8YLREjB2k8jI4OKnooAgWxtEvpL5LWBbuRBG84jAkZR0Ut1IHpVJvDWgvdXVy2iaa1xdoyXEptULzKeoc4ywOBkGtSigCubCzNzBcm0gNxboY4ZfLG6NTjKqeoBwOB6VUu/DehX+oLqF5ounXF6pUrcTWqPINvTDEZ47Vp0UAV5LG0lvYb2S1ge6gVlinaMF4w33grdQD3x1qLUtG0vWYki1XTbO+jjbciXUCyhT6gMDg1dooAoroulJbXFsmmWa29yoWeIQKFlAUKAwxhhtAHPYYqSXTbGe0itJrK2ktoipjheJSiFfu4BGBjAx6Yq1RQBQ1LRNJ1lY11XS7K+WIkxi6t0lCE9cbgcVYgs7W2lmlt7aGKSdg8zxxhTIwAALEdTgAc9hU9FAGZZeG9C029a9sNF061u2BDTwWqI5z1ywGeatw2Flb3dxdwWkEVzc7fPmSMK8u0YXcwGWwOmelWKKAEdFkRkdQyMMMrDII9Ky9O8M6BpFybnTND02ynKlDLbWkcbFT1GVAOOBWrRQBmXfhzQ9Qv0v73RtOubxMbLia1R5FxyMMRkY7Vdu7S2v7WS1vLeK4t5RtkimQOjj0IPBqaijpYChZ6HpOnmA2Wl2Vt9nVlh8m3RPLDHLBcDgEgE461PaWNpYJIlnawW6ySNK6wxhAzt1Y46k9zViigCi2i6U+rLqraZZNqSDC3ht1MwGMYD4z0JHWoJfDHh+e8nvJtD0yS6nUrNM9pGXkBGCGYjJBHBz2rVooA858ZeBNW1PxNBrOkQeHb5VsxaGx163eSGEBt2+MLnBPQ8dvfjQ8A+DLrwzNqmoX/wDZkN5qbRl7PSYDFawCMEDYDySQck4HP5121FC0/r5g9TMsvDehabete2Gi6da3bAhp4LVEc565YDPNXI7K1hu57uK2hS5nCiaZYwHkC/d3N1OMnGelT0UAV7SxtLBJEs7WC3WSRpXWGMIGdurHHUnuaSHTrG3t5beCzt4oJmZpY0iVVct94sAMEnvnrVmigCjY6LpWmWclnYaZZWlrKSZIILdY0ckYOVAwcgYp2m6Tpuj27W+l6faWMLNvaO1hWJS2AMkKAM4A59quUUAQLZWq3r3q20Iu3QRvOIx5jIDkKW6kAk8e9Nh0+yt1uFhtLeIXLmScJEB5rEYLNgfMSAMk1ZooAoS6FpE2lJpculWMmnJjbaPboYlxyMJjAx9KWz0XStPGLLTLO2zGIf3MCp8gJIXgfdyScdOT61eooAprpOmrpf8AZa6faDTthT7IIV8raeo2Yxj2xTNQ0TSdWt4rfUtLsryGI5jjubdJFQ4xwGBA4q/RQBWtNOsbDzPsdnb23mEF/JiVN2AFGcDnAAA9gBVODwx4ftUlS30LTIVmdZJRHaRqHZTlWOByQeQT0NatFAeRm33h3RNTvI7y/wBH0+7uowAk89qkjqAcjDEZGDzTtT0HR9aMZ1XSbG/8rPl/arZJdmeuNwOM4H5VoUUAct4p8MXGtXXhprI20UGlalHdSxvlQY1Vl2qACM8jg4Fbem6JpWjLIul6ZZWKykGQWtusQcjoTtAzV6ij+v6+4Lf1/XqZUvhjw/PeT3k2h6ZJdTqVmme0jLyAjBDMRkgjg57VcOnWTXVvdNZ25uLZSkEpiXfEp4IU4yoOBwKs0UAFcV4a8A2llZ3sev6fpeoyyapc3tuzwibylkYEYLrw3Azj0HNdrRQtHcHqrFa/06x1W1a11Gyt7y3YgmG4iWRCR0OGBFR2Wj6ZphBsNNs7QiMRAwQLH8gJIXgdASTj3NXaKAILmytbzyftVtDP5Mgli82MN5bjoy56MMnkc02/06x1W1NrqNlb3luSCYriJZEJHQ4YEVZooAq3+m2GqWhtNQsra7tiQTDcRLIhI6fKQRRZaZYabZfY7CxtrW1GcQQRKic9flAxzVqigCCzs7XT7SO0sraG2toxhIYYwiKPYDgVS/4RrQTcXVwdE03z7tGS5k+ypumVvvBzjLA4GQetalFAFY6dZNdW901nbm4tlKQSmJd8SnghTjKg4HApy2Vql7JeJbQrdSoEknEYDuo6At1IGTge9T0UAZg8N6Euqf2oNF04aju3/axap5u7pnfjOffNS6loulaykaapplnfJGdyLdQLKFPqNwOKvUUAVhp9kNQ/tAWduL3yvJ+0eUvmeXnOzdjO3POOlWaKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArz/42/8AJIdd/wC3f/0fHXoFef8Axt/5JDrv/bv/AOj46APQKKKKAPmD9o7/AJKHp/8A2Co//RstFH7R3/JQ9P8A+wVH/wCjZaKAPf8AwJ/yTzwz/wBgq1/9FLXP+Lf+SvfDr/uJf+iFroPAn/JPPDP/AGCrX/0Utc/4t/5K98Ov+4l/6IWgD0CiiigAoopsgLROqnDFSAaTdlcEea/8Jf4515b/AFXwrpeitodpK8UYv3l+0Xnlk7jHt+VQSMDd3H5dp4W8Q2/irwzY63bIY47qPcYyclGBIZc98EEZ9q5H4UanaWHwsQXcsdu2kyXEV8HYDyWWRmO704IP41e+EUMkXw206SSN0+0STTorjB2PKzKfxBB/Gqta6321/rvuD7+b/r5fqdxRRRSAKKKKACiiigArl/Gfie70GCws9Js47zWtUn+z2UMrFYwQMs7kc7VHJA5NdRXn3jWVbH4leBL+5wtn511bGRjgLLJGAg+pwRRu0v6/p7B0b8iXRvFPiax8XWvhvxjZ6Us2oQvLY3eltJ5TFOWjYPzuxznpXeVwHiiWO9+K/gvT4G8y4tPtV3cKuD5UZj2qW9MtwK7+jeKf9f10B6O39f11+YUUUUAFFFFABRRRQBg+MPEq+FdAa/W1a7uZJUt7W2VsGaZzhVz2Hv7VzEHivxl4f1vSLbxnY6L9h1aYWsVxpbS5gmIyquHznd046c81L8V5BaWHhzUpgPsdjrtrNcsTwiZI3H2BIo+Jk8V1J4U0qFxJeXWt280caEEmOMlnfH90DvRHdetvlp/mwlt8r/n/AJHfOWWNii72AJC5xk+leZ6t4u+IHhqGDXNc0bQ10Np0Se1tZ5Hu7dXOBlz8jEEjO0c+w5HosOoWVxd3FpDd28tzbbfPhSQF4twyu5QcrkdM9a4S4lPxM1qO0tR/xSemXQkuLnPGozoeI4/WNW5Zu5AA9aF8S/rTqD+F/wBa9C/408QeJLDXdA0fwzHpTXOqfaCzaksmxRGqtwUORwT2Patjw1/wlnlXH/CVf2L5m4eR/Zfm4xznd5nfpjFQeJ/Cfhfxhc2lpr9tHdz26PJBD9peNwpKhmwjAkZCjNcx4CtYNB8f+I/DWi3Usug2kEMogeUyLaTuW3RqTk4I5IJzn8aI9vUJbX7HpdFFFABRRRQAUUUUAQ3VzFZWc11O22GGNpJGx0UDJP5CvMG8cePW0F/GEOh6N/wjar9oWzeWQXzW4/j3D5AcfN06djXdeMrae88E67bWylp5bCdEUdWJQ4Fcnba/pqfAKPUDPGtuui+Rww/1nl+XsHvu4xUttKUl0t+v+RSSbiu9/wBP8zvtOvoNU0211C1bdb3MSzRtjqrAEfoa4i98T+L9a8Q6lp/gyy0f7LpT+Rc3WqtLiWbAJSMR8jb3J65/PZ8GyQaT4Q8M6TfXENvqElhGsdtLIFkcqgLBVJycd8dKxPhpOltf+M9OuGWO8g1ye4kVm58uQAo59iAefatJJKbXRX/NIiLfIn3t+T/yCH4nbvAcusy6Ww1iG8/s1tNWTrd7toQNjocg57D1pkHivxl4f1vSLbxnY6L9h1aYWsVxpbS5gmIyquHznd046c81ws1wjaZJ4nHzaQfHK3XnHGwwj5PMz3Xd3rv/AImTxXUnhTSoXEl5da3bzRxoQSY4yWd8f3QO9KOtm+rS+9K/5v7hy0uuyf4N/wCSPQKKKKQBXO+NdY1Xw/4efV9LtYboWkiy3cLqSzW4/wBYUwRhgOecjg8V0VZXiXXLPw54evdVv/mggjJ8vvIx4VB6kkgfjSk7K446uxh3vjGW81vw/pfhv7PcvqKC9uZpVZlgs8fe4IwzEgLnvnIrsa8d+GWn3HgbxINJ1u1hgn1+2F1ZyJnETLlntBkn7obI/HrXsVW1b8f6+X/BJT/r9f69AoooqRhRRRQAUUUUAFFFFABRRRQAUUUUAFcf408XWmn+GNfGka1ZDWrG1eUQxzRySxEY5MZz0yOo71v6/PcW3hzU57TP2mK0leLH98ISP1rxm/8ADfgw/s+Q6qbTTzfNYiVL1iFmkuiCWXfwzHduG0k9MY4qJv3ZeX63/wAiorVef6He3/ia+svGfhS1lvkh067065ub3zFQKSkasGLEfKBknggetdfp2q6drFsbnTL+1vYA2wy20yyKGHbKkjPIry/xPp+j6n4/+HtrrcVvLaNZTER3DYR5AsewEE4bJx8pznpg1o6FY6bo3xs1Kw0G3htbSTRklvre2QLGkwkwnyjhSUJOAB1z3rZrW3+L8G/6+4yjtf0/FI9Clv7OG9gspbuCO6uAxhgeQB5Av3iq9TjvjpQl9aSXstlHdQPdwqHkgWQF0U9CV6gHtmuM+K0UP/CM21zEzprUF7EdIMQHmNclsBBkj5SM7uegJ7Vm+BW1O48F6rfaQ1m3i+4v3/tIamrBI51bBjOwltipwuDj9RULW/l/wP8APX5dy3pbz/4P+X59jrfGXiu08HeHLnVbkwPJGv7m3knERnb+6pIOTjngHpVqz8T6He6YNQh1jTntQyxvKl0jIkjYwhYHG7JAx15FcF44stduvhTr8vjK10Ga9t08y0fT43ZYhwN2ZeQ3XkdqPiPpGl2HwjeHTLG1s4Li4tHcWcSxByZEG75QMnHehb29PxB7X9fwPRIdc0i5jvJINUsZUsiRdNHcIwgxnO8g/LjB646GjTNc0jWhIdK1WxvxFgSG1uEl2Z6Z2k46GuK8Z6b4c8JeDIrGy8MafMt5eW1tDbFRFFJNu/dtOw5ZQRk7s56Hqa57wrp+paL8YbS1v7TwvYzyaVMXg8PxtGpXepBlVsc56HFCs3b+trg7pX/rex6ndeItEsdQj0+71jT7e9k27Laa6RJG3HAwpOTk9KyLXWL+T4oajo7z5sIdLhuI4ti8SNI4JzjPQDjOK43wJ4d8K6/4M1LVPEdjp91fy3l0dTurrBeFg548w4MYCbTwRjrWf49OqR+PNYfTjKbFdItf7SS2/wCPhrTzX8zym7EDrx0zgijZxv8A8DZ/1f5ja3t0/Rr8z11NZ0uTT5tQTUrNrKEsJbkTqY0K/e3NnAx3z0p1hq+m6raNd6dqFpeWykq01vMsiAjkglSRmvKPHaQXNr4C03wwmitolzM7W8WoBvsUrhB5Svt5JO5sA9W65rR8K+Ftc0PxNql5qMfhawiuNLZHsdC8yMOQ3yyNGwxxlhuHrSbsm+1/wQLW3nb8XY9AtvEOi3l1Ba2usafPcTx+bDFFcozyJz8ygHJHB5HHBp1nr2j6jezWVjq1jdXcGfNgguUd48HB3KDkYPHNedfC7wxoMXwrs9Ue3t7W9ubSYz6owUTRA7lJEjcqAoHAIAx9aZ4W0u18GeJfD+iar4f0g3k0cyadremDY84VORMmA24pyTllyRj1FtWm4/11/rzITvHm/r+vyO08e6/e+GPBd/q+nxwSXcHliNbhSUJaRV5AIPRvWl8EeI7jxL4e+0X0MUGp208lrfQRE7Y5kbBAyScEYI571l/Fz/kmWq/70H/o+OsDxBri/Dbxjq18yE2Wu2BuLdADg30Q27OO7grz6ioTsnf+tE/8/nYtq6Vv6/r/ADNFvH+pzfFS28PWlraNohnktJblgxladITK4U5wAMoDkHv+Cz+KPGmva9q9p4Qs9Cjs9Jn+yzS6s8peaUDJ2LH90Dpz16+oGVa6JJoGt/DazuTuvXlvZ7x/788kJZz+ZI/CtzXPCGn6jd3vibw14ibRdXj3Lc3drMr28jJwRcRnKttAI5xgnJzih+7v0vf/AD9A3enW36/iaOu+L7rw94Z066u9JaTXL9o7eDS4pgd1ww5Tf0Cjn5qraPc/EmPVLX+3tP8ADs2nzHbKdOllWW34yGPmcMBjBC85IPQVxs3iibU7L4deMNbjS3tY72eK7lUHyVZlaNJeeVUlc5PAzXsEt5awmAS3MMZuH2Qh3A8xsE4X1OATgelVazb8yeiXl/n/AJHP+DvEd54hk8QLdxwINO1eexh8pSN0abcFsk5bntge1Fz4ivbP4j2Ogzx2406/sJJreQKRJ56MNyk5wRtOemayPhh/rvGf/Yy3f8kqX4lqbCDQvEiEqdH1OJ5WB/5YSHy5B/48PypL7Pnb8V/m7lS+18/wf9IS88eT23xYtPCgt4jp8sAElxtbctwys6pnOMFV9D1rWuPEF3/wsSz8OW0ULW/2CS9vJGViyjcEjCkHAyc5zngdq861CF7rwVq/jiGMyXMOv/2pbkDkwQOIfy2Kx/Gt3SLu41BPHvi/Tz5kjq9ppzLyGWCI4Ix1BkLflSTtG76Jt/d/m7fILXlZdXb531/Bfidy3iPQ11X+ym1nThqO4J9kN0nnbiMgbM5zjnpU95q2m6c4S91C0tmMbShZ5lQ7F+83J6DIye1eRJ4b8EyfAc6tJbWTTnTjO2pFVNx9qxn/AFn3t3mcbc+1WL3TE8ReK/hrb+IrYXLSaVLLcwzch5Fjjb5x3+YZIPB71XK+bl7f5N/oTdW5v63S/U7G48SS3Hj3w5aabqEM+kX9ldTOYSkiSlCgUhxnpk9DWxqniHTLRriwGrWUeqiB3jtWnTziQpIIQnJ6Z6VzN/Z2un/FXwla2VtDbW8WnXwjhhjCIo/dngDgVyvhjQvCmtfDTWdX8Q2mnzajJdXbX91ckCSGYOdq+YcMnGzABHX3qJP3NOz/ADaLive17r8rnpHgbUrvWPA2i6jfzedd3Nqkksm0LuYjk4AAH4Cq/hDxHfaxc65p2qxQQ6hpV80DLACFeIjdG+CSfmX37Uz4Z/8AJM/Dv/XjH/KsHxNqUHgf4jw+ILk7NO1XTpYLk9B50AMiH6ldyitKjUZvtr/n+lvmZwu4Lvp/X6/I6PR/EV3q/jTXtOjjgGl6UsUPnbTve4YbmGc4wowMYzk9a09O8R6HrFw9vpms6dezIu547a6SRlGcZIUkgZrg7YW/hz4JX2pa/YvetqEUl9f26uUMr3DZ2lhyowygnsBXNW+marpHxB8GTXumeD9M+03DmKPQo2SdkMTZEmeGXoMjPP1pJe8ovyXz/r8Bt+65Lz+5f1956LoXiGeTxB4xTVL6NLDS7qNYml2RrDGYVZstxxkk5Jrpp9Qsra2jubi8t4reQqqSySqqsW+6AScEnIx615VqQJ034vAAk4HT/r1Wr3jLULOX4a+F9l3CxubvTjABIMyYdCdo74746Uo6pf8Abv4jel/+3vwPQ9S1nS9GiSXVdSs7GORtqPdTrEGPoCxGTVqGaK5gjnglSWGRQ6SIwZWU8ggjqK8Z17Ttb1/4va3bWln4WvntrO3FvB4gikk2wkZZolUEffJDE89BXbfDXRNR0DQLyx1CfS3YX8rxw6ZI7w24bBMY38rhtx29s0R1Vwlo7f1tcqeJfEfi4ePIfDPheLRNx037dJJqYlx/rCmAYz9O3rzXS6LPrdtosk/iyXSYrmIs7yWLOsCRAZyTJyMc5PSuC8TaB/wkXxtgs/7W1XTNnh/zPO0y58mQ4nI2lsH5ec49hWj4utbPwt4Bt9Lu0u/EjXN/FBbjWLovumZ9yGV8DMakdMYIGD1oXwrz/wA7Dkve9P8AK522ma5pGtCQ6VqtjfiLAkNrcJLsz0ztJx0NMuvEWiWOoR6fd6xp9veybdltNdIkjbjgYUnJyeleWeFdP1LRfjDaWt/aeF7GeTSpi8Hh+No1K71IMqtjnPQ4q14E8O+Fdf8ABmpap4jsdPur+W8ujqd1dYLwsHPHmHBjATaeCMdaa1t/XWwu/r+lzrb/AOIeiaZ4zj8P3d/p8K/ZmmmuZb5EEMgYARMp6MQc8kHjpXQahrOl6Rbx3Gp6lZ2UEjbUkuZ1jVjjOAWIBOK4HVfD+gXfxo0+K60jTZ0udImldZrZGEsgkUBjkfMwXPPXFJDpuka98Y9etNftLW7aysbZdNtbqMPGImBMjKjZBO7AzjilHVLvr+Df9emoPd+Vvxt/mehLqmntpn9prf2p0/YZPtQmXytg6tvzjHvmmWus6XfXklnaalZ3F1EgeSCKdXdFOCCVByAcjn3FeQNb2tho/wAWdP0faNEghBhjjP7uKcwnzlT0wcZA6dO1eh+A/DejaL4Y0y40/TbaC6nso2muFjHmyllDHc/3m5OeTTWuvkvxuJ6aev4W/wAyfWNfutP8Z+G9Hijha31MXJmZ1O9fLQMu05wOTzkGjxhr914fg0iS0jhc3mq29lJ5qk4SRsEjBHPp29qw/Gt3DpvxD8DX144htBLdwNO5wiu8YCAntkg074l3MTT+E9OVw15Pr1rLHApyxRCS7Y9AOp96S15fX9f8hvr6P9S14m8V6tFr8PhjwrY2t3rTw/aZpbx2W3tIs4DPt+ZiTkADnvTItY8baVoOvXXiKw0bzbKye6tbnT5HMMjKrHy2RzvyCoJOQCGwORVLTbqHTPjbrttfP5Uuq2Ns9gZOBIIwwdVPqDzjr1NdB40urdvB3iO0W4iNymlTyNCHG9VMbAMV64JB59jUttU7+v6/kXFJ1FH0/QwZtZ8fah4b0rW9DTw0tvPpkd1cpfCfeJSu5ggQ424xjJz1qv4S8T+ONS0a38S61H4dTQHtZLmRLNZxdBVUkYDErnI9a3PDP/JJNL/7Akf/AKJFVvhtLbQfCPRJbySKO2SxzK8xARV5yWJ4xj1rSatKaXT9bmcXdRv1/wCAZ+heIfiJrkOn65FpPh8aHeOji1FxJ9rSFjjdvP7skD5segxjNehysUhdx1VSRmvJ/EelP8M9L/4STwlrUkWmmZC+h3Enm21wHYfLB1KMcs3Gc+wGK9VlJazdipUmMkg9uKib9xtDXxK/U8y8M+IPij4o0S01m0j8Hx2dySVWZbkSABipyASM8HvUvjLxD8SPDCTX8cfhSTTWu1gtwy3Bm2u+1C/IXPIzj8KyvhZ4H+2+D9F1n/hKPE0HztJ9ig1DbbfLK3y7Nv3TjkZ5ya6f4uf8ibB/2E7T/wBGrVyVpJedvxQr6N+T/Ug1nxD448KeBta1rXYvD0t3bCL7IliJzGdzhW8zeQf4hjBrV8Pn4htqcTeIf+EX/s0qS/8AZ/2jzs4+XG/5cZ61R+M3Pwn1se0P/o5Kv+G/BH9gX633/CUeJdRzEU+z6jqHnRc4527RyO1KPV/1sOS0Xz/Q1fFetr4c8K6lq5AZraBmjU/xSHhF/FiB+Ncz4j1/xP4b8LeG4baSxvNd1C6hs5pr6MrFvdSScR4xyB07dqf8Xc/8IIevlfbrXzcf3POXP9Kb8S/+Prwb/wBjDb/yalHX5tL8v8wbt8k3+f8AkQf8JZ4w8L39oPG2naQ+l3kyQLqGkPJttXYkDzVk5IJxyMAe+QKn8Qa/4yfx03h7wvHoO2PT1vJH1NZs8uVwDGfYdvXmovi/d283hEeHo5kOq6vcQQWcAOXJ81SWx1wAOTWZrml69qPxfmi0HxCNGuY9CjLymzS4Eg85htw3TnBzQtber/K4PRP5fml+JveH/EeteKPDOuWjxx6X4j06SSzkeECSITBcq6Bs5U5HBzW74R1z/hJPCem6sQFluIQZlH8Mg+Vx+DAiub+E5jTQdStbhHGt2+oypqzyS72luMjMgOB8pGNox0HfqZPhPv8A+ESus/6v+1LzysdNvmt09s5p9beSf5fncXT5tfn+Vi1488V6x4c0y5k0bRWu5YLV7qW6uDttoUUHgkHc7nGAi+uSQK221uCz8KrrmousUMdoLmcqDgDbuOB/IVm/Ef8A5Jt4j/7B83/oJrH8aWlzffBG7gtEd5jpkT7UGSwUKzD8gahu0ZeVv1LSvKK73/QrWuvfE7WLNNa03Q9Ah0yZRNBYXk8v2uSPGR8w/dqzDpnpkZ6V6LEzvCjSJ5blQWTOdp7jPesrRNd0rUPC1rrFteQDTjbhzMXCpGAOdxP3duCDnpitdXV0V0YMrDIYHIIrSSs2jOLuk2LRRRUlBRRRQAUUUUAFFFFABRRRQAUUUUAFcD8SfHWo+FbZYdDtba61BIWvLj7SGMcNup27jtIOWYgLz2PpXesdqlsE4GcDqa+e9b8SXTeDPFkmqeE/E8Wq6uSZLubTClvBEpAij3k52qo645LGpbKij1nxZ4qvNG0/S7fS7OO71vVpBDZwyMVjVtu5nc9dqjkgcms/RvFXiax8XWvhvxjZ6Us2oQvLY3eltJ5TFOWjYPzuxznpWHf60t34p+HOuXNje6fZs91aFNQi8p45XjCplcnG7Bx6itbxbIt/8UvB2nWzb7q1W6u51U58qMxbVZvTLcCrej+b/r9SFrH5f1/kVf8AhL/HOvLf6r4V0vRW0O0leKMX7y/aLzyydxj2/KoJGBu7j8u08LeIbfxV4ZsdbtkMcd1HuMZOSjAkMue+CCM+1cj8KNTtLD4WILuWO3bSZLiK+DsB5LLIzHd6cEH8avfCKGSL4badJJG6faJJp0Vxg7HlZlP4gg/jRa11vtr/AF33G+/m/wCvl+pky+LrnXviXJpOleM9L03TrDyB5ASGdtRkYkvGpLZGANvy8gmt3XPEeo6bf6nZLrPhO1unWA6TBf3TJI2TiTzVzkg87dv41jeHPD2ip8WfFjJo+nhrVLKW3ItkzE7K5Zl4+Uk8kjrWV4F0Hwpr/gTUtW8R2djc6jNcXTarc3SqZbdwzZAY8xgLtIwR61Kdo69Ff+v60+ZTXvP5L8Lnq1xfWll5K3l3bwPM3lxiSQL5jYzhc9TgE49qgg17R7nTJNTg1axl0+LPmXUdyjRJjrlwcDH1rxX7Idb+HPw0stXEs8Fxq6wkSMVaSD94EBIOcFMfhW98S9JFle+EdE0PT9CtbC4vpXNrewmOylnCDyxIsYGSctgdyBnNU1Ztedvy/wAyF+l/z/yPS4Nf0a602XUrfV7Cawhz5t1Hco0SY65cHAxkdTWP4N8d6X4wst8FxZxXu+UGyS7WWQIjlQ+Bg4IwencVzHhHwXqlh4sv21y08IwWV5p/lTaXpCOElw42u8LjaRywz7034a2eh6V8Pr7W/wCy7Tz7d70TSwQKJjGsjnZuAz90DAz6Um0tfJv8RpN6ea/I7+HxHodzqbaZBrOnS6grMrWqXSNKCv3gUBzkYOeOMVJqet6ToqxtquqWVgspIjN1cJEHI643EZrwO8sr2HR/DOtwaH4P0fTLi/tHsfsm86jtLjAaQ8SHH3v15rqfEt1pifFDWn1LwneeKo47C3gRLWy+0myc722lW4G4ENuGcdO5oei/rsC1f3fi7Hqum6vpmswNPpeo2l9CjbGktZ1lVW64JUnnmq0N7eN4purJ7nSzZpbJJHAkh+1qxJBZ16BDjg+oNY3wz8Oy+GfA1jZXVlDaXrb5Z44wuQWYlQzD7zBdq5OelV7H/kter/8AYEt//Rr02rTS9fyYr+63/W6N7xJceIYbOJPDdjZ3N5LJsMl7MUhgXBO9gvzNyAMLzznoDWD4U8UeIZvFV/4X8VWWnx6jBbreQ3GnM/kyxEhcYf5gQ2fr6cZPReIvENh4Y0eTUb9m2AhIooxuknkP3Y0X+Jie349AaxvB+h34vr7xRr0ax6zqaqotlbctnbr9yHPdu7H1PHSlHd9v6t/Xb5Dlt/X9eRg2ev8AxI1/UNZ/sOPwoljYajNZJ9uW4Ep2HqdhI6Een0r0e1+0fZIftflfafLXzvKzs34+bbnnGc4zXm/iX4d+AbnTdV8TqPst1mW6OqW19JmOYMSWX59uQ4xjHXjg11XgG+v9T8A6He6mxa8ntEeRz1fjhj7kYP40R+G3VW/X/IJfFfo7m3aX1pqEBnsrqC5hDFDJDIHXcDgjI7g9axdU8SQw22m6nZa1oMekSXJS5uru6AV0weInB2l8g8E9jXn+s6u/ge98Y6Ba5WbVgl7pCA9ZrgiKQD6Phsemak1jRY7S98N+C9J0DQ9R1ez0ppBca2rPbJHuUPhB952cZzjIHsTSWqT9P1v91hvS6/ry++56L4cv7y/0mS9v7vSbiN5pDbz6ZIXhaEH5SWP8XBzjipLbxNoF7aXN3a65pk9tajdcTRXcbJEPVmBwvQ9a8r8HaSdV8IeOtAvNQ0vTVm1HyPM0xsWkUjqg2xhiPlLYUrkZyRW54VstOs/E8/hjWfCOi2eqPpm95tNUNa3kG8Bt0ZUEHdj7wOcHB9Xvt2X5X/r7xdL+b/OxveF/H2meLNGmmtrmzhv0Ex+xpdpLIqoxUPjg4PB6Y5HWqeieItYufhXpGvS6hpcd7LHG91dao3lQ7S+GPyYAbHA6DOKzPhbpGkw+Brm/t9Oso74TXkL3EcCCTaJWwpYDOMBePYVz9rPDN8Nfh/o6aLp+p6nfBvsQ1Qn7LEyq25pFH3/lYgL6nI5ApJ6af3fxuD3t/i/Cx6joOrzarLqV3/aGi3mlLKFs5tOmMhChcsJTkruzjp2qx/wk+gGe1gGuaZ512qtbR/a490wY4UoM5YE9Mda8z8A215pvjTxhYXkOhW0q2EDS2+hqy26N84+63R8dfwrEsPCWhf8ADO0usnTYG1VrNrn7ay7pldGwu1zyoAVRgYH5mm2lHm6JL9f8gWsuXq7/AKf5nuWoanYaTa/atSvraztwwUy3Mqxpk9BliBmub0fxBcal8Q9VsYr2O40mPTra5tvK2MpLl8sHHJBAHciud1K3sdd+KHhiw8QRQ3Vn/YslxbQXIDJNckqGypGGIQE4OfWqFhaadoPjPx+vhSK3heLR1kWK1IZUuB5hIC5wpBA+UYx6Un7ru/734XX6fkC95WXl+LX9feenJr+jSaq2lJq9g2pKSDaLcoZhgZPyZz056Ut7ruj6a0q32q2Nq0KLJKJ7hEKKxwpOTwCeAT1NeD6R4N8Qar4F029sYvANtb7Yp49XBnS8SQMDlpsff3cEdM8eldxc6BpevfHS5TV7GC9jt9DikSKdd8e/zGXJU8HgnGRxmqcWmo9dfwVxX0v/AFvY9NiljnhSaKRJInUMjo2VYHkEHuK5Hw3r2r6voOta9BENQSS6mGlWQZYQ0UZ2KN5H8bKTk5xmulvIvI0a4htI1j8u3ZYkjAAXC4AA6DtXJfDS6tLP4RaHPc3MdtbrbfvJpZAiqS5ByT05NL+a39X/AOG/Efa/9W/4f8Cl/wAJN460HXNIi8T2Ggy6dql0LNDpby+bDI3Klt/DDg5x9fY3vEHiTxPN4tbw14Ts9L+0wWi3lzc6q8nlbWYqqKqck8Zz04IrlvEnh0+AtR0XxJb+IdT1i7W8W1jstauFuTIspCsICQCjgc5HYc8ZB09dsIfG3xKuNJhvZNGudGtUL31lK0V7OsoJ2IwIAjU7SchuTgbck0bper/L+n+AbN+i/O3/AAPxLdp491ePw3rbapp1omuaVepYMtvIzW80khQI4J5C/OCQTnA7E4Gvp/ie5sr7X7LxHNZgaRDFdNeW8TRRvE6seUZnIYFGH3jnjpXOeCrG3vbDxL4B1HyLldMmTzNRtCVa4eT5/McksfOVlyTk8gelZOuwFIvEGtQTz6pY6URNPcXgUjULyMbUQiNUXyYTyQAMvnP3TQ/Lt/l/XzsCXTz/AK/D/M9O8N32qanpX27VLVLQ3EjSW9sFIeOE/cEnJG8jk4xjOO2ap6xr91p/jPw3o8UcLW+pi5MzOp3r5aBl2nOByecg1T0K+1S08Y3Hh+/1KbU4zpsV8lxNDHGyMXZGT92qjacAjIyOeTWf41u4dN+Ifga+vHENoJbuBp3OEV3jAQE9skGnpzLt/wAOvzEno/66XNzxhr914fg0iS0jhc3mq29lJ5qk4SRsEjBHPp29qx9a8T+J7zxfdeG/CNppPnWEEc93c6q8mz5/uoix85xznp244y34l3MTT+E9OVw15Pr1rLHApyxRCS7Y9AOp96ueIPCGk+J9Ve/0/VZtN8Q2KiI3unzgSR5G5UmToy8g7Tgkd8GpW1/N/kv1Ke9vJfm/0N7QJ9Yn0eJ9etLe11JSyypbSbomwSA655AYYIB5Gea5Lwd491DxB4qvLC9tLeHT7iOS40eaMHdPFHKY2LZJGfukYA4PesP/AITXWbn4Xa4k8sN7q8d8+iWl3agKt7IxCq6joD8x6cfLWTqd74o0CDwvqNz4GbRtO8OyJHJdLqkNx/o7gRupVRnnIOeeR+NUtZX6afiv00fzE9I26/5dPnqvkelXOsXunfEax024uA2m6rZyfZoygHl3ERBYbsZO5Gzg/wBziugu760sI1kvLqC2jd1jVppAgZjwFBPc9hXGeOGLeK/AjQEFzqjkEdSnktu/DFbvjPQh4l8Ialpf/LWWEtAwOCsq/Mh/BgKm9o3fR/8AB/Ww7Xlbv/w36GtdX1nYiE3l1BbiaVYYvOkCeZIeirnqx7Ac1xHiHxJrdj4Jn1CPUNLN6mqx2wl00+bGsZnVCjb84faSG9D0rG0PW/8AhY3ijwrJ/wAsdHsjf36HtdtmJVPupV2Htisa7Dn4T6wI2VZD4pbaWGQD9sXGRkZH41VrSX9faS/z+RLfuv8Aro3/AJHsd5rOl6dL5V9qVnayeWZtk86odg6tgn7o7npWJ4N8d6X4wst8FxZxXu+UGyS7WWQIjlQ+Bg4IwencVgeAray1C58QW3iO2juPFLSmLVEulDrJDn935SkY8gjGB69c8VV+GtnoelfD6+1v+y7Tz7d70TSwQKJjGsjnZuAz90DAz6VN7avtcq19F3sd/D4j0O51NtMg1nTpdQVmVrVLpGlBX7wKA5yMHPHGKxL/AOIeiaZ4zj8P3d/p8K/ZmmmuZb5EEMgYARMp6MQc8kHjpXkV5ZXsOj+Gdbg0Pwfo+mXF/aPY/ZN51HaXGA0h4kOPvfrzXoGr+H9Cu/jVYR3mkadMLnSJpZFmtkbzZBIoDEEfMwGeeuKpL3kn5r7lcm+j+X4ux6TvTy/M3Lsxu3Z4x65rNTxJoUlza2ya1pzT3aB7aIXSFplOcFBnLA4PI9KuXgC6dcKoAUQsAB24rwhvCWiQ/s6prKWEX9rGCO5F+RmdXEigbX6gAAAAcUur8rfjcpK9l1f/AAP8z3K31nS7vUZtOttSs5r6AZmto51aSP8A3lByOo6+tR6nr+jaK0a6rq9hYNKCYxdXKRF8dcbiM4yK871jwzovhTxL4Bl0XToLOY3zW0ksa4eVGibO9urn3OTUnhTR9C8SeKvGlx4hsbPUNUg1NoBHeRLJ5NsqgRbVbO0EZORjNHp0v+Fv81+Ir6X72/G/+R1/i7xfY+E/DE2syyW8xCbreFrhY/tJ44Q85OOeAa09I1rTdcs/tOm39peRjAdradZQjYB2kqevNeK/YbCb4J+LkSKK60zT9RuRo8sqiTy4gygGNjk4yWGR1r2XQNL0zS9KhXSrGztIZUWRhawrGrkqPmO0AE4xzT7/AC/EH0Xr+ByPinXtesNT8WJZXrRw2OgpeWq+VGdkxMmWyRzwnQ5FdlpmowXMcVq15DJqEdvHJPCHXzF3DhmUdM89hWhXA+LZofC/jzQvFMrCK0u0fSr+QngBvniY/RgRn0NSnbR/1v8A5pA1fVf1t/k2dmdV05ZLyNr+1D2SB7pTMuYFIyC4z8owCcnHFR6Zrmka0JDpWq2N+IsCQ2twkuzPTO0nHQ15IssEXw9udf1TSItSu/FWsxy21tcuUiGWxbiU/wBxQgJHQ5wetS+FdO1LRfjFaWmoWnhexmk0qYvB4fjaNSu9SDKrY5z0OKa3s/6drhLRXX9a2O08HeJJLvQtRvdc1CFBDq1zapLMUiUKsu1FzwM9AO5rqp721tZYIri5hikuH2QpJIFMjYzhQepwCcCvFbt1i+EutSyMFjj8UO7seiqLxck12njW7tn8ZeBIEuImmbUXlWMOCxTyXG4D0z3ojqo/Jfel/mD0cvm/xf8AkdZqOv6No8sUWp6tYWMkozGlzcpGX+gYjNZXijUdRstX8MRWNwY4bzUvJulCK2+PynbHIyOVHIxXl9voniDxN4v8YPb6d4N1CaPUWhca7FLJcRRAYj2hRhUK9CMEnPpXqPw/0670nwPpmn3t5a3c1ujIJrSVpIioc7QrNyQFwPwxRHVKT8n+oS0bXqg8EajqGp6PeTalO000epXUCMUVcIkrKo+UAHAHWulqve39nplo93f3cFpbJjdNPIERcnAyTwOasA5GR0o6B1CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvP/jb/wAkh13/ALd//R8degV5/wDG3/kkOu/9u/8A6PjoA9AooooA+YP2jv8Akoen/wDYKj/9Gy0UftHf8lD0/wD7BUf/AKNlooA9/wDAn/JPPDP/AGCrX/0Utc/4t/5K98Ov+4l/6IWug8Cf8k88M/8AYKtf/RS1z/i3/kr3w6/7iX/ohaAPQKKKKACiiigDkdU+GHgvWtYOrahoMEt6zBncO6K5BzllVgrE98g575rrI40ijWONFREAVVUYAA6ACnUULRWDrcKKKKACiiigAooooAKz9a0LS/EWmSadq9lFd2knJjkHQ+oI5U+4INaFFDVwMDw14J8OeEBN/YWlx2jT48x97SO2O25yTj2zit+iii4BRRRQAUUUUAFFFFAFe/sLTVLGayv7aK5tZl2yRSqGVh7isDw78O/CnhO9e80XR47a5ddhlaV5WA9AXY7ffGM109FC0d0G+hkw+GtHg1DVb+OyVbnVVVL197HzQqlQMZwOD2xXK/8ACkvh5/0L3/k7cf8AxyvQKKAuc5r3gPwx4mtbO21jSo7mOzXZAfMdGRcYxuUgkcdCa0NB8O6R4Y05dP0Wwis7YHcVTJLH1Zjksfck1p0UXCwUUUUAFFFFABRRRQAVyC/CzwSuuDWF8PWwvBJ5oIZ/LDevl7tnv93rz1rr6KOtw6WM280DS9Q1nT9XurUSX+n7/ssu9h5e8YbgHByPUGsnxD8OvCXiq+W91nRori6VdvmrI8TMP9oow3Y7ZziuoooC5nnQ9KbRP7FbT7Y6Z5flfZTGPL2+mP1+vNZHh34d+FPCd695oujx21y67DK0rysB6Aux2++MZrp6KOtw6WCiiigArP1TRNO1sWo1G2FwtrOtzCrOwUSL90kA4bGehyK0KKAM7VtC03XPsn9o2wma0nW5t2DsjRyL0YFSD+HQ960aKKACiiigAooooAKKKKACiiigAooooAKKKKACuNHwp8DLd3dyvh22Et2jxy4dwoDfe2Luwh91AIycda7KigLmFq3g7w/rqwrqmmR3Sw27W0YkZsLG23IHPX5Vw3UY4Ip/hzwloXhG0kttC06OzjlbdIQzOzntlmJJA7DPGTW1RRcLGfdaJp97q1jqlzbmS8sQ/wBmcyNiPcMMQuduccZIzSWuh6dZaxe6tbW3lXt6qi5dXbEm0YUlc7cgcZxmtGigCC9s7bUbGeyvIVmtp4zHLG44ZSMEGuetPh34UsdAm0O20oJps063MkP2iU7pFKkHcW3fwjjOOK6iihaO6B6qxQ1nRdN8Q6XNpurWkd1ZzD543yPoQRyD7g5rI0H4e+FfDF5Hd6NpEdrcRq6LKJXZirYyCWY5+6MZzjnGMmumooWmqB67nJal8MPBmr622sX2gwS3zOHd/MdVdh3ZAwVvfIOe+a3k0bT49Zm1dbcC+mgW2kk3N80akkLtzjqT2zV+ijpYNznD4E8MtoE+hNpUbaXNM05tmkcqjk5JTJzH34TAGTjqad4e8DeGvCkVzHoulR2ouRiZt7u7D03MSQPYHFdDRQBm2Gg6XpmgpodrZoumJG0Qt3JkUo2cqdxJIOT1rJ8PfDnwl4Vv2v8ARtGjt7pl2+a0ryMoPXbvY7fwxXUUUX1uFtLFHV9Isde0yXTdSg8+0lKl497LnawYcqQeoHeodY8O6Tr32L+1LNbj7FcLc2+5mGyReh4Iz9DkH0rUooAo3ej2F9qVhqFzBvurBna2k3sPLLrtbgHByOOc1zWo/CfwPq2qzane6BE93M/mSMs0qKzepVWC89+Oe9dnRR5gUrjR9Nu9IOkz2FtJpxjEf2UxDywo6AL0AGBjHTAxXPaH8MPBnhvU01LStEjhvIwQkrzSS7M9wHYgH3HPWuuoo63DpYoaXomn6Mb06fb+Sb25e7uPnZt8rY3NyTjOBwMCpNU0yz1nTLjTdQgE9ncoY5YySNyn3GCPqKt0UPVWYX1uZkHh/S7bw6NAitFGliA2/wBnLMR5ZGCMk579c5p+iaHpvh3SYdL0m2FtZQ52RBmbGSSeWJJ5J6mtCigPI4//AIVX4H/tr+1/+EdtvtfmeZ95/L3evl52f+O9ea6G40XT7rWbPV5rfdf2SOlvLvYbFcAMMA4OcDqDV+ihaaA9dyjNo9hcaxa6tLBuvrSN4oZd7Dar43DGcHOB1FYdx8NvB134gbXZ9Btn1B2LtIS21mI5YpnYW75xnPPXmuqooAqaZptpo+mW2nWEPk2lsgjij3FtqjoMkkn8TVTxD4Z0fxVYJY63ZLd28colVC7LhhkA5Ug9zWtRQ9XcFpsV7uxtL6wlsbq3jmtZUMbwuuVZfTFczpHwv8GaDeQ3mm6JHBcwS+bHL50jsrYK9WY8YY8dOhxkCuuoo63DpYz7bQ9NtLnUbiG1USakwe73MWEpC7eQSQBtGMAYrnbT4U+CLCSSS20CFJHkSUv5shKsjbl2kt8oyBwuAcYORXZUULR3DdWOe8S+BvDXi9oX13So7uSAERyb3jcD03IQSPY8VpaNomm+HtLi03SbOO0tIvuxpn8yTyT7kk1fooWmwPUoHRNPOvjXTb/8TIW32QTb2/1W7dt2529ec4zRrOi6b4h0ubTdWtI7qzmHzxvkfQgjkH3BzV+ijpYL63OZ0H4e+FfDF5Hd6NpEdrcRq6LKJXZirYyCWY5+6MZzjnGMmoNS+GHgzV9bbWL7QYJb5nDu/mOquw7sgYK3vkHPfNdbRR1T7AYHiTwV4d8XLbDXdMS7+zE+SfMeMrnGRlCDjgcU3xF4F8M+LFgGt6TFdG3G2Jw7Ruo9NyEHHtnFdDRQBi2/hLQbTw1L4dttNih0mWNo5LeMsu8MMHLA7iSO+c+9atrbQ2VpDa26bIII1jjXJO1VGAMnnoKloouFijrGjabr+my6dqtnFd2ko+aOQZ/EHqCOxGCO1Y3h34d+E/Cl415oujRW9yw2+c0jyso5+6XY7c55xjPeunooWmwPXcxvEXhPQvFlolrrmmxXkcZzGWJV06Z2spDDOBnB5xzVPSPh/wCFtB0y/wBP0zSI4Le/Qx3I8x2eRCMFd7MWAwTwDxnNdLRQFypbaZZ2ekRaVBDssooBbpFuJxGBtAyTnp3zmobPQtMsNCTQ7ezT+zEiMIt5CZFKHqp3ZJHPetGih63v1BabHG6V8KPA+ianDqNhoESXULbo3kmklCt2IV2IyOxxx2rsWUMpVhkEYNLRQ9VZh1ucB/wpT4e7t3/CP85z/wAftx/8crr9W0TTtcsVstRt/Pt0kSVU3suGQ5U5Ug8EVoUUXAoazo2n+INJn0vVLf7RZz48yPeybsEMOVIPUDvV4AKAB0HApaKAMbxboS+JvCep6MxCm6gZUY9FccqfwYA1nyeGbXxh4P0yy8Y6XvnjSOSaDzyNswUqSGjbnqe+Oa6migL/ANepzPh34e+FPCly11ouiw29w3HnMzSuowR8rOSVznnGM962F0ewXXH1kQY1B7cWzTb25jDbguM46nrjNXqKLhYwb7R49M/tvW9F03zdcvbcBlExUTuikRg7m2jGevFP8IaF/wAI14S03SWbfLbwjzn/AL0h+Zz+LE1t0ULT+v67g9TmvEnw/wDC/i+8hu9d0z7XPDH5aN9oljwuc4wjAdTVnw14P0HwhbT2+hWH2SKdw8i+c8m4gYH32NblFC00QPXc4mb4ReAp9SN+/hy388uJCqySLHkf9Mw2zHtjBrtVVURURQqqMBQMACloo6WDd3CiiigAooooAKKKKACiiigAooooAKKKKACqeq6VZa3pdxpuow+dZ3C7JY9xXcOvVSCPwNXKKAM3V9A0rXtJbStVsYrqyYAeXJnjHAIPUEeoOapeGvBPhzwgJv7C0uO0afHmPvaR2x23OSce2cVv0Udbh0scjqnww8F61rB1bUNBglvWYM7h3RXIOcsqsFYnvkHPfNdZHGkUaxxoqIgCqqjAAHQAU6ihaKwdblG30ewtNWvdUgg2Xt8sa3Em9jvCAheCcDAJ6AVz+qfDDwXrWsHVtQ0GCW9ZgzuHdFcg5yyqwVie+Qc98111FAGbeaBpd/8A2d9os1I02ZZ7RUYoInUYUgKQMAHGDx7Uut6DpfiTTJNN1iyju7SQgmN8jBHQgjBB9wQa0aKHruC02MDw14J8OeEBN/YWlx2jT48x97SO2O25yTj2zim6f4F8NaXr15rdlpUcWoXiutxIHcq4cgt8hO0ZI7D+ddDRQBxdt8JvAtpdtdQeH4UmMiyhvOkOxlYMCo3YXkD7uOOOnFcd4z8D6nqHjfUdTvfBaeLLW4SIWbLrH2I2iKuChXjdliTnmvZaKVgOP+HHh/U/DnhqS11LEXm3LzW9kLhpxYwsBthDt97bz04yT1610SaPYR63NrCQYv5oFt5Jd7cxqSQMZx1J5xmr1FU3d3ElpYw/EvhDQvF9tBb67YC7igcvGPNePaSMHlCDWfoHw08I+F9UXUtG0j7NeKhQSfaZX4PUYZiP0rrKKS02G9dzjpvhT4HuNZbVpvD1u928vmtl38tm9THu2H3GMGuwACqFUAKBgAdqWijZWDrcyNT8L6LrGradquoWKz3unMXtZS7DyycHoDg8gdQar+JfBXh3xesA13TI7swE+U2942XPUbkIOPbOK36KLaWDzOdtvAfhe00a+0e30eCPT7/H2m3Bba5ChQevB+UHIwcjPXml8NeB/DfhBpm0LSo7R5xiSTe8jkem5ySB7A4roaKL9QtpY52w8C+GtL1281uy0tIdQvVdZ5VkfDByC3y7toyR2ApLzwH4Y1Dw3a+H7vSo5dMtMeRC0j5jx6Pnd+vNdHRR0sHW5z+heB/Dfhrzv7G0uO0M0IglKO53oCSM5JyfmPPXpzwKsR+FdFi8LHw0lljRzEYfs/mv9wnJG7O7qfWtiih66MFpsYWveDfD3ifT7ex1nTI7qC2/1OWZWj4xwykMBwMjPOBnpT9F8I6D4clMukabFZsYEtz5ZbBRSSMgnBOWJLdTnkmtqigOljj0+FfghNbGsL4ftxeCXzQd7+WG9fL3bP0roU0XT49el1tbfGoy24tnm3tzGDuC7c4698Zq/RQtNED13CuN8J+F307RtX8N6rYQz6OL2VrMSBHSWCQ7wpXsVYsOQOgIrsqKLBc5HQ/hh4M8Oakuo6XocUV2gwkkkskuz3UOxAPuOevrVnxJ4A8LeLriK41zSIrqeJdqyiR43x6EoQSPQHOMnHU10tFD1BaGTovhjRvDmktpej2KWdo2dyxMwZiepL53E++cjA9KnttE0y00NdFhs4hpqwmD7Ow3KUIwQc9c5OSeTnmr9FD13BabGVo/hzS9B806fBIskoVXlmnknkKqMKu+RmbaOy5wMnjmp9Y0bTdf02XTtVs4ru0lHzRyDP4g9QR2IwR2q9RQ9dwWmxzHh34d+E/Cl415oujRW9yw2+c0jyso5+6XY7c55xjPeote+Gfg7xNqbalq+ixz3jKFaVZpIiwHTOxgCe2TzgD0rrKKHruC0MZPCehRW+l28WnRxQaVJ51nFGzKkb4I3bQcMeSctnkk9av6jp1pq+m3Gn38ImtLmMxyxkkblPUZHI/CrVFD13BabHI/8I9cS+O9KuTbmLR9EsGjs2aXeZJpMKeCS3youMnklu/NddRRRcDI0Xwvovh2e/n0mxW2kv5vOuWDs29+eeScDk8DA5qJvCGhNpU2mGxzZzXf214/Ofmbfv3Z3Z+8M4zj2xW5RQBmzaBpk+vW+uPbY1K3iaFJ0kZSUPVWAIDjuAwODyMVQ0/wL4a0vXrzW7LSo4tQvFdbiQO5Vw5Bb5CdoyR2H866GigDi7b4TeBbS7a6g8PwpMZFlDedIdjKwYFRuwvIH3cccdOK1fEvgrw74vFuNd01bs2xJibzHjK5xnlCDjgcVv0UB5jDEhhMJX92V27R6dMVkt4U0RvCw8NGyzo4jEQt/Nf7oOQN2d3X3rZooBabGffaJp2pXFhcXdv5kunzedatvYeW+MZ4PPB75rH8Q/Drwl4qvlvdZ0aK4ulXb5qyPEzD/aKMN2O2c4rqKKA2KA0TS10RtFWwgXTDEYTaqgCbD1GB65NVfDfhXRfCNjJZaHZC0t5ZPNdPNd8tgDOWJPQCtmii+t+4dLBWbrug6Z4l0mTS9XtRc2chVmjLsvIOQcqQRz6GtKii1wMu/wDDej6poH9hXthFNpgjWIW7ZwqqMLgg5BGOCDms3Qfh74V8MXkd3o2kR2txGrosoldmKtjIJZjn7oxnOOcYya6aii+twtpYyYvDOjQ6TeaUthG1jeySS3EMjM4kaQ5Y/MTjJ546dsVlaR8NPB+gzW8+m6JFBNbz+fHL5sjOH2lfvMxJGCflPHOcZrq6KFpqg3OW8Q/Dnwl4qvxfazo0dxdBdhlWWSJmHbOxhu/HNdFZWVrptlDZ2VvHb20KhI4o12qo9AKnooWisgeruZ2uaFpviTSpdL1a2FzZylS8ZdlyVII5Ug9QO9aCqEUKowqjAA7UtFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXn/xt/5JDrv/AG7/APo+OvQK8/8Ajb/ySHXf+3f/ANHx0AegUUUUAfMH7R3/ACUPT/8AsFR/+jZaKP2jv+Sh6f8A9gqP/wBGy0UAe/8AgT/knnhn/sFWv/opa5/xb/yV74df9xL/ANELXQeBP+SeeGf+wVa/+ilrn/Fv/JXvh1/3Ev8A0QtAHoFFFFABRRTZN3lPs+9tOPrSbsrgjz27+JOqy3F/N4f8HXWsaPp8jR3GoLeJFlk+/wCWhBMgHqOp4rtND1qz8Q6JZ6vp7lrW6jEibhgj1B9CDkH3Fcf8IJYR8LLIyHa0T3Aud/VXErlt1S/B1cfDTT2AxG81w8Qxj5DM+MD0qrWuu1v6/wAgffza/r9Tu6KKKQBRRRQAUUUUAFc/4t8VReFrCB1s5b/ULyUW9lZQkB55D2z/AAqO7dq6CuA8XuI/il4CaYH7OXvFUn7okMQ2/j1xRu0g6NlvQPHN9eeI18P+I/Dsug6nNCZ7VGukuI50X7wDrgbh12+nNdpXA+LtknxR8BxR4Nwsl3I2ByI/KwT9M8V31G6uD0dgooooAKKKKACiiigDI8S+IrPwtoc2q3wkeOMhUiiXc8rscKijuSa5nTfiDqqa3p+neKfCU+grqbGOzuPtsdwjyYzsbaBsJ7Z5J7U34puI4PCssoP2VPEFqZz2A+bBPtnFL8UtjweF4Bj7TJ4gtPJGMtwSSR9BRHdX72/L/MJbfK/5/wCR3jtsjZ9rNtBOFGSfpXnVz8S9Z0t7a+1nwPf6d4fnmWIX8t1G0sYf7pkgHKc4yCePc4B9Hrz3xHN/wn+tDwpp2W0uxuUk1q8H3QUO5bdD3ckAtj7oHrxQviX9adQfwv8Ar0NXxf4u1Lw/qej6bpGgf2zean52yL7YtvtEYUnllIPB9R0rQ8Narr+qRXDa94b/ALEeNgIk+3R3Pmg5ycoBjHHX1qt4r8E2niy4065l1TVdNuLDzPJm024ELjeAGy20novbHU1ieC5tU0fxrrXhG61i51iytLeK7t7m7bfPFvJzG7/xHuD6enSiPZ7/ANfoEtkz0GiiigAooooAKKKKAGSyxwQvLK4SONSzsxwFA5JNebP8VdSFk+uxeC76Twojf8hQXSCQxg4MggI3bc+/Tniuv8aiZvAuvi3DGU6fPtC9c7D0rnrW5sR8B45iyC0GgYO7kf6nBB988fWpbspS7W/X/IpK7S7/APA/zO5trmG8tYbm3kWSGZBJG6nhlIyCPwri9W8eaoNevNJ8L+FptfksABeyi8S2jicjIQFgdzY6gdP5a/gGOSL4e+HUlBDjToMg9R8grC+GDjz/ABhFICLpfEFyZQ3XB27T9MdK0lG03FdL/ml+pEXeCl3t+Tf6F2H4k6PJ4GfxQ8NzGkcht3sioM4uN23ytv8AeJ6exzxVTTfiDqqa3p+neKfCU+grqbGOzuPtsdwjyYzsbaBsJ7Z5J7V5/M8Y8+8XnTD8QEZ2UYTAAGfpu713/wAUtjweF4Bj7TJ4gtPJGMtwSSR9BSjrZ92l96X+f4DkrXXZP8G/8jvqKKKQBWD4u8RyeFdFGrf2e15axTILvY+1oYScNIBtO7b1xx9a3qzteu9OsNA1C61bZ/Z8cDm4DjIZMcjHfPTHfNKTsrjiruxmat4tjs9U0LTdOtl1G61d96Ks2xY7cDLTE4PAGMDjOeDXSV4z8I4ZdG8QyWeu288GoXunxy6QbiXeUsgSfIBIHzLkEj+WK9mqmrf1/Xz87kp3/r+v+GCiiikMKKKKACiiigAooooAKKKKACiiigArD8Y6zceHvB+q6vaJE9xaW7SxrKCUJHqAQcfjV3XL2TTvD+pX0K7pba1lmQepVSR/KvFb/wABaRJ8Gp/FZur99eutN+13V+t4+64Ljc0bjJUpkgYxn5RzUSb5ZeX/AAf8iorVeZ6ZP4ovovGPhjSFit/s+q2c087FW3qyIpAU5wByeoNdbXkvifRbfxB468Cabdy3MdtLptz5ot5jEZFCJlCRztYcEDGQav8AhbSrTwd8VLzw1ojyx6Pc6Ut+1m0zSLBMJNmV3EkbhycnJx6AVs1rb1/Bv9EZRel/T8Uv8z0uiuE+KMC2miWviW1lEOsaROr2bBSTPvIVoMDkh84x6496zvBl3fTeFtT8Y2WnrrPiPUrk+dZeeIDAqNtFvucfL5a5JyOSe+Qaha38v6/rt9xb6ef9f1/w53XiDW7bw5oN5rF4kr29om91hALkZA4BIHf1q/FIJYkkXIV1DDPvXlHxAhvfE/wu1i98U+Fv7JvNO/e2Sf2gJ+eBvzHgdyMHNM8b+FtI8LfCKe10K2axS4vLSZysrufMMkY3AuTjoPahb29PxB2tf1/A9dorzTxD4b8L+CPBt1bxwapI2rXMMMqW94/2jUZyeEZyeA/zb8Y4Le1YHgKwu/DnxNhsE8KyeGLW906V5LT+1ftqTsjLh+p2kZI/H60Kzdv62v8A1+QPRX/rex7VXOW+v3U3xDvvD7Rwi0t9OiukcKfMLs7KQTnGMKO1cH4U8DaP4+0ebxRr73suuXV3N5dxHdOj2OyRlRIwp2jbtBGQeTVfxxq+paJ8Q9WmsWaCCTSrSG8v1G+SyhaZwZVT+Ij68Zzg0dY36/5MHs/L/NHs9FePeN7EaVpvhPwp4c06TUtL1GSaWe2i1AW7X4VA2HnPUNuLH1xgYqx4E0LXtC1XVE/4Rabw94fmsGP2RtWS9T7QD95edykqTnt8o9qTdk32v+A0r28/87HrNFeR/CvwTYSeBtN8RJLOfEE1nLFb3kszMLZTuRVRM7do68gnJNR+BtE0zwt4p0611fSNR0vxPcRyqb5bxp7bVSB8xLFjhj9/aVUjA+lW1aXL/X9f1qQnePMv6/r+rHofjHxE3hTwrea0tn9sa22Yg83y95Z1X72Dj73pTvCXiNPFPh6HUxbNaSszxT2ztuaGRGKspOBnBHoKw/i5/wAky1X/AHoP/R8dYsus23w58ZeIhdkJpup2bavbLkAG4QbZUGf4m+U4qE7J38/wV/8AMu10rf10/M2pfiGo+JVv4Rg0tpYnYxy3/n4VJREZCgXb8xC7c8jG7849Q8e6xLrWoaf4W8IT64mnSeTd3DXsdqiy4zsXeDvx39PxBPN6ZpM+l658PJL4f8TLULq+vr0nqZpICxH4DC/8Bro9W8G63pmsX2v+C9Wjtbq7bzbvTL2Pfa3TjAzkfNG2M5I6nHQUO8bX+fr/AJf8ANHt1/4P/ANjVPGdnovhS11zUbS8ge5EaxWHlZuXlfpEE7t7e1Z2j+LfFVzqlrb6z4Cu9MtLk7Fuor6O58tsZHmKoBRcA8nocDvXLXfieLxPefDbXruAWtrLfzpLG7AolwFKJhuhG4HHrXr1Vazb8/6/r0J7Ly/z/wAjA8MeJv8AhJH1lfsn2f8As3UpbD/Wb/M2Y+foMZz05+tEniUweO4PDUtntS4sWu4Lrzc72VsNHtxxgEHOawPhh/rvGf8A2Mt3/JKk+IgOm33hjxKnH9m6ksU7YHEE48tyfxK0l9nzt+K/zdxy+15X/B/5aF258d2tt8SbXwc1tmSe1M32nzOFf5iI9uOpVSc5H0rQufEgh8bWPhuK182Se0kvJpvNx5KKQq/Ljncxx1GMd68x1UGTS9U+ICAs9n4jSeJlz81rCRbkcdjlzXRWN/JJq/j7xfAnm/YIDY2XHDeRGXfH1dv0pJ2jzPpdv0tdfi0vkNpuVl6L1vZ/gr/M9JorxQeAdGn+GR8ZyX94fEzaf/aX9tfbJA4l2b8YztwPuYxnHvU+r2Z8aeJPh7Dq7zxrqGkTS3kcLmIygxxsyEjkKx4IGOOKqzvy9f8AgN/oybq3N0/4K/zPQdQ1+6tPHmi6FHHCbW+tbiaV2U7w0e3GDnGPmOcg1t307W2n3NwgBeKJnUN0yATXBPpNjoPxK8HaZpsHkWdvpt8sUW9m2jKHqxJPJPU1zmgeD9M8ZeE9Q8YapcX/APb9xLdMl3BeOj2iqzKsSAHaF2jGCDwx9qiT9y67P82i4r3te6/K56b4P1i48QeD9J1e7SJLi8tllkWIEICR2BJOPxrH13x3c2uvyaB4c8P3GvarAiyXSJOsEVurDIDSNkbjwQuOQevGKsfDP/kmfh3/AK8Y/wCVZfw7kUeIvHNvKw+2rrTSOp+95TIvln6YBxWk1+8aXS/5pfqZxfuJvyNLwv42fWtWudD1fR7jRNdt4/OazmkEqyRk43xyLw46Z44PHODXW15/qxjuPjj4cjgIM9tpl1JcgdVjYhUz/wACzUfgQg+CfEwBBxqeog+3ztUOXu83k39zsUl71vNL71c9EqK5kMNrNKoBZELDPTgV448mn3Hwm8E6Pdaff6tdX8Ki30m1u/s6XZVCSJX4wi5DdeoXtmp/hxBd6Rr3inRn0OTQbRbKK4TTGv8A7WsbMHBdXz/FgZHtRU05l2v+A4a8r72/F2O08NeJdZ1vwv4c1QaTFcNqIBvXhmESWq8/OFYktyAMA55rYtdftbvxHqGhxxzC6sIopZXZRsIkzt2nOc/Kc5Ary3SP+RM+E/8A2EE/9Fy1Z0j4e+Fpfi9r+/S8/Yktb23/ANIl+SZyzM33uckA4OR7Vcl77XS7/K/9f1aIv3L9bL87f1/V/XqK8ibV2+H/APwnOjxKVOBqOkp/eNwdm1fYS4/OvQfB2hDw14P0vSMDfbwKJSO8h5c/ixNStVf0/wCD9xT0dv6/pnKp8QfFOoanqtvoXgM6la6deyWT3B1eKHc6dflZcjqD3616DayTS2kMlxB5Ezxq0kO8N5bEcrkcHB4zXj3hTQ/FWp6r4vm0Pxj/AGLbL4gula3/ALMiudz/AC/Nuc5HBAx7VrfEeGy1bVdK0CbRL/xPqa2zXH9mx3/2O32ghTPI2R82QQo/2m9qF8K7u35XG17z7K/5nqFFeG6Lq2r+G/hj45it7ObS5dMujHa2ZuvtBsQ6pkLJ3A3Fh/jXb6B8K/DGjz2mp2QvPtvlMLi5+1u320OhDeYCSCCTu+XHIBo9PL8V/X/BF/wfwOm0jX7XWrrVLe2jmR9NuzaTGRQAzhQ2VwTkYYdcVq15J8OPAfhqz8UeIb+DTdtzpOrPBZP58h8pPLXjBbDfebk5PNV/DHgnRfiF4bm8VeIpLmfWbuacpcC6dDYBXYIiAEAbcZ5B5NK/up+Sf9f1p3HbV+tvz/yPY6K8Kuri+8U+Afh1/aF/crcXWr/Z3vIXKyso81N4Y85Kjr75r2Dw94a0nwrpn9naLafZbTzDJ5fmO/zHGTliT2FVa1/J2/L/ADJvsv66/wCRBpfiL+0vFGu6L9l8v+yjAPO8zPm+Ym77uPlx06nND+ItvjiLw39lzv09r77R5nTEgTbtx75zn8KwPDEiD4reOYSwEjCxdVPUr5OMj2zxSySK/wAdIURgWj8OvvA/hzOuM/kaS3j5r/21v8yns/l+aDUPH+pT6zd6b4T8LT+IDYv5V5cfa0toY5OPkV3BDsO4HTjrU9z46ubLRtFvL3w/c2l1qGqR6ZLaXEoUwMxILhgCHX5eCMbhzxVL4OvEfBUsRZTex6hdC9H8Ql8wn5h2ONtO+KX+p8Jf9jLZ/wA2px3in1t+LQP7Xlf8LlfxP8QfFXhmSeWbwF5mnLci3gu/7YiHnbm2odgUld3HB6Z5q7J471fSNCutS8TeEptMkWWOCytYL2O6e7kckBRtA2846/h6Uz4uf8ibB/2E7T/0atdJ4n8NWPivRX0y+aaNd6yxzQPskhkU5V1PYipV+X52/L8fwB25vl/n+BmeHfEniPUNVNlr3g240ZWiMkVwt6l1GxBAKsUA2HkYz1wfSrnjTxK3hHwtda0tl9taBkUQeb5e4s4X72Djr6Vzmlav4n8MeLNM8M+JLy21i01NZBY6lFF5U4aNdzLLGDjGOAR7E9eJfjKGPww1IK21jLAA2M4PnJzTeyt/WoR3syew8T+ObmZ1u/h59kjELusn9tQSbnCkqmAONxAXPbOaxpviP4zt9bttHl+HG2/uonmhi/tyE7kXG4524GMjqa6Xw3oXivTdQ8/WvGf9sWhiKi2/suK3w3GG3Kc8c8e9Zusf8lq8M/8AYMu/5rR9pL1/Jsm/ut+n5oTWPHev6VH4ftR4PM2t6uZh/Z/9pxr5XljJ/ebSrZU57V0HhrVdf1SK4bXvDf8AYjxsBEn26O580HOTlAMY46+tcd8SbTUb7x94GttK1P8Asy9d73y7v7Os3l4iUn5G4ORkfjXZ+GtM1zTLSaPXfEP9tzPJujl+xJbeWuPu4Q4PPOaa1V/63/rcclay/rqQ+KdeudIbSbPT0gkv9TvktohMCVVMFpHIBBOFU9+pFZPiLxtrWneLl8O6F4VOtXAsheSN/aCW21S5X+NSDyB379Kj11i/xk8JRuf3cdjeyIPVyFB/Smx/8l5n/wCxeX/0eaUdbed/wT/VA3a/lb8Wv0Zo+GPG39tanPomq6Tc6Lr1vH5z2U7iRXjzjfHIOHHTJ45OOcZrn5Pib4hzqt3a+BZbvSNMupbee8i1OPdiM4ZhEVDE45x+tXfERWf4x+DorUqbm2tryW6A6rCyBVz7FulcGLnxraeGfGUukjS/7CGrXounEbvexoWxI6KSEOF5wT2NJvS/k/TR2+4dunmvXZ/j+h6dq/jH7NoGieItPEUuj3lxAty0qkOkMvyhxzwQzLkHPGa62vPPFVppsHwHvLfTGMunR6SptnbqyhQVY+/Q12+kySTaNYyy/wCse3jZ8+pUZq2knJdn+f8Aw34kJ3UX3X9fmXKKKKkoKKKKACiiigAooooAKKKKACiiigAooooAK891r4h69o/2q/PgPUH0G0kKzX0l1HHLsVtrOsHLFepByMjngV6FXCeNdSl8QTy+BdEO++u4x/aNwPuWNs33i3q7DIVevOeBS1voNW6mlr/ja20nSdMubCyn1S81cqunWcJCtMSu7JY8IoHJY9Kg8OeNL7Udek0HX/D0uh6p5H2mCJrlLhJogcEh1AGQeq+nNQ+KPBd9cw+H7rwzeW9pqXh84s1vFLQyRlQjI5XkfKOoH5ZyOctV8U3Pxg8Op4judHa7tbK6mMGlRybY4mCqGZpDnLMcYxgbfeqVnK3r+WhLvyp+n33NRfH/AIrv9R1SHRPAX9o2they2ZuP7Yih3shwflZcjse/XrXoFrJNLaQyXEHkTPGrSQ7w3lsRyuRwcHjNed6z8NhYrq+taR4v8QaXcySy6gY1ux9lWXO4lowoyvGOSeOua6rwTrN14g8FaRq16gS5urZXkAGAW6ZA7A4z+NKPw+en9fgOXxabamTd+IfEt94+m0PQbfShY6akEmoy3zSeYwkJOItvGQqn73Ga17/VfEFudWFn4Z+1i2EX2E/b44/tu77/AFH7vZ/tde1cD4a8B+GYvi34kkTTMPphtLm0Pnyfu5HV2Zvvc5IHByKg8MeCdF+IXhubxV4ikuZ9Zu5pylwLp0NgFdgiIAQBtxnkHk0k7Ru/VjfxP5flc9iGSASMHuKWvCrq4vvFPgH4df2hf3K3F1q/2d7yFysrKPNTeGPOSo6++a0/HOiReG7bw74P8M6JLPpmpXU8tzp0eotAbrYgPlmVycKc5Izzt4xVNWb9bfl/mSu3lf8AP/I9irK8Pa/a+JdJGo2cc0cJlki2zKA2UcqehIxkHvXm/grwhqUeo6ppWoeEJtD8KX9kUlsG1gXaNNuHzKVbehKk5x/dHtS/Cvwz4b0PwndeKPsxtruP7ZFNdrNISsKSN0XJHAQc4zxSdlq+1x76edvwPXKK+cWsmsJdF8T6P4O1LT0m1C2ZPEF3rXmT3SSOATLDk8yAnOPX0rpPHt54Qm+Il9a+Pbi4k063sYf7PiieUxxyNuL7hFyJDgY3cFR9KHov67XBav8ArvY9qqhFd6g2uT2smmbNPSFXivvPU+Y5PKeX1GBzk8HNcn8IfDy+H/h/aK1hJZ3N0zzzJKW3nLEIWBPytsC5Ax9Kksf+S16v/wBgS3/9GvTatLl9fyYr3jf+tze8Sazf6PZxNpmh3WsXk8nlxQQOsag4JzJI3CLgHk55wO9ZPhXxrda1rV9oWs6DNoms2kaz/Z2nWdJImwAyyKADzwR+vUDo9W1Wx0PSrjU9SuEt7O3TfJI3QD+pJ4AHUmuV8H6fe6prt/411S3ktJL+FLaws5Mb4bVTuBf0didxHYYFKO7/AK9Bvb+vn+BR1Dxv45023urqf4cKtpbq0jzNr0AAReS2NvoM113hjWJvEHhnT9XnsWsZLyIS/Z2feUB6c4GcjB6DrXM/EWV9Yn0jwVbOyyazNuu2Q4KWkfzSf99cKPxruo40hiSKNAkaKFVVGAAOgFEfh/r5/wBeTB7/ANfL+vQdVDULvULe6sI7PTPtcM02y5l89Y/s6YPz4P3+cDA55rzNtZ/4QGHxvosRIkQ/2hpKd2+0nYFX2WU/rVHWvD2nWWleGfBbaBfeI9TtrA3D6XFqH2S3ySN88j5GW3lgv+83tSWtn6f8FfK2v6DtuvX/AIH330PWNHvNRvbaZ9T0v+zpUndI4/tCzeZGPuvlemfTqK0a8d8Fafrl74I8Y+G7BZNCuoLtobO2kvDP9jDIrGMSjJwcnkcjcT1qx4M8O+ForzUPDVx4d1HQ7+708fbdMmvGlguo9wzJHIrncQeMgqRuIx1w/Jdl+V/6t+RPS/n+p6Do/iO21/QJNWsY5UjVpkCzqAd0bFTwCeMr61l6F4l1nV/AGk67BpMV7qF4sbS28MwgRVLYZgXJ6DnGcmuS+FPhDQrDwtca7bWPl6k5vLZp/Oc5jEjALtLbeirzjPFZkcmn3Hwi8FaPdaff6tdX6EW+k2t39nS7KhiRK/GEXIbr1C9s0La/+H8b/wBf1cb3t/i/Cx65YXmo3GoahDeaX9ktoJFW1uPtCyfaVI5baOUweMGtGvHvhxBd6Rr3inRn0OTQbRbKK4TTGv8A7WsbMHBdXz/FgZHtXN2PgzTm+CMXjF5719ftLTz7O7Nww+zCN8KiKCFC/L3BOWJzRdJXeyt+v+X/AA2wK7dur/4H+f8Aw59C1zllr91ceP8AVdBeOEWtpZQXEbhTvLOWBBOcY+UY4rk9fs4fGvjrQfDutvK+lf2Q2oy2ySmNbmYsqgNtIPy5LDH+NUdL06PwP4t8arpL3MsdnoUVxbRXMzS+VtEhWNSedgwMDJpP3Xd+f4J/qgXvKy8vxa/zPXaK+c9M8O+KLvTLDXtK8EXh1+VY7lfEB8Rozzk4JLRMdu1l42+nB9+01fwxYeLfjPeWGr+e9iuiQyy2sczRrMwlYKHKkEgE5Az1Aqmmml6/griurX/rex6xXM+HvE76rZa1q12beDSbS6mitpRnJii4eRznGCwbGAOBWxNEum6FJDZpsS2tikK5JwFXCjnk9BXlkAZP2XmMBJZtMdmK89XJfp9Tmok7KTXRf1+X4lRV3FPr/X6nR6b498Q63cQXWl+BbyXQJ5FCahNexQyGMkZkELfMR1I55FXvEfjW807XU0Hw/oEuu6sIvtE8KXK26QRngFpGBG4novpz9eR1Kfxv4Q8KWvin/hKbG90+FIGbR49NSOLy32rsjlBLnG4YJ6459DveFJB/wtrxwkwKzvHZPHu7x+WRx7Zq3HW3a/rp/V/vJT93m9Pz/r8CzY/Ei3uPDmqX11pdxaappk62tzpjyKXEzkKgDDgqxYYbHqcVraT4lkuL3VrDV7SHT7vS0jlmMdwZYTE6khw5VDxtYEFRjHeuOg0WDxL4/wDH9kkxijZLAedGv3J0BdT6Eghcj8KzPEYnjufEl1e3CalbWkcUusvbxm3jn8tf3Nmg3OQCW3yHceGA4zipvpfuv6/rtbqVbW39f109d9D07w7rMmv6YdRNk9rbSyN9k8xjvmh/hkKkDbu5IHPGD3wItT8Rf2b4p0LRfsvmf2qJz53mY8rylDfdx82c+ox71S0LWtUHiSbw9rBsZLhbCO+hlsoXiQIWKFCrM3II4OeQegxWb4rkSH4oeBGkYIrG+QE9CxiXA+pqre8v67/qSno/68zf8TeIv+Edh02T7L9o+26jBY48zZs8w43dDnHpxn1rI17xvqFr4hk0Hw54an13ULeFZrsC6S2jgVvuje+QWPXHp+OIPibIog8Lxk/PJ4hs9i9zhiT+lT+IvBd9ca43iPwzrLaVrRiEUwkjEtvdqudqyL25wN45AzgZqVtfzf5L9Snvby/V/odBoGp3Wr6PFd32lz6XdEsktpOQxRlJBww4ZTjIYdRg1z/hf4gReJfE+p6ONPe2S2DPaXLS7heRpI0buowMAMMdT1rGl+IOoP8ADbX727tFt9e06d9MaO1JdHujhVMXUkZcHHUYrkh4ji0KfwbPa+F/E+mw6Owsru61LTjDE0EoCuWYE878MM96pay+78dv0+TE9I/10/r8D1iTXrm18ew6FcpALO9smns5FBDmSNgJEbnB+VlIwB0PWuhrhfHLGPxd4FmjH7z+03jyP7rQsG/StXx/ob6/4L1C0gJW8jUXNo69VmjO9MfiMfjU3tG76f8AD/k/wHa8rLr/AMN+h0tcb4g8U61o3hOTVJdIhsrtdQjtkhmmE6tE0yoHyhGCVOQO3fNc+usR/EPxJ4Ljt8NZ21v/AG3er2WQZSNfqJN//fNYF2XHwn1gxqrSDxS21WbAJ+2LgE4OPyqrWkk+/wD7cl/mS37t1/Wjf+R7jWV4e1+18S6SNRs45o4TLJFtmUBso5U9CRjIPeuH8JaZYeNxreoeJkNxrDPJp91p7sUGnxZ/1SYOcMBkyAjd2xzVD4V+GfDeh+E7rxR9mNtdx/bIprtZpCVhSRui5I4CDnGeKm9tX2v/AF/X/Be+3e39f1/wPXKypNftYvFFv4faOb7XPaPdq4UeWEVgpBOc5yfSvBmsmsJdF8T6P4O1LT0m1C2ZPEF3rXmT3SSOATLDk8yAnOPX0rstf8AeGNY+M0EV/pnnJe6ZLd3A8+Vd8quqhuGGOOMDAqktUvX8FcG9H8vzseuUVWu0WPTJ0UYVYWAHttrwIeELO2+CVn4zS7vf+EitbeKa1vPtDD7OocKI0QHaFxntnJJ70ur+X43Gk3ZdX/wP8z6GoryS58LWXgnxl4Q1HTbi+e/1K7a01G4nuXc3gaMnc4JIyCARjA/SpNO8K6T8SPEPia98UrNe/wBn6lJYWdobiREto0C/MApHL9STnoKPTz/C3+aFdWv6fjf/ACZ6L4g1u28OaDeaxeJK9vaJvdYQC5GQOASB39avxSCWJJFyFdQwz714TqWnRar8HvE1tqksupf8I5qVxb6bdzStu2qVAJII3YDFecjj2r1vwl4X0bwro4ttFs/ssM5E0i+a77nKgE5YnHQU11+VvmD0t8/wMTxH4v1bSdR8TQW0Fo8el6MuoQGSNyWkJcENhhlfk7YNdlYzPcafbTybd8kSu20YGSATimzadY3DTtPZ28rXEXkzF4lbzI+fkbI5Xk8Hjk+tcB4s0y18V/EnSvCuqmQ6LFpsl81pHKY1uJA4RQ20g4UcjH+NJdu//Bf5fkD7/wBdF+f5npFFeW+GtDtvDvxB8UabZTXT2kWkQGBLiYyeShMmI1J52jsCT9aqQEH9mEkEH/iUMOPqaTdoOXb/AIP+Q0veUf66f5nrtY3izVp9B8I6tq1qkb3FnayTRrKCVLKMjIBBx+NcB43j0/WH0HQ20G/8R6gLD7SulR6h9kt1T5R50jZHzA5Vf95vasbRTd23wp+IelXFjJp0ViZ0h097r7R9lVog2wSdxkk/jRPRS8r/AIOwQ1cfO346nrFnqmp3M2lY0tXs7q0864vFnCiGTAIQRn5mzk854xUmka/a61dapb20cyPpt2bSYyKAGcKGyuCcjDDriuKaJJ/HHgeGRd0cmh3KsM4yCkQNZfw9+HvhaPxF4kuF0oebp2qSWtqTPIRHEYlBXBbDfebrk81cl7zXr+Erf1/wNYi/dXy/K/8AX9W9erhvEfi/VtJ1HxNBbQWjx6Xoy6hAZI3JaQlwQ2GGV+Ttg1xZvbvTfAGrfD+B2/tRdU/sa0DHk28x3q/08ovz7V63a6Dpdrp6WS2Nu0ItUs2DxKfMhUYCNxyvJ4PHJ9ahq6uv6uv0ui07Oz/qz/WzLdjM9xp9tPJt3yRK7bRgZIBOKnpAAqhVACgYAHalqm03oSrpahRRRSGFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXn/AMbf+SQ67/27/wDo+OvQK8/+Nv8AySHXf+3f/wBHx0AegUUUUAfMH7R3/JQ9P/7BUf8A6Nloo/aO/wCSh6f/ANgqP/0bLRQB7/4E/wCSeeGf+wVa/wDopa5/xb/yV74df9xL/wBELXQeBP8Aknnhn/sFWv8A6KWuf8W/8le+HX/cS/8ARC0AegUUUUAFFFFAHB6j8JtEv7+8ni1PXLC1vpDLeafZXxjtrhj94umD97ocEe2K7Wzs7fT7KCztIVhtoEEcUaDhVAwAKnooWisD1dwooooAKKKKACiiigArF8TeF9N8WaYtlqImTypBNBPbyGOWCQdHRuxGfcVtUUAct4a8B6d4b1GfUvt2p6pqUsYi+2apc+fKkfXYpwMLnnpXU0UUXAKKKKACiiigAooooAztd0PT/EmjXGlapB51pOAHXJBBByCCOQQQDXPaF8N9N0XWIdVn1TWtYvLdClq+q3nn/ZweG2DAwSOK7KihaO6B6qzMGz8JWNjreu6tDcXgudZWNZ/3oAj2KVBjwMg4PcnnpiuUsfg3ZaXai10/xj4xtLcEsIrfU1jQE8k4CAc16TRQFzl9e8D2uvfYpDrGt6fd2kXkrd6femKWRDjKucEHJAPTqKteGfCOmeFIJxZG4nurp991e3cplnuGHQu5649BgfiTW9RRcLBRRRQAUUUUAFFFFACMoZSrAFSMEHvXn6/B7w+swj+362dIEvmjRTfE2Wc5x5eM43c9eteg0ULR3DpYxNQ8LWGpeI9G1yWS4S50kSi3jjcCM712ncMZ6dMEfjWPrnw20zWdYn1WDVda0e7ulC3TaVeeSLjAwN4wQcDjtXZ0UBc55vBHh9vB3/CKmwX+yAm3ygxBzndu3dd27nPrWdoXw303RdYh1WfVNa1i8t0KWr6reef9nB4bYMDBI4rsqKd9bitpYKKKKQwrH8ReG7PxPa21pqEk/wBlhuUuHhjYBZyhyFfIJK5wcDHQVsUUAYuueGbLXrrTLuaS4t7rTLjz7ae3YK69mU5BBVhwR3raoooAKKKKACiiigAooooAKKKKACiiigAooooAa6LIjI6hkYYZSMgj0rzxvgz4da1uLFr/AFttMkD+TpzXxa3tWbPzxoR94ZOC27qTyea9FopWHdnK698P9I8RTafNeTXscun27Q2slvN5bxE7SJAwGQ4KDBHHXINTeF/BWneFpbu5hub+/v7sjz77UZ/OndVGFUtgcD6fyFdJRVXJsZGp+HbTV9Y0vULyWdxpsjSw225fJMhGA7DGSy9ueKbpfhqy0fWtU1Kyknj/ALScSz224eT5gGDIoxkM3fnB9K2aKWw9ylrGlWmu6Pd6XfIXtbqIxSAHBwe4PYjqK5pPhzYHwnJ4dudZ1u9tXnjnEt3dCSVNhUqikrgJ8o4x3NdlRQtHdf1YHqrMyPEvhuw8VaO2m6gZkTeskcsD7JIpFOVdG7EVi6D8ONM0HX49cGp6xqGpLC8DXGoXfnM6NjAOR/DjjGOpznjHY0ULR3QPXc4S8+FGjXWoXU8Gqa5YWl5KZbrTrK+MVrOx+/uTH8Q4OCPbFdF/wjOnnxBeaw/mSS3dktjLC5BiMaknpjOTuIOTWzRR0sHW5xrfDTRX8MR6C9zqJtra4NxYzeeBNYtnIEThcgDnG7ceevAxc8P+CbTQWupG1bWdUubiPyTcaneGd0j/ALq8AAZ56V01FD1Aw9K8KadpXg9PC6GefTlge3PnP87I2c5Kgf3j0xWVoXw50/RdYg1SbWNc1e5tlZbX+1L0zLb7hhigwMEjjvXY0U7u9+oraW6GV4j0G18T6FcaReyTR285Qs0LAONrBhgkEdVHaqfijwXpPi7+zP7TEp/s65W5i8tgNxHVWyDlTgZAx0610NFIZlahoFrqWt6Tqs0kyz6W8jwKjAKxdNh3AjJ46YIrmL74Vadd3t5ND4h8S2NteStLNY2eolLdmf7/AMpU8Mc55713lFFguYN54M0C+8KL4Zm09P7JjRUjhViCm3kENnO7POc5POc5NZOj/Day0vVbW/uPEHiPVWtDvt4dS1AyxRvjG8KAOQCR6cniu0oovrcOljI0Lw5Z+Hm1NrSSdzqN9JfTeawO2R8ZC4AwvHfJ96l1/Q7TxJoV3pF95gt7pNrNGQHXkEMpIOCCARx2rSooeqsO+tzBtvCWm23gs+FQZn09rZ7Zmdh5jBs7mJAxuJJOcdak8NeF9P8AC3h2LRLIyzWqFyzXLB3kLEltxAAPX0raoo3v5i7LsefD4PeHxJ5I1DXP7IMnmf2L9vP2LrnGzGcbufvda6m58NWV14j0vW2aZLjTYpYYI4yojKyAA5GM8YGMEVsUULT+vkD1Mq60C1u/Emn67JJMLqxhlhiRWGwrJjORjOflGMEVzU/wn0CbU7u4F3q8VjeStPc6VFeFbOWQ9WaMDnkA4zjgDGOK7qilYdzP0LR7fw/oVlpFo8r29nEIo2lILkD1IAGfwrC8RfD3SvEGrLq6Xmp6TqgTynvdKujBLIn91jggjp2zwOcCutopvV3YlorI87tvhxe+GtVTV/C2tzPfS7U1AayftAvU3dWkADIwB428HaoI6k2734VaFe6ve3pvNWgtr5zLd6bb3hjtbhyOWdAMk5weuMjpjiu5ooA5C8+HOkXnhvSNGF3qVsdIAFnfW1wI7mLjBwwGORweKf4c+H2l+Gry/vLa81K6ur+BYbqa9uPNeXBPzkkZ3YOPTAHHXPWUUPW/mG1vI5i38C6ZbaZ4esEnuzFoUwmtSzrudgGHz/LyPmPTFJqfgWx1HxXB4jj1HVbC9jVElWxufKjuVRtwWUYO4dsZHFdRRTvrf5itpY898WeHP+Ei+KHhVzYz+Rpscl3c3RjPlMAy+XHuxgtvG7GemTXoVFFJaKw3q7mRoXhyz8PNqbWkk7nUb6S+m81gdsj4yFwBheO+T71n+J/A1h4nvbW/bUNU0y/tkaNLvTLnyZTGeShODkZ5rp6KO3kFzldD+H2haDpWqaZElxdWeqNvuo7uXzN5KhWOcA84yeepOMcAVtB+G2n6BqlreJrWv3sdmCLSzvb4yQW+VKjYmBjCkqM54NdnRRfW4dLHLw+BbG18YzeJLTUdVtpZ38y4sobnbazvt27njxye/XqKy7/4T6LeX93PBqeuada3rmS70+xvjFbTsfvFkwfvDg4I46YrvKKLBcwLzwfpV1DocCLJbQaJcJcWkUBAXKKVCtkEkYPsfet+iii4rI5bxL4C0vxLqEGptdajpmqQp5a32mXJgmMfPyE4II59M+9T+F/BmmeFftUttLeXl9dkG5v76czTzY+6Gb0A44A6V0VFC02G9dzi9Y+Gml6nrVxq9nqmt6JeXWPtT6RemAXBHQuMEZHtjqc81ZHw+0gaNpemCe+MenagmpLK8++SadSSWkZgc7iSTjHtiurooWmwPXcyPEfh608T6YlheyTxxLPHODCwDbkYMByDxkc1H4n8MWfirT4rW6ub21eCYTwXNlOYpoXGRlW57EjkHrW3RRYDk/D3w/03QNWOrSajq2r6iIzFFc6tdmd4UPVU4AGfpn8znU8UeHLTxZ4fuNGvpriG3nKlnt2CuCrBhgkEdQO1bFFD1Baao4/RPAH9i6tBqH/CW+K77yc/6Nfal5sL5BHzLtGcZyPcCtm58PWl14osfEDyTi7soJII0VhsKvjJIxnPHqK16KLhYyNR8OWep+INH1maSdbnSTKYFRgEbzF2tuBGTx0wRWvRRR5Acd41sLtNY8NeIbC3muJdNvfLnjhQsxt5hsc4HXb8p6die1O8R/D2z8Ra+mtDW9d0u9W2FsW0y7EO5AxbB+Uk8n1xwK6+ij+v6/rqFznfDPgrSPCr3FxafabrULn/AI+dQvZjNcTY6bmP4cADoM1a0fw3Y6NZ6hawmWaG/uprqZZyG+aT7yjAHy+xz9a2KKHqB53r/hN9P8CWHgnSP7Quba8vEgeaUb/s9vv8yTcwAAUAFRn1AzXoaqEUKowqjAA7UtFFwCiiigAooooAKKKKACiiigAooooAKKKKACiiigArzpPhBYwXl5c2fizxbZNeTtcTLa6kI1Z2OSThOfqcmvRaKLa3DyOZv/BiX/h+x0o+IPEED2Zyt/b3xS5k4OQ74+YHPp2FSeGPBel+FWuZ7aS7vL+6I+039/MZribHQM3oBxwB0Gc10VFF9bh0scFc/CfSbq5m8zWvEX9mzSmSTSV1JhaNk7mXZjO0nJ+93ruLa2gs7WK1tokhghQRxxoMKigYAA9AKlooWisHW5lWWgWtj4h1TWopJjc6kkKTKzDYojBC7RjI6nOSa5i/+E+i3l/dzwanrmnWt65ku9Psb4xW07H7xZMH7w4OCOOmK7yiiwXMC88H6VdQ6HAiyW0GiXCXFpFAQFyilQrZBJGD7H3qTxP4W07xZp0dpf8AnxtDKJre5tpPLmt5B0dG7Gtuih67gtNjnPDXg228N3E9z/ausapdSqI/tGqXhndEznavAAGeemaq6R8PtM0XUtRuLa+1R7O/Eok0yW5zaL5hyxWPAwevOT1NdbRQB53F8HNDQ26yav4guLe0mSaztp77fFalWDARqVwBgbec8H15rl/F1hqMHxB1i8vLXxvFbXKQi1l8JKAsyKuCZj1LgkgZ7D0xXtlFAHH/AA4j1+Pw1INea+O65drEagytdLbEDYJiv8fXOefWtuLQLWHxRc+IFkmN3cWqWroWHlhFYsCBjOcse9atFNvW/wDXYVtLHNeMfBVj42s7S2vr7UbRbWcXEbWUwjbeBgE5U9Ox6ioNA8Df2Bqi33/CVeJ9RwhX7PqOoedEc99u0cjtXWUUlpsN67mPB4bs4PFd34jMk8t9cW6WwEhUpDGpztTABGTyck81sUUUdLAczr3gXSPEfiLSdbvjcC60xt0axsAkmGDAOCCSARkYIpPE/gaw8T3trftqGqaZf2yNGl3plz5MpjPJQnByM8109FFtLB1ucdYfDTQ9N0HVNHt59REGpSrPLKbk+akq7cSK+Mhtyhuc8+3FWfDfgWw8OajNqX9patquoSReQLrVLszyJFnOxTgADPPSuooouHSxymi+AdP0HVb+8sdS1YW955hbT2us2sbSEFmSPHB9yT1NQ3Pw20e48M6Toq3mpW/9k82d9bXAjuYvXDBccjg8V2NFFtLf1psHW/8AWpyfhz4faX4avL+8trzUrq6v4Fhupr24815cE/OSRndg49MAcdczw+CdNh8BHwcs92dOMDW/ml183axJJztxnn0rpaKHqrf1/WoLR3/r+tDl/EPgPTPEUenNJdahY3mnKVtr6wuPJnRSMEbsEYI9vpjJo8PeAtH8NX13eWj3c815AsN013N5pnILEyOSMl23HPOOmAK6iigOljgrb4T6PZ3S+Rq/iCPTFl8xdIXUWFmOd23YBnbu5xnrXTR+HbSLxZP4jWSf7ZNZrZshYeWEViwIGM5yfX8K16KAeohAYEEZB4IrifAujy2Xh3VPCuq2UjWdndzW8JmQ7Li2kO9cE9RhypweMYrt6KO/9f1/wQucFY/CXQ7O7tXl1LXL6xtJRLa6ZeXxktYWH3dqYH3c4GSffNafiTwFpviTU4dU+3appepRx+T9s0u6MErx5zsY4IIzz0zXVUUAYnh7wtp/hfRpNO01p1MrNJNdSuHmllbrIzEYLfhj2otvCmlW/hWTw6Y3msZY3ScyvmSYvku7MMZYkkk+tbdFD1BabGJovhqHSLua9kv73Ub6WJIDc3rIXWJM7UARVXGSTnGSTyTxTvE3hfS/Ful/YNUicqriSGWJykkMgBw6MOhGfceoNbNFD13BabHG6L8N9M0nWYdWutU1rWr23BFtJq96Z/s+RhigwACffPQYxSaz8OLPVdaudVt9f8RaRNdBTcJpl+YUlZRgMRg84AHpx9a7OigDlbf4faHaadpGn2wuIrXTLsXqxhwftEwzh5SQSxyc8Ec47ACtnXdGtPEWh3mkXwf7NdxmNyhAYe4JB5B5HHatGih6qzBaO6OJl0m6u/iDoULR3T6doFi8n2qdOJ55AI1G7ADMFDE46ZHAzXbUUUXCxzPhXwLpHg+71O50w3BfUZfMkEzAiMZYhEwBhQWPBzTG8A6U+gXGjG4vPs0+oHUGbeu8SGUSYB2425HTGcd+9dTRRt/X9dgepiN4Xsv+EtTxLBLcW96YDbzpEyiO5T+HzAQclexBB7cjis3SPh9pmi6lqNxbX2qPZ34lEmmS3ObRfMOWKx4GD15yeprraKLf16hc87i+DmhobdZNX8QXFvaTJNZ2099vitSrBgI1K4AwNvOeD681u+KPA9j4ovrO/fUNU02+tFZI7rTLnyZCjYypODxxXT0UARvCr27QMW2smwnPOMY/OudfwPpj+Al8HGe7/s4QiHzQ6+btDbuu3Gcj0rpqKAWlvIx9W8OWesXukXVxJOr6VcfaIBGwAZtpXDZByMHtisTW/hrpmr6zPq1tqmtaNd3KgXTaTeeQLjHALjByQPTHWuzoosC0MCLwbocHg+TwtDaeXpUkTRNGGO47uS2487s859ak8MeG08L6Y1jHqmqaihfcsmo3HnOgwAFU4GFGOmO5rbop31b7hbSwVzfinwTp3iuWzuZ7m/sL+yLfZ77T5/JmjDDDKGweD9P5mukopBc878IeFF8N/ETXFgt717ObT7fdeXZaQ3Mu597NI3DMeCcdM9AKJfgz4cmhu7Q3+tDTZy7JpwvT9mt3b+ONMY3DnG7I56V6JRRbT+u9w6/12scpr/gDTtelsLgajqum3tlD5Ed5pt15MrR/3GOCCMjPSotO+G+i6X4e1rRLae/+y6xn7S8kweQEoFZgxHU4yc55J7cV2FFD1v5gtLeRiDwvZLrGk6mJbjztLtXtYF3LtZGCgluMk/KOhFUofAtja+MZvElpqOq20s7+ZcWUNzttZ327dzx45Pfr1FdRRTvrcVtLHnv/AAjn9pfG+TXWsZ4rfTdORPPkjKpPO27BQkYbajEEjoSBXoVFFJbWG9XcxdS8MWWqeJdH12eW5W60rzfISNwEbzF2ncMZPHTBH41tUUUdLB1uFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV5/8AG3/kkOu/9u//AKPjr0CvP/jb/wAkh13/ALd//R8dAHoFFFFAHzB+0d/yUPT/APsFR/8Ao2Wij9o7/koen/8AYKj/APRstFAHv/gT/knnhn/sFWv/AKKWuf8AFv8AyV74df8AcS/9ELXQeBP+SeeGf+wVa/8Aopa5/wAW/wDJXvh1/wBxL/0QtAHoFFFFABRRTZCVidlGWCkgUm7K4LU4fVPiro2m6leWsWma3qMNi2y8vbCy823tmH3g75GCo5OAa7HT7+11TT7e/sZlmtbiMSRSL0ZSMg81xHwgWCb4WWTttf7Q9w9wWH3mMr7s1J8HOPhpYKpzEs1wsWDkbBM+MVVrXT3X9f8ADA+672/r9TvKKKKQBRRRQAUUUUAFY/iXxNp3hTSTqGotIVLiKGGFN8s8h+6iL3Y1sVwHi8rJ8UvAUE3+p33kigjgyCIbfyzRu0g6Nmp4c8f6b4i1STSjYarpWpJF5y2mqWpgkkjzjeoyQRnjrmurrgPF6IPij4Clj2i4Ml2hIPJj8nJH0rv6N1cHo7BRRRQAUUUUAFFFFAFDWdZsPD+kXGqancLBZ267pHIz7AADkkngCua0P4maXrGr22l3Gla3o9zdqWtP7VsvJW5wMkIQSCQOe1VPimVaDwrBN/x7TeILVZgRwR8xAPtkCj4pon2fwvKNouU8QWghOcEEsc4/CiOr172/L/P8Altp2v8An/kd67rHG0jnCqCSfQCuCj+Lmhm9tUm0zXbXTruURW+rXNgY7SUsCVIcnOGxx8vucDJrv68+8dSL4uvoPA2nfvZWmiuNUnUZWzgVg4BP/PRyAFXrjJ4HNC+JL+vMH8LZt+K/G1r4TudPtpdL1XUbi/8AM8mHTbcTP8gBbK7gejds9DVnw14m/wCEliuJP7D1rSvJYLt1S08gyZzyoycgY5rP8X+ENS8Qalo+paRr/wDY15pnnbJfsa3G4SBQeGYAcD0PWqfg/WPEEHifVPCniO7g1G5s4EuoNQhhERlidiMOg4Vgew7evWiPZ7/1+gS2TO5ooooAKKKKACiiigArl7Tx/oWoeLE8O2E0t3csshNxCmYFZACyb84LAMMhc4zziuorg9RtoLT4s+E4LaGOGFNPvQscSBVX/V9AOBQviS9fybB/C36fmjvK4zW/iVpmkavcaXbaVrWs3VqoN2NJs/PFtkZAc5ABIz69DXZ15jbW3jXwZ4g14aV4Zh8Qafql61/HMuox2zws/DIwcc4wMY4x35wF1sPodgPGegnwgPFP29RpBj8zzipz1xtx13Z4x61k6H8TNL1jV7bS7jStb0e5u1LWn9q2Xkrc4GSEIJBIHPavM7MzN4R0mG+WBbW48c4ZYCWi27ydqk/w7wccCvQfimifZ/C8o2i5TxBaCE5wQSxzj8KpatPu0vvS/wA/wJezXZP8L/5fid/RRRSGFZ2ua3Z+HtKk1G+80xIyoqQxNI8jsdqqqjkkkgD61o1Wv/tv9n3H9nfZ/t3lt5H2jPl78fLu287c9cc0nsNbnM6B8RNO1zW10ebS9Z0e/kjMsEOrWfkGdR97Zyc4/D8ea6+vKYpfEVj8StCvPHcNg/nJJaaXNpLN5EM7j5hIrjeWZRgHOBjpySPVqromT1sZ+t65pvhzSZtU1a6W2s4QN8jAnk8AADkk+grE8OeOovEeofZB4d8RabujMkc+o2BiikAxwrZPODn6Vh/FJ719X8G2tlbQXU0mptJHDcSFIjIkZ2M5AJ2qTuIAycYFWNM8TeLtM8YaboPi+00Zl1VJDZ3GktJhXjXcyuJOeRjkY/Hso6t/10uOWn5/id/XO+J/Gem+FmtYLiC9vb+7J+z2GnwGaeULyxC8cAcnJroq4HxXpfiWw8c2Hi3w9pkOsBLJrC4sHuVgcKW3h1Zvl64B7+3OQuqH0ZveF/GGn+K0ultoL2zu7NwlzZX8PlTwk8ruXJ4I5HNdBXl3hK71m/8Ai/qt1qulQaVM2jxCa0juhOUPmnYXZQFLEBjx0Uj3r1Gq6J/1vYnq1/W1znfFXjbRfB1p5upzu0zKzx2luu+aRQCSQv8AdABJY4Ax1rSm1qytdAbW7qRobFLf7S7shJRNu7kLk5x6ZrD+I1tB/wAIB4kuvIj+0HTJYzLsG/btJ2564zzitzQf+Re0z/r0i/8AQBSWqfy/X/Ib3Xz/AE/zOY0z4n6Xf67aaTdaRrukTXpYWkmqWXkx3DDHyocnnBzyB+ZAPb157q0i+N/HOl6dp/7zT/D159sv7wDK/aFGEgQ925JbHTgdeK9Cp/Zv/Vv6/wAwe9gooopAFcbP8QrSz0rV9YutPuBpWn6h9hFxCyuZCCEaTacYQOdvU5xmuqvpmttPuZ1GWjiZx9QCa4XwFo8GsfBWy064wy6jZy+a2OS0jMS31yc5pXer7f1+j+8emifX+v1R3V3e29lp899PIFt4Ymmd+wQDJP5VgyePNCtPCFn4m1KaTT7G7RXhS5X96277oCqWySOeM8cnHNcF/bNzrnws0fwxI7DVr29Gh3QB+ZBE375j/wBs0/8AHq3dRtrX/hc3hnT7iNFtLLSJpNPjPQTBgpx7hB79Kq2tltf9L/irWJvZXfTf77fnctWvxTs5b21gvfDHinTIrmVYVur/AEwxwq7HCgsGPU4A4710lh4jtNQ8RaroaRXEV3poiaQyqoWRZASrIQSSOMHIHNc5rnjjxFoOtxQXPg3/AIlE19FZxal/acfzb2ChvKClh9D6daTWSND+Lei6mcLb6vZTWE7c4Dx/vUJ98bhSTWj6a/lf+vUbT1XX/g/19xu2Hi/S9R8X6n4Zg837fp0aSTFlARgwB+U5ySMjPA60l74w0+x1HV7J4bqSTSrD7fcvGilQnzEKCSPnIUnHA96800Jf7O1nwv41k+T+39Su4Lg8cpOSYMn28tfzrWslGo+DviL4lIB/tP7XHC3rDBE0Sc/UMfxqXdQv1Sd/Xt+KKik526Nq3p/SZ6TpGpQ6zo1lqlusiwXkCTxrIAGCsARnBIzz61R8Pa//AG5/aUUtqbS70+8e0mhMm/pgqwOBwysp6d8dqg8B/wDJPfDn/YNt/wD0WtY2jP8AZ/jH4mtoxiO40+0uHH+2NyZ/LH5VpJJVHH1/z/JMzTvC/p/l+p0N94lstO8TaZoVxHOtxqSSNby7R5RKDLKTnO7Bz0p3iLxFZ+GrKC5u455TcXMdrDFAoLySOcKACQPU9egNYHxRtZh4Wj1u0UteaHdR6hHjqVQ/OPoULflVa4uIPF3xI0OKBhLp+k2X9quR0Msvyw59wu5vxqY62Xn+G/5XXyKemvl+O3+X3nf0V4r441MT+IdWFprnju8uLQbRH4ch22lkQuQkpH32zlic9Dj+Gr2sa94g1XwZ8Prqy1Z7DUtWuoopriNcqS8TgsUGA3PzbTxkChaq68vxB6Oz8/wPXKK840Oy1Hwn8SrfRP8AhINV1bTtR06S4I1S4854pY3AyrYGAQ3T/wCtXA67qk+o6FqurS+PdXtPEy6g9tFoVpfeQFAm2LGsK/MTt53+/OcGje1uv+dg7/10ufQtFcJIbvS/iD4R0hNRv5rYabdCUXE5Zp2UR4aToGbk8kdzUtvqNwnxN8RwTX8kdlb6VbyqskhMUJJk3PtJwOByfahu1vn+F/8AIFr+H42/zO2or58HiK7sdS0vVtN1fx5qBmv4UkvL+DZpV0jvtcon8AOTtGOP1rtNastW8RfFq70KLxJqml6YukxXEqWMxR2bzGA2E5CEnGSBkgY6UW2+f4K4N2v/AFu7Hp9Yeh+If7a1TXLL7L5P9l3Ytt/mbvNyituxgbfvYxz0rjrnTtR8VeN77w6PEutabpmg2Vuu6xuPKnuZpATveTHzDavIx1545qz8MbW7stU8Y21/ftf3MeqKHumiEZk/dJglRwOMD8KFq/l+qB6JfL8mze8WeNrPwlPp1tPpuqahc6gZBBBp1uJpDsALfKWHY9s96oJ8Rd+ky6h/whvi9fLmSH7O2l4mbcGO5V3cqNuCexI9axviT/a//CfeBv7B+w/2lvvfJ+3b/J/1S53bPm6Zxjviuz8Nf8JR9km/4Sn+x/tPmfuv7L83Zsx/F5nOc56ULWN/63G9Gv67nKWvxftL26mtrfwd4xklgcRzqumAmFjzhwH+XjnmtLWPiXpumavcaZaaRrms3Fpj7V/ZNkZ1t2IyFc5ABx6Z79xVfwL/AMjl48/7Ccf/AKKFV73RPFPhDW9U1rwslrq2n6hMbq70m4YxTCTABMMnTnqQ3pgZJpX0T7q/4ILav1t+Js614/0vRvDul60LTUL+31SRI7WKygDSuXUsvyMQe3TrmpPDfjL/AISO+ltf+Ea8RaX5cfmebqlj5EbcgbQdxyeensa4nxt4hfxT4X8F6xoCxpcz65D5Ed8rBY5QHUrIF5wGBBx+Fd54Z/4TLfc/8JV/YO3C/Z/7K87Oed27zPwxj3qktXfv+i/zJeyt2/VnQMwRSzEBQMkntXOeD/G+leNrW7n0tLmMWsojdbhArEEBlcAE/KQeD7dKzvirr0eg+BLvddC1e+dbJJipbyxIcO2BycJuPHPFcd4Z8ZeE0+KGm2nhnUBPZahpq2EqeTJHskhH7pvnUZyu5ePalHV2/rv/AMD5jlor/wBdv69Dt7rxz9mtvF839nbv+Ed7efj7R+6En935euO9dPYXX23Tra72bPPiWTbnO3cAcZ/GvKNU/wCQZ8XvoP8A0mWunl8a/wDCO6dpNn/wjPiTU91hDJ52mWHnRjK42ltw+bjp7ihba9o/incHv85fg0dBYeI7TUPEWq6GkVxFd6aImkMqqFkWQEqyEEkjjByBzUFh4v0vUfF+p+GYPN+36dGkkxZQEYMAflOckjIzwOtc/qko0j4q6Dq5RorfWbCWynDggq6fvU3e+Nw/OuT0Jf7O1nwv41k+T+39Su4Lg8cpOSYMn28tfzojur+f33svv3B7Nry+612erQeILS48UXegRxzm6tLZLiaTaPLUOSFXOc7uCcY6d61a8kh12bSvCXjnx5bIjXN7etFZuwBGyNhBET2IDbjTfEOia/4E8PDxdD4y1nUL21eOS9tb2cPazq7AOqR4wnLcYPA4FC1t8vx/y6jad9PP8P60PXaw4PEPneNbzw79lx9nso7v7R5n3t7Mu3bjjG3Oc9+lcVrFpq3iT4sXOiReJNU0vTBpENzKljNsdm8xgNjHIQ5IyQMkDHSrAn/sH4i6/cbpbn7B4YhfdK255NjSHLHuTjk0r2Sb8/wT/wAhb6Ly/Fr/ADOz8T63/wAI54Y1HWfs/wBo+xwNL5O/Zvx2zg4/I1o2s/2mzhuNu3zY1fbnOMjOK8R1nw7rl58I7vxVdeMdXkvL7T/tV1aOyvaNG43eWkRHyHG0bgex45r2jS/+QRZf9cE/9BFVZptPdW/UV9rdb/oVdE1+118ah9ljmT7BeyWUvmqBl0xkrgn5eeM4PtRZa/a33iHVNFijmFzpqQvMzKNjCQErtOcnoc5Arm/hqQR4sAIJHiO8z7crWaLiWDxl8S5rYgzxabasmD0YQyEf0qW7Rv5X/BFqN2152/Gxo33xT0q31G5s9N0bX9cFqxjuJ9JsDNFE46oWyOR7ZHPWtdfG2ky3fh6CAXEw15JHs5VjwoCJvO/cQRx04NVfhjb21t8NPD62oUI9mkjEd3blyffcTWd4u/5Kr8P/APfv/wD0SKtxtLlf9aMhPmXN5Mr3XxgtLKeGG58G+MYpJ5PLhV9MCmVuuFy/zHHYVqSfEjTbXQE1S/0nW7GWa4+zW2nXNkVu7mTAOI4wTkc9SQP0qr4//wCRn8C/9hj/ANptWn4z8L3mvDTr/Sb9LLWNKmaezklTfExK4ZHHXaw4yORUdPnb8v8AMp/F8r/mTeGPGNt4nmurddL1bTLq2Cu9vqdqYJCjZ2sBk5BKsOvan+LfF1p4PsbW5u7K/vDdXC20UNjEJJGcgkAKWGenbms7wx4u1O712fw14l0pNP1qGHz0e3kL293EDtMkZPK8/wALc4P1Ayvi59u+z+Ff7M+z/bv7dg8j7Tu8rftfG7bzjPXFN9LdbfnYS636X/K5oWvxG+1W15N/whnjCL7NEJNkul7WlywXag3fM3zZx6AntWcvxhtHvpLFPBvjJruNBI8A0sGRVPRiu/IB9a6bwz/wmW+5/wCEq/sHbhfs/wDZXnZzzu3eZ+GMe9Ymmf8AJb9e/wCwPbf+htR1S/rZsOjf9bpE+sfEmz0i/stP/wCEf8Q3t7dWS3v2ayshJJFGTjDruBBB4PXHrXQeHtc/4SDTPtv9l6npv7wp5GpW/ky8Y525PBz19q8+8Tf8JH/wu2D/AIRj+yvt3/CP/P8A2n5nl+X55zjy+d2ce3WvQ9B/tz+yk/4SL+zv7R3Nv/s/f5OM8Y385x1prVX9fzsElZ29PyNOiiikAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFcHqHxX0jT7mfOj+ILjT7eUxT6pBpzG1jKttfLkg4U5BwD04zXeV5z8QLXx/e2Oq2+nx6LLoLxYeKN3W+kiwPMVWYGMMRuAODx70m7FJX0Op1zxdpGgaBHrNzM8ttPtFsluu+S5ZxlFjXuT2qj4c8f6b4i1STSjYarpWpJF5y2mqWpgkkjzjeoyQRnjrmuTk1DTNW8TfC2TT1ddJeG5kto5ByrJCAqnryvI+orW8ZqqfEzwLNCF+1b7xeDyU8nJGO4zVS9167a/h/wfwIV2vlf+v63J9U+KujabqV5axaZreow2LbLy9sLLzbe2YfeDvkYKjk4BrZ1Xxromk+GYNfkuGns7oJ9kW3QtJcs4+VEXglj6HHvisD4QLBN8LLJ22v9oe4e4LD7zGV92a4TwWVaf4Z20pBtFudUeAdQSpbZz7c4o5Xfke/9X/4A31l6/wDA/wCCeoeHPH+m+ItUk0o2Gq6VqSRectpqlqYJJI843qMkEZ465rY8Ra5b+G/D19rN2rvDaRGQon3mPQAe5JArk/F6IPij4Clj2i4Ml2hIPJj8nJH0qL41aX9u+HV9c/br23+yAP5VvNsSbLKMSDHzAdQPWpesboqK99Jm3ZeKNZXwvc6xrXhK/s54nAjsLKVLyaZDtwyhcdycg8gKTWzaar9r1a+sPsF9D9kEZ+0TQ7YZt4z+7bPzbeh9DXA6xZalo0fh3wXpniPV9+tXEzz6neXAluY4UjDMkbkDaTxggccmpLK21TwP8QNE0geIdT1fStbjnVo9UnE0sMsa79yvgHaRxjp+mL0b/r+v+CQr8t/n/X9bHpVFeVeA9L1bxBf6hrGo+KdZ8jTtauYraxhuCsbKsmSJc5LryAF4AA461xn/AAk+veIILjXov+FiLqLySNYppdmH01FVj5asv/LQcYYnrzwccwnovvHbf1t/X3HvV5rFhp99YWV1P5dxfu0dsmxj5jKu4jIGBwO+KvV454q0S58ReIfAd/e6prmmXWpqVmt7e4MP2VxAWYxqQSjk5BznjitTx28OlwaLojeIvFssiQHFpoYEmoXW3A86STGdoG7I43E5/hpvTR97Atfuuen0V494c8Va5B8N/GMsEmqy3WjySLZtq8YN3GhRW/ejuy5J5zxjtxWfptrBceOPC1to/wARtf1uO6WS4v449U3rHsUMpZRwilvlKNzzjPFNK8rf1rqJuyv6/gezanff2ZplxffZbq78hC/kWkfmSyY7Kvc+1TwS+fbxTeXJH5iBtki4ZcjOCOxrA8fXM9n8P9fubWeSC4isZXjlicqyMFOCCOQa1NGlaTQNPllcszWsbO7HJJ2gkk0l18rfr/kN9Pn+hk+MvG+leCLCG61JLmYzuVjgtUDyEAZZsEj5Rxk54yKl8Q+Kh4ftbS4XQtb1RbnOF0u089o+AfnGRjOf0NeTeJ/EWh+I/DfizXrjWNO+1yQNY6VZG7j81IFcbn2Z3BpGBPTO0LXtWj6hZaho1tdWV3Bc25jAEsMgdCQMHkccEULa43o7ev6HM6H8SbTWvEkGhN4e8RabeTxPMh1GyEK7V6n7xOO3TrWz4s8Q/wDCL6J/aX2X7T/pEMHl+Zs/1kipnOD03Z6VzvgPPiHXdb8ay5MN3J9h03Ixi2iJBYf775P4VP8AFf8A5Ej/ALiFn/6PSn/L52/F/wCRL+15X/Bf5nS3msfZNUhsf7O1CbzYJJvtEMG6JNn8DNnhj2HepdI1H+19Kt7/AOxXll5y7vs97F5cyckYZcnB4rzf4hX8MviYWI1nxnNLDArnTvCsQDwZJy8z993y4HbBP8VZknijXJ/gVHqS393HqcGoJbLcS5SVlW5CgSAHrtwGGeec5zSjr/Xnb9UOWn9eV/0PaKK8v/szWfBvjPw1I/irVtWXV55La+hvpQYi3llw8SAYjAKngZwOM4pbbT9X8deI/EN7/wAJTq+kwaVfmxsbewkCIGjUFnlUjEgLEcHtkZwaN9v62/zQf1/X3M7Pwr4h/wCEm0mW++y/ZvLuprbZ5m/PluVznA64zjtW5Xh1lr2qeGfhCq2ktzNqN3r01ibi1tw82Wmcu6R9C5CnC+pFX/BOo6za+NLK0tYPHsuk3aSLeN4ntiyxMqlkZJP4eQQQeDkd8YI629F+SYPS/wA/zaPYqK8q8B6Xq3iHUNQ1jUfFOs+Rp+tXMVtYw3BWNlWTJEucl15AC8AAcda9Vo6J9w6tGBqHiX7D4z0bw99k3/2lDPL5/mY8vywDjbjnOfUYrfrzDx5p11qvxR8I2Vpqk+mPLa3ge4t1UyBNq7gpP3WIyA3UdRU2gvf+E/HOo+GbvxDe6jpkml/2lBc6nKJZbYq2xwznGV/i5wBj6kifupvz/Bv9EFtX8vxt+rOgtfGBufGs/h4WkI8p2Qst1mddqK+94dvyxndgPuOTjjmupr58HiK7sdS0vVtN1fx5qBmv4UkvL+DZpV0jvtcon8AOTtGOP1rvNTtdR8afELVNFGv6rpGmaNbQNt0ybyJJppQW3F8HKhRjHr+NHRf1sHV/15HV6H4h/trVNcsvsvk/2Xdi23+Zu83KK27GBt+9jHPStyvF7DVNU8GeGviNetetqOp2uoIiXTQqhd2SNVYoOONw47496qaFqmvWXiTSZrKH4j3LXFykWoprllm0MbnDOgH+qwTkY4AGOnUjrZeS/FA9E35v8D3Oiuc8fXM9n8P9fubWeSC4isZXjlicqyMFOCCOQaxPF+oXtt8P9Dube8uIriS609XljlZWYM6bgSDkg5OfWhau3p+IPRff+B2D6xYR63FozT41CWBrhIdjcxqQCc4x1I4zmr1eR6/4P/tP4zQR/wDCR+IbT7Vpktxutb7YYcOq+XGdvyoepHrXQWuqy+GfHmuWGqahPLp1zYjU7M3EhbyhGNsyLk+wbAx1NJNcqb8/wv8AovwG1q0vL8bf5neUV4Zd+I/ENt4S0BLibX2uPE95c3twNMBmu4bbGVigDfcG0ocjG0ZNang3X9Y0q61pXtfGE2i2+mvexyeJbYiVZk6osg+8rD+Htg475b0vfp+m4t7W6/52/ryPX6w9G8Q/2vreu6b9l8r+yrhIPM8zd5u6MPnGBtxnHU1x/hPwtrerWGj+K7vxrrX9oXflXstqso+xeW2GMQh6D5Dtzng/NisGbXL+1+IHibQLCU6fLrWqwwDVZBlIMW6kqv8A01YcKDge+RTs1Lle/wCt0K6tdbf8Bnp174h+x+MNK0D7Lv8At9vPP5/mY8vy9vG3HOd3qMYrcrz+6s10/wCKHg6zWa4mWHTLxPNuZTJI+PL5ZjySa8+8U+IZ4ZNU1nSde8d6hc2sztHd2cAXSEKtwjL0KqMKTyGPPOaV1ZfP82h2bb+X5I+gaw7XxD9p8Zaj4e+y7fsdrDc+f5md+8sMbccY29c965XxBPqXinxbo3hm31e+0i0k0xtTu5tPfy5pPmCqivg7QCcn1H4VlaMl54P8Z+MprvU7nWDYaJDPFJdACUxr5hVGYfePHLHk5ofuvXz/AAT/AFQLVaeX4tfoz1uivne08Q+J2tbTXrSP4jXWtybJniew3aXKDjcqxr0QrwGHPfgnj3nWNS/snQL/AFMxl/sltJcFO52qWx+lEvdjdhH3nZdS/RXj39g+JJvAv/Cb/wDCb6wutmz/ALSFus6ixA27xH5OMY28Zz15rQu9V1Tx1qvhvRbfVLzRbW90cavey2DeXM+SoWNH52gE5PXI4p2d7df+H/yYXVr9P+G/zR2XjHxL/wAIn4efVvsn2rbNFF5XmbM73C5zg9M56Vv15N8QdCvdA+FF9Yya5e6pnULd7afUDvljUyx/Kz/x4bJzxwcdqtNpus+D/GvhuZ/FOq6surzyW1/BeyAw7vLLhoowMRgFTwM4HGcUKz++34L9WJ6P5fq/0O78R6x/wj/hrUtY8jz/ALFbvP5W/bv2jOM4OPrg0y213z7rTLf+zr3/AE61+0/aEj3QQ8A7Hfsxzxxzis/4j/8AJNvEf/YPm/8AQTWGLm6PizwZp8d5cw2tzos5ljilKhmCR4bHTIycE9KS1bX9bSf6DeiX9dV/mdrp+sWGqTXsNnP5sljObe4Gxl2SAAkcgZ4I5GRV6vJPhx4R+y+KPEN5/wAJF4gl/s7Vni8mW93R3P7tfmmXb87fN146D0rkv+En17xBBca9F/wsRdReSRrFNLsw+moqsfLVl/5aDjDE9eeDjkurL0THZ6+tvzPoiiqGi3dzfaBp95e27W91NbRyTQshUxuVBZSDyMHPBrwb/hJ9e8QQXGvRf8LEXUXkkaxTS7MPpqKrHy1Zf+Wg4wxPXng45HpK3YS1jc+iKK8t1m48Q6/4i8HWEep3uhtqelzS6gkOUdOIywVT91xkqGIJXJxzVLSvDviC/wDFOveEpfG+urpGmCGeOZJx9skMq5CtMRnapVuB1zRZ/n+DsCf6fj/w56/RXjL+NddsfhNbkXN3daq2rNo/2yCESTsquw3qh+85RcDJ6nOe9SeCdR1m18aWVpawePZdJu0kW8bxPbFliZVLIySfw8ggg8HI74w1q9P60uD0Wv8AWtj2KivKvAel6t4h1DUNY1HxTrPkafrVzFbWMNwVjZVkyRLnJdeQAvAAHHWuP13VJ9R0LVdWl8e6vaeJl1B7aLQrS+8gKBNsWNYV+Ynbzv8AfnODSWtvP/gf5h38tPz/AMj3abVPJ1u20z7Dev58TyfakhzBHtx8rvnhjngY5q/XCSG70v4g+EdITUb+a2Gm3QlFxOWadlEeGk6Bm5PJHc1yWk6Pr/irR/EWozeM9bsxp9/exWMNpcFACrFsynkuvKgLwFC8daTaSv6v7nYFq/u/FXPaKK8n1fxPf6l4G8FTX2tSaLa6yyLqWp25EbR/uywAfpHvYfe7fTNP+GtsX8aeIntvFms67pVisUNtLc35nhcuu5x6MykD5lxw2MVVvea7Cv7qfc77xPryeGvD91qjQNcPFtWKBW2mWRmCogPbLEDOKzfE3jeDwq+lwXWkapfXmoK5jttMhE7AoFLDGVJA3dQOx6Vm/ERjLq3gyxbHkz63G8gPRtiswB/HH5Ve8YeEdS8Q6no+paT4g/sa90zztkv2Nbjd5gUHhmAHA9D1qVtfz/T/AIJWl7eX+f8AkaHhrxN/wksVxJ/YetaV5LBduqWnkGTOeVGTkDHNT+JvENr4W8P3Ws3sU8tvbbdyW6hnO5gowCQOrDvXOeD9Y8QQeJ9U8KeI7uDUbmzgS6g1CGERGWJ2Iw6DhWB7Dt69a3PGPh1vFfhW80Vbz7G1xsxP5XmbCrq33cjP3fWm9k1/XcUd7Mz9B8d/29qsdh/winijT96s32jUNO8qEYGcFtx5Pap38caemqC1Nre/ZTff2d/aG1PI+0/88/vb+vy527c8ZrnI7zxh4O8U6LZ65r8HiDTNXm+yB/sSW0tvLtJBAThlOOSf07w+INJvvD9myS/ZptK/twajbrHI32qeZn3pbrHt28y/x7+FB4ourrt/wV+j/L0FrZ9/+A/1X5+p3c+u2sPiG10NUlmvZ4mnYRAEQRjjfISRgE/KMZJPsCRDpuv/AG3xHq+izWpt7iw8qRG8zcJ4pAcOOBj5gykc9OvNcRouv3Xh7+1dRv7GO7db6GDW9R+07WjmcKAkUe07oohIi8sD944PfX1B/s3xr0YxjBvNHuIpfcI6sv5En86a3Xnf8rjez+X52O6rKv8AX7XT9f0nR5Y5muNTExhZFGxfLUM245yODxgGtWuG8UED4peBckDIvwPf90tJbpf1sHQ6TXNftfD8djJdxzOLy8iso/KUHDyHAJyRx69/asnxF4/03w/qq6Umn6rq2pGPzpLTSrQzyRRngM/IABPvnp6iqPxNIFp4ZBIBPiGyA9/nNJr3hvxFp3ii48VeEp7Sa4uYUivdNvchLhUB2mNx918cDPy85NJbX83+S/Vjf6fq/wBDp9A1y28R6PFqVpFcQo5ZGhuYzHJE6kqysvYggg1m6B450jxH4g1bRbJbhbnTWxI0qAJKAxQmMgkkBlIJIFY8nxHik+HWta+1pJp+oab5lvPZznJhuRgBc4wwyy4PcV59pHjLwhpGr+CDo2si7uoVbT9R/wBHlj8xZjuMhLqBxL83XvVLWVv612/rzE9I3/rTc9+JwM155YfFu11NIpbLwf4vuLeVtqXEWmBojzgncHxgH+VehHkEV5FP4f8AGnwy8Ktfab4tttR0zSw0zaZcackSvGSSwEgYtnkkc/4GbpO72Ha603PSNf8AEmleGbEXWp3Ij3tshiUFpZ37KiDljyOn44FN0rxLp+q+FYfEamS30+S3NyTOAGRBkksAT2B6E1I5ttT0eLU/syeY1oZIWkQb4w6ZIB6jIxn6VyvgXTE1r4JabpcjmNLzTGgLgZK7gwz+GaGpJS7r/g/5CTTcez/4H+ZvaL4ttdZ1AWDWN9Y3Mlqt5Al2qDzoScb12M2MHGQ2GGRxVzTNdtdXvtRtrNJXSwlEElxgeU8mMsinOSV4B4wCcckHHnmqL4gs9atIpZrK31YaSbRJbORpRbWwZTPdPuVdpwqhE5+Y9SAa3PBuvxW8Oh6OujrYafqFm8+lyC6815UXDHzRtG1yHDnBbJJ5zVaPb+t/0X337WFr1/rb9fw9Uzu6KKKQwooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArz/AONv/JIdd/7d/wD0fHXoFef/ABt/5JDrv/bv/wCj46APQKKKKAPmD9o7/koen/8AYKj/APRstFH7R3/JQ9P/AOwVH/6NlooA9/8AAn/JPPDP/YKtf/RS1z/i3/kr3w6/7iX/AKIWug8Cf8k88M/9gq1/9FLXP+Lf+SvfDr/uJf8AohaAPQKKKKACiiigDzmf4Z6rBLf22heM7vStFv5XlnsFtI5GUufnEcpIMYPbA46813Oj6TZ6Fo9ppdhH5draxiONc5OB3PqT1J9TV2ihaKwPV3CiiigAooooAKKKKACud8X+E08U2dqI76bT9QsZxc2V7CoYwyAY5U/eU9xxmuiooA47w94JvbHXzr3iHxBLr2qJCYLaRrZLeOCM8ttRSRuPdvTiuxoooAKKKKACiiigAooooAxvFPhq08WaDNpV5JLErsskc0Jw8Tqcqyn1BrntL8BaqdcstU8U+K5tebTyWsoTZpbRxyEY3sFJ3sB0J6V3VFC0d0D1VmYNnoWo2ut67ftr1zLDqKxi1tnXKWRVSCUBJByTnoOnOa4vRvhn4w0CCaLTfiN5InlaaZ20SGR5ZG6szsxZj9TXqVFAN3OX17w74g1H7FNpHi640m7gi8qdxaJPFPnGWMbHCtkdR0BIp3hXwgPD017qF7qU+q61qBU3d9MoTcF+6qIOEUZ6D/ADpqKACiiigAooooAKKKKACvNLv4eeMrvXbfWG+IuLu2WSO3b+xIf3aPjcuN2D0HJHavS6KOtw6WMG60LUrnXND1Aa9cxRaeki3VrGm1L1mXALAMAMHkDB9sdaydb8JeKtV1K5+y+PLmw0m4IDWcVhEZEUgbgk2dyk84OOM98V2lFD1A5W88AaNc+Bo/CcPnW1nCFMEsTfvY5FbcJM/wB7dkn1yelZ+l+AtVOuWWqeKfFc2vNp5LWUJs0to45CMb2Ck72A6E9K7qinfW4W0sFFFFIArJ8RaRdazpnkWOsXelXUcgliubbBwwzgOp4dOeVPXFa1FAHD6V4E1Q67aat4o8VXGvS2BLWUItEtYonIILsqE7mweDxjnr2veGINWn8R+ItYvpL2KxuLhYLGyuHbCJENrSBD90O2SPUYPeuqop3A5/xd4Wj8VaZDCLyaxvbSdbmzvIRloJVzhsHhhzyO9ZeieCr+z15Nf8SeI59e1C1haK0P2VLeOBW+8RGmcuemfTj0rtKKS02B67nLeBbbVl0u91DWJbwS6ley3cNrdOzNaQsfkiwfu4HJXtnFT+JdF8Q6pLbyaD4qfRNilZl+wx3Ky9MHD42kc9OufauiooYHJaN4dj8E6Nq2pNLfa1q9wpuLy4Kbprp1X5URR90dQqjOM1d8E6Zqmk+EbC11q9mu9S2l55JpTIwZiW27jyQucfhXQUU7gch428Ka74qgezsPFX9ladPbtBc2v9npP5uc5O4kFeDjijTvC3iO18J3+jXfjCS4uZohDaXsdgkLWi7ccBW+Y++QfeuvoqbKzXcd9U+x5roHw88X+HLS1sbD4gJHp8DA/Z00KAbxnJy24nJ7scmvSqKKq9xWCiiikA10WRGRhlWGCPauK+F++w8PXXhyfIuNEvZbQg/xRlt8bfQqw/Ku3ooWj/r+u/3g9ji7D4eW9j8RbrxWL9njmDvFYmLCwzOqq8gbPJYL6d+taPi7wdZeLrW3Wa4urK9tHMlnfWkmyWByOcH0PGR7dutdHRR0S7Dvrc8+XwB4j1C6s/8AhJPHU+qWNrcJdLbRaZDbFpEOVJcZOM9R3rb8c+Ef+Ez0JLBL9rC4hnWeG5WLzCjAEH5cjOQxHWumooaurMS0d0ctrvguLVvA0Hhu2vGsjapALa6SPc0LRFdrAZH93171Pb+E4rX4fHwpDc4Q2DWf2gx92Ugvtz6knGfxroqKHre/XcI+7a3Q4Pw34M8XaDJp0Evjz7XpVkqx/Yv7Iij3xqMBd+4sO3PJqbwcp1Txb4q8Rjm3muE0+1bH3kgBDkexdmGf9mu2op3d7v8Ar+v1FbSxFc28V3azW06h4pkMbqe6kYIrlfAHgRPA1jdwtqL6jPcyKTO8ewrGihUTGTwoH69K6+iktLjep57e/DfU21PVW0nxhd6XpOrTNPe2UNrGzs7DDlJTymcDoKvJ4A2aL4S07+08/wDCPXMc/meR/wAfGxSMY3fLnPXmu0ooWm3l+GwPXfz/AB3MG98PtP4usvES3GWs7Oa2Fts/1hcqc7s8fdx071896TqMOkos9v4kttP8SQSS+RobeF/PuI5C7bYPtDLvJbOM5z81fUVFJK39f13Hc4jVfC+p+LNO8P60NQk8P+JbOEP5sUIlWMyIPMjMbHBGfU8Y70ujfD57K+1e71bXbrV5NXsVtLszxhCT824rg4VSGwEA4x1Oa7aim7Nv+txK+n9bHmC/CrWZLOx0688c3dxpenTRSWdp9hRAojYFVkYHMnyjAzjBwe2K7CHw15Xju58Tfa8+fYJZfZvL+7tctu3Z98Yx+Nb9FO/9fgKy/r7zi9f8D6heeJT4g8O+JJtC1CaAW90RapcRzopypKMQAw6Z549Oc3/CPhEeFH1Q/wBp3Oofb7hZzJdcyAhFU7mz8xJGegxnGOK6WiktNv66jeu5gav4Z/tXxV4f1v7X5X9kGc+T5e7zfNQL97I24xnoc+1b9FFHSwGDoXhv+xdZ17UPtfnf2tcrceX5e3ysIFxnJ3dM54rBvvBfi6S8vP7O+Il7aadcys4tpLCOeSIN95VlYhgBztx90Y9K7yilb/IDhdW+G6S+FdE0TQtVfSjo90t1BcvALhi67uWBKgksxY9vatLw5ofirTdQebXPGX9s2piKrb/2ZFb7XyMNuU5PAIx711FFVd3bAw9S8OnVPFGj6tNd/wCj6WJXjtfL+/K67Q5bPYZwMd85pvizw3/wk2nW0Md39jurS7iu7e48vf5bo2emRnIyOvet6ikByFz4G+02vi+H+0dv/CRY58jP2f8AdCP+983TPaunsLX7Fp1tab9/kRLHuxjdtAGcfhViihafh+Gwf8H8TmfHPhH/AITPQksEv2sLiGdZ4blYvMKMAQflyM5DEdaZrvguLVvA0Hhu2vGsjapALa6SPc0LRFdrAZH931711NFKys13HfVPsc5b+DdOXwFH4Rui09kLQW0jgbGc93HXB3fN359a52D4a6tcNZ2eveNLzVtDs5Eki09rRIi+w5QSSglpAMcg9TzxXotFVf3ubqTbTlMCHw15Xju58Tfa8+fYJZfZvL+7tctu3Z98Yx+NIfC0UnizUdannEsN9p6WD2pj42hmJO7POQ2MY/GugopW0t/Wt/8ANj/r7v8AhjzBvhPqjaFceHm8cagdB8p0tLP7MgaLOdokkBDSIMn5flB46AYr0q1g+zWcNvu3eVGqbsYzgYzUtFFwOF1PwDqSa/eax4V8Uz6DLfndew/ZEuYpXAADhWICt1yec+3fX8KeEYfDVreGa8m1LUdQk82+vbkDdO+MYAHCoOcLzgHFdHRQtFYHq7nnUfw413Rnnt/Cfje40fSpZGlWxk0+K6ELMckIzEFV9B+pNbT+DC2reFr5tWuZm0FJlLXI8yS68xAmWfIwRjPQ5rq6KFoBg6/4b/tzVNCvftfkf2Vefatnl7vN+UrtzkbevXmovFGgaxrElncaJ4nudEurfcCVgWeKVWAzujYgEjAwe3PrXR0UWA5Pwx4NuNI1e51zWtcm1vWp4hbi5eBYUihBzsSNeBk8k559ucyeNvCl14rstPSy1b+y7qwvUvIrj7MJ8MoIHykgd8856dK6iih628gRy/hzQ/FWm6g82ueMv7ZtTEVW3/syK32vkYbcpyeARj3q1beG/s/je/8AEn2vd9rs47X7P5eNmxid27POc9MVvUUdmBgHwznx+vin7X93TTYfZvL/AOmm/fuz+GMfjW/RRR0sHW4UUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXn114C8UzebZR/EXUl0aViGt3s4nuPLJyyi4+9nk4OOBgYOK9BopWC5yGsfD+xvvDmlaXpt3Ppc2jssmnXcQDtC6jGWB+8D3HGab4e8E3tjr517xD4gl17VEhMFtI1slvHBGeW2opI3Hu3pxXY0VV9bitpY85n+GeqwS39toXjO70rRb+V5Z7BbSORlLn5xHKSDGD2wOOvNa2r/D6wvPDelaVpl1Npc2jusmnXcIDNC4GMsD94HOSOM12FFK2lv602+4fW/wDWu5x3h7wTe2OvnXvEPiCXXtUSEwW0jWyW8cEZ5baikjce7enFa3i7w/8A8JT4WvtE+1fZftaBfO8vftwwP3cjPT1rbooBaO6Ob8V+EY/E1nZ+Vfz6fqWny+dZX0IBaJ8Y5U8Mp7r3ql4f8E31lr6694i8RTa7qcMTQWrtbJbxwI2N2EXI3Hu3pxXY0ULR3FbSxgeFPDX/AAjFnf2/2v7T9rv5r3d5ezZ5hzt6nOPXv6Vzg+Het6dc3MPh3xtdaTo1xM0zWAso5jGXOXEcjHKA84wOCc816FRR/wAMM5XxT4PuNdtNJOn63PpupaVKJLa+aITt93a25SQGyKo6v4G1e+vNM1fT/Fclhr9rZ/Y7i/8AsMci3KE7jmIkKvzc8dP1ruKKP6/QDyTxJ4Ou/C/w08Vr9sutduNTljuJpJYzvjPyBnIUncFwWxjAAwcgHPN+D9caz8UWMXhXxLZeIZLy5RNQtbbwwtjtgz80zyqq/dzxk9Wr3+iiOjv/AF/X9dgeqsZfiPR/+Eg8Nalo/n/Z/ttu8Hm7N2zcMZxkZ+mRVuxtBZ6bbWZbzBDCsRYjG7AAzirNFAHG+IPhn4Z1jQrywtNG0jTrmdNqXcOnR74jnORgA/qK07/wyjeDbnw9o0sGkLNAYVlgthtj3feIRSvJBPfqc81v0Umrqw76p9ilpGl22iaPZ6XZoEt7WFYox7AYz9T1qh4s8Pf8JRon9m/avs3+kQz+Z5e//VyK+MZHXbjrW5RVNtu7JSSVjiNa8C6pc+JbrW/D/imbRJb+JIr5Fs0nE2wYUqWI2EAkZGarj4Zhfh+/hQazK4a9+1i7mh3uf3wkww3DJ4wWyM9cdq7+iktNv61v+Y3rv/WlvyMPXPD39s6tod99q8n+yrprnZ5e7zcoy4zkbfvZzzWBe/D7UV8RX+o6D4su9GtdUdZNQtIrZJPMYDBaN2/1TEdwCc89gB3dFFv6/r0QXOHh+GtovgiXw1NqNy/+lveW96mVmgkLl0YEkksucE5556Zq54f8N+JbDU1u9d8aXGsRxoVit0so7VMngl9uS/tnpXWUUAc/4W8Of8ItY6hCbs3Qur+e+yItpXzDnbjJzj17+lVvAttqy6Xe6hrEt4JdSvZbuG1unZmtIWPyRYP3cDkr2ziupooWn3W/r7g/4f8Ar7zkfFXgqbxFrenata63caXd6fDKlvJBGGIdypDHJwy/KQUIwwJ5FQ6L4ANtJq154g1ibXNT1O2+xzXTwrAqwYxsRFyF65Pqfxz2lFFtLf1qHW55gvwq1mSzsdOvPHN3caXp00UlnafYUQKI2BVZGBzJ8owM4wcHtitvX/A+oXniU+IPDviSbQtQmgFvdEWqXEc6KcqSjEAMOmeePTnPaUUAcVpnw4s7TSPEGlX+oXepW2syB5XuD++U7FXJfu2V3A4AHAxgU3RPB3ifT720/tHx5eahptoQY7QWUcTvt4USSglnGOuevWu3ooWjv/WgdLf1qVNV0221jSbvTLxS1tdwtDIFODtYYOD6158vwt1iaxs7DUfHF7eWWnzQyWdubREVVjcHEhBzIcAAEnjrg16ZRQtHf+tAeqscj4p8H6hrOt2GtaL4gk0XUrWF7cyi1W4WSNiDtKsQOo61F488AJ43t9PQ6lJYzWjMGmSLcZYnXbJH1GNwxz+ldnRR0sHW5zXifwfFr9hYLZ3sul6hpkgksLyBQxhIGMFTwykcFe9N0Hw1rFp9rPiPxPPrpuIjAIzapbRIh6/InVjz82enFdPRR3v1Dt5Hn+kfD7XdFntLO28cXo8PWkweLTvskYk2BtwjM+dxXPBGOV46Vfufh9ZagPEyX9wZotbnjnULHte1dECqytk5YEZBwPSuxooeq/r+ugdf6/rqcpZeEr5NX0HVNS1kXt1pdpNayOLbZ9o37cOfnO0gKM9ckk8dK5m5+EmpvpV5oNr41u7Xw7MZGi09LKPMZYlsGXIZk3HJXjI4969Rooeu/wDXUFp/XyON8QeBrjU7jSdS0jXJtH1nTYTbpeJbrKskRGCrRscHkZHPGe/GDQfAbaXqupahqWtXGsS6nZpbXX2mMDcQWLFcHCod2AgHAHU12VFD13/q+4dLf1oefab8PvEGlGHT7Xx7fp4fgf8Ad2Is4/OWMHIT7R97Hbp044rvbi3iu7aW2nQPDKhR0PRlIwR+VSUUPVWYLR3R5ovws1VbA6CPG9//AMIqTt/s37LH5vldfL8/72M8dOnFbviPwO2pXGmX+h6tLoWqabEYLe4ihWZPJIwUaNjhhwMelddRQBw954D1LVfB1xo2reKJ769uLuO5e9ktlVV2MpCJEpAVcIOh6knvitzXPD39s6tod99q8n+yrprnZ5e7zcoy4zkbfvZzzW5RRf8Az/L/ACQrf5f195l+I9H/AOEg8Nalo/n/AGf7bbvB5uzds3DGcZGfpkVnr4U26/oOqfbf+QTZSWnleV/rd4Qbs5+XG3pg9a6SihaO/wDXX/Njeun9dP8AJHIWPg7UdL8aXmsWHiKSLS76b7Rd6U1ojiSTZtyJScqMgHAHbFZg+Het6dc3MPh3xtdaTo1xM0zWAso5jGXOXEcjHKA84wOCc816FRRbYLkcEXkW8UPmSSeWgXfIcs2BjJPc1wI+Het6dc3MPh3xtdaTo1xM0zWAso5jGXOXEcjHKA84wOCc816FRQ9XcForHPy+GPM8UaNrP26Q/wBmWstt5ci7mm3hRuL56/L6c57VJp3h37B4s1rXftXmf2mlunk+Xjy/KVh97POd3oMY71uUUB/X9fccOnw2tW8H3mgXOozM01/JfwXcCeVJbys+9SvJ5U9+/tVzw/4b8S2Gprd6740uNYjjQrFbpZR2qZPBL7cl/bPSusooWm39dAepz3hjw23hbTtSgW5+2NdX096P3fl4Mhzs6np0z+lfP2k6jDpKLPb+JLbT/EkEkvkaG3hfz7iOQu22D7Qy7yWzjOc/NX1FRS6/1/X9eo+hy1not7q2q+G/FGosLS+tdPdLiyEfHmSqhYZ3cbSpGOfrUnh/wn/YWjatp/23z/7Qu7i58zytvl+b/DjJzj14z7V0tFN2d101/F3EtNf60VjxD4gaNH4b0fwXpN5fpa2FhFNDLrU2mm7iQ7AoRoDuU7+2c4wcd61/hRrF5Pqlxpen6lBrXhuG3Mi38GjDT0huCwzCqqAD8p3HjPNesUU03dt9f6/q1vzE0rJLocT8T7eVPD1nrcCF5NDv4dRKqMlo0OJB/wB8sT+FX/EGi6zrjWd/4d8WT6M4jIO22S5imRsEHY2AG4GG9MjvXT0Uun4/oM4/R/DZ8HWOsa5dXV7r2uXMXmXM4iAebYDsjijXhR2AGeT9AI9J8M6//wAK7s9Lu/EV9ba4MTtfCTzmjk3bgjbvvoM7SCcED0rtKKAOJ0jwLqC69a614o8TT69d2IYWS/ZUtooSwwzFEzubHAJ6fljdk0H7V4pi1m8ufOjtYdlla+XhYHOd8pOTucjCg4G0Z9TWzRQBxt94Ea8vNQjXU1j0fUryO9vLP7NukaVNvCy7sKrGNMgqTwcEZ4jsVOs/FrUL9ObXRrBbANjgzyN5jgeuFCA/71dtRQtLeX+VvyB638/87mL4d0W90Yal9t1m51P7XeyXMXng/wCjo2MRLljwMdsDnoKr+LvCMHiuytx9snsNQspfPsr63+/BJjGcd1PccZx1FdFRR/X3AcLp/gLVJdbstT8V+K59eOnv5tnbizjtYo5MEb2VM7yOx4xz61PrPhTxTc61c32h+OrnS7e4Cl7SWxjukRgMfIXI2AgA4HfJ712dFAHDQfDeC30rTdPGpzSxw6kNU1CSdN8l/MOfmOQFG7Bxg8KB6k9D4p8Pw+KPDN9o00vki5j2rKF3GNgQVbGRnBAPUVsUUPVW/r+tAWjuVobaYaXHa3Fy0kwhEclxGNhZsYLAZOD374rg5fhxruqRLp3iDx3e6noQYb7EWccMkqr91XmU7mHAz3Psa9Foo63BaKyOe8TaJreqWdvbaD4iGhqgZZcWKXAkUgADDEbcc9PWqHgXwjrPhCzFhe+Jv7V0+GIR21v9gSDycHOdwYlvxrsKKFoHRLsYWl+Go7QapNf3H2691N2+0TlNn7rkJEoydqKpxjPJJPU1maN4Jn065057vVhdR6TavaaaqW3lNEjADdI2472CqoyAo6nHPHYUUWAx/C2j3mg+H7fTr/V7jV7mIuWvLgHe+WJGcsx4Bx1PStiiim3fUAooopAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV5/wDG3/kkOu/9u/8A6Pjr0CvP/jb/AMkh13/t3/8AR8dAHoFFFFAHzB+0d/yUPT/+wVH/AOjZaKP2jv8Akoen/wDYKj/9Gy0UAe/+BP8Aknnhn/sFWv8A6KWuf8W/8le+HX/cS/8ARC10HgT/AJJ54Z/7BVr/AOilrn/Fv/JXvh1/3Ev/AEQtAHoFFFFABRRTZG2RO+M7VJpN2VwWpyusfE3wboGsHSdT1yGG9XAaMRu4QnoGZVKqfYkY6muphmiuYI54JUlhkUOkiMGVlPIII6ivPfhTp9pqHwxE1zFHM+ryXMt8zDJmZpHU7vXgY5q58IHkPw106OR3cQyTwxlzk7FlcKPwAx+FVa1090D7ra9juaKKKQBRRRQAUUUUAFUdY1nTtA0ubUtVu47WzhGXkf8AkAOST2AyTV6vP/GqR3/xG8C6XdBXtGmubpon5V5I4wU49iSaNW0kHRs3/Dfjrw14veZNC1aK7khGXj2NG4HrtcAke4GK6GvP/FVult8V/BN/bqUubg3VrMy/8tIhHuAb1APIr0CjdXDZ2CiiigAooooAKKKKAILu8ttPs5bu8njgt4VLySyMFVAO5JrnfD3xH8I+Kb82Oj61FcXQXcImjeJmHfbvUbvwzWT8Vttzp/h3S5sfZdQ1y1guFJ4ePJYqfUEgU34m2sUH/CJ6hbxiO7tNbtooXQYIRztZOOxAHHtRHV697fl/mD0Wna/5/wCR6AzBVLMQFAySTwK5G1+Kfgm91tNHtvEFtJePJ5SAI/ls3oJNuw57Ybk4AzXXMoZSrAFSMEEcGvOfiPa2WqWOk+BtLtoPt9xcRSxRRIAtjBG2WlwB8gwCo6Z3YFC+JJ/1/wAMD2bOv8ReKtD8J2SXeuajFZwu21NwLM5/2VUFjjPOBxS+HfFGieK7Br3Q9QjvIFbY5UFWU+hVgCPxHNcd4vXUdE+I+k+Kf7Bvta0yGxe02WEImmtpmYnzFTryvyk+meegNXwdqr6n8XdYu4tFv9JgvNJillhvo1jld1kKK7ICSpxuAyckDPcUR1/H8L/oglp+H4/8OepUUUUAFFFFABRRRQAjMFUsxAUDJJPArj7f4q+B7rWl0mDxDbPdvJ5S4R/LZvQSbdhz2O7ntXYMoZSrAFSMEEcGvHvHt5q0mlLo+q+DhpHhG2vYxJqVtNHcGOBG+VkhTBjBwMnnaCeCeKF8STHbTQ9irmfEfxC8K+EryO01vV47a4kXeIhG8jAepCKdvtnGe1dHFJHLCkkTB43UMrKcgg9CK4H4bRxXmpeMtVlVHvJtbmtncjLCKMKETPoB296LO9v66L9RaWv/AF/Wh2MWuaVNon9tR6hbNpnlmX7V5g8sKOpJ7YrG8PfEfwj4pvzY6PrUVxdBdwiaN4mYd9u9Ru/DNeUyQRxabceGQNukyeOVtPJJ+UQnDmPHTbnHFd98TbWKD/hE9Qt4xHd2mt20ULoMEI52snHYgDj2prWz6Npfel/mDurrqr/hf/I9BooopAFU9U1Ww0XTptQ1O7itbSEZeWVsAe3uT2A5ParlUdYjMmlTsmmxalNEvmw2spUCSRfmQbmBCncBhux5pPYa3Mfw58QfCvi27ktNE1eO5uI13tEY3jYj1AdRu98ZxxnrXTV5Pa6lqOofFbQ7rxdoLeHpo7aaLTFWVLlbmRh8yvMhwpC8qmOcnnoD6xVdEyetiC8vLXT7SW7vbiK3tol3SSyuFVR6kngVz3h34i+E/Feovp+i6ut1dJGZDGYZIztBAJG9QD1HSue+LUzPN4W01tPl1KC61LdJYxFR9pKISiNu42liCc8ADPar+ieNdRfxJZ6B4j8JPoNxdRO1gy3cdzHJsGWXKAbSB2/lxlR1b/rpf+kOWn9eZ3VY/iLxVofhOyS71zUYrOF22puBZnP+yqgscZ5wOK2K838YDUdE+JGk+Kf7Bvta0yKxktPLsIRNNbTMxPmKnXlflz2GeegK6pf1/XQfRnY+HfFGieK7Br3Q9QjvIFbY5UFWU+hVgCPxHNa9eW+DtVfU/i7rF3Fot/pMF5pMUssN9GscrushRXZASVONwGTkgZ7ivUqron/XYnq1/Xczdc8QaT4a01tQ1m+is7VTjfIeWPooHLH2AJ4qydQs003+0ZLmOKz8rzjPK2xVTGdxJxgY9a5H4l6Jps/hDXdYms4pNQg0qeKGdxlo1KnO3PCk5OSOSOOldFpVtBeeFbG2uoY54JbKNJIpUDK6lBkEHgiktU/l+v8AkN6Nf12/zMnQ/iX4P8R6sNL0rW4p70glYmikj3467SygMe+AScZPQV1ded+KY4PEnj/w3o2nRxvcaLcjUL24Qf8AHrGB8sZPZnOPl9FzjFeiUfZuD3sFFFFABXNv450SCHUri6lmt7PT70WEt08RMbTHGQu3JwCQpJAANb13P9msp7jGfKjZ8euBmvPPCGgx+I/gfHYXOHk1W3mmkducyyOzh/qGwfwpXtd9v6/JMemi7/1+qPRpZo4IJJ5XCRRqXdj0AAyTWbD4l0abw9Hr/wDaEUWlSIJFubjMK7ScA/PgjJ6Z68V55deI7rXPg7ptirldX1aVNEkH8SybikxP/AFc/iKtato2n6h8SvDPhW7gSTRtL0p7qG0kAMcrqRGu5ejbVGeR3PvVW1su/wCl3+FrCT0u/n99l+NzZ034t+BdX1KDT7PX42ubh9kSyW8sYZuw3MgAJ7ZPJ4rpbPW9Ov8AVdQ0u2uN97p5QXURjZfL3jK8kYOR6ZrlNb8eaXa6zFo+q+FNdkh+2xQRXk2nKbQylhsZXZscHkEDPHFJe40T4y2F0flt9d06S2c5486E71J/4ASKSs7ed/yv/XqDur/11OptvEGl3mu3uiW92smo2SI9xCFb5A3K84wfwNMu/E2j2N5fWlzeBJ7G0+23K+Wx8uHn5iQMdjwOfavK/Dm+08a6P4zcsIvE19e2khOfuE/6P+kX61oOP7S8OfE3xGclbtZ7OAk/8sreIpkDtlt5qW2oX62bfr2/FFJJz5fNJf18mdHp/wAXvAWp30VnbeIoRNKcJ50MsS592dQo/E89K6TV9dtdEm05LuObZfXS2iSooKRyMDt388AkYBweSKxtK0bT9f8AhfpWm6nbxz2s2mQhldc7f3Yww9COoPauIiubjU/2aftVzK5ubS2Lwyk/MDBMfLP5ItXO0W79Py/pEQvJJrr+fQ9gmlSCCSaQkJGpZsKScAZPA5P4VV0jV7DXtKt9T0y4FxZ3C7opQpXcM46EAjkHqKk0+4+2aba3RGPOhSQj6gH+tef+FdQt/BkvjHRLrEdppEj6nbL0H2aRS+1fYMGH40n7rafT9N/68mNe8k11/X+vxO6sNa0/U72/tLO482bT5RDcgIwCORnbkjBOPQnHer9eaaNDf+HPhPJqZ1Ky0vUtRc6je318pZIWmYFiF/icKQFU9WAHes74e+PLnVPGh0T/AIS6PxPazWbTi4/sw2T27qwG3GAGBB689O3d215eq/y1FfTm6f8AB0PXKK8gsdQ+IfiTTddv7DxJaafBpV5dwwJ9hjle6KMSFckAIoG1QQCTyT2rYv8AxhrOq+GPCH9l3FtpV/4jZVe8ljEi2+Iy7bFPDMSMKD649wlqr+n47Dejt6/huej0V5l4SuvFqeLvE2n6x4rXVYNIgQKqWEUQd5E3BiV5Vl2kbeQcg1Yj8T6w3wJPiQ3n/E3/ALNaf7R5SffyeduNv4YxSbSi5dtfvv8A5AleXL/XT/M9Forzrx14jvNK0nSJm8Y2PhyGeLfLcPZfa7iWTC4VIumzklmxwdo71l6F481PUvhj4sv4tXjv7vSBMtrqiWoh88BAyuYmGARnGMY479S3pzeQLW3mes1la/r9r4csIry8jmeOS4itwIVBO6RgoPJHGTzXEQ614q8P+B77xnr+s216r6ekttpcVoqRwyNt2ZkHzNnIyOBknHasPxbpvjmz0LS7jXfENjqVrcalZtcWwshC1s/mqQInX74ycEsOgGKdmpKL7r8xXvHmXZ/ke0Vwi/GbwA1yLddfBlL7ABaT8nOOuzFd033T9K8Z+FWveLbbwdpVlY+CvtumefIv9o/2rFH8pmbc3lkbvlyeO+PelHV2G/hv/XU7DUPi94F0vUbnT7zXPKuraVopU+yTttZTgjIQg8+lXtK+I3hLWtNv9RstZiazsApuZpY3iWPdnb99RnOMDGeeO9Znxc/5E2D/ALCdp/6NWtP4geGbrxV4bWzsZbdLuC5iuoVuVLQyMhzscD+E0r+7fzt+Wv47D+1b5/n/AJbj/DfxB8K+LbyW00PVkuriJPMaMxSRttzjIDqM/h0yKzb74weBNOv7ixu9d8u5t5GilT7JOdrKcEZCYPI7UaB4xjv/ABFBpHiPw/JoniRYW8gTbZI5k4LCGYdeACV7Y74rkfB+u+K9NuPE0GieDP7YtTrt2xuf7Uit8NuGV2sM8cc+9PdpeX62F0+f6M9fs7uDULG3vbV/Mt7iNZYnwRuVhkHB5HB71n614o0Xw9c6fb6rfLbS6hL5NqpRm8x8gY4BwORycDmtVCzRqWXaxAJXOcH0rxzxXc6D4o8ReKodU1vS7NtPshp+nJc3aRsLjiV5AGIPDCNcj+6aUmk/L9P60CKuv6/rzPUPEOv2vhrS/wC0LyOaSHzo4dsKgtudwg6kcZIzRFr9rN4oufD6xzC7t7VLp3KjyyjMVABznOVPavPvEfiBPFHwX0vV1I3z3Nl5oHaQTorj/voGtZr620v4ta/f3knlWttoEEsr7S21VkkJOBknj0qrWdn3f4RuK91p2X4ux2Ota1p/h7S5dT1Sc29nEVDy+Wz7dxCjIUE9SKTWdb07w/pE2q6pci3soQDJKVLYyQBwASeSOgrlm8SeGPif4c1zRND1H7ZI1oyuPJkj2Fgdhy6j+IdvSuYkux488F+B9BnJJ1F/9PXPIW2Qh849ZAv51LvZ28vx/wArFK35/wBfM9Tu9XsLHRpNXubhY7CKHz3mIJATGc4AyeO2M1YtriK7tYbmFi0UyCRGKkZUjI4PI49a8cF7Nq3wn0LwrM7fbrnUk0S5AJBCwuTIc/7iD866jVb7xL4g8YXvhvw1q0Oh2ukwRPdXhtFuHeSQErGqv8u3byT1ziqdru23T7r3/FEq9td+v32/O56BVDWtWg0HRL3VrpJHt7OFppFiALFVGTgEgZ/GvPl8WeJLDwz4107U7mF9c8PW/mQ6hDCFE6OhaNyhBUNwcjGO31gv4vFVz8Lde1nxBrkFxDe6K8kWnwWiotuSmQfM+8xI6gjGSccAVMnaLa6K/wCdvyKj8ST7/wCX+Z6jaXKXllBdRhgk0ayKG6gEZGfzqhb6/a3Hia80FI5hdWlvHcSOVGwq5IABznPynPFcZfapr97eeHPCfhzUodLnl0pb66vngWdo4lCqoVG4JLHnPbpUfguDWrb4peIYNevLW9u49OtVW5t4jH5qBnwzL0VzzkDj0q2vft01/C/6ohN8l+un42O91PWtP0drNb+48k3twtrb/Izb5WzheAcdDycCl1TWLDRoYZtQn8mOadLeM7GbdI5wo4B6nv0rh/i5NdW1v4VnsrT7ZdR67A0Vt5gj81gr4XceFz6msLxhr/i7UYdFg1nwT/ZFodZsybr+1YrjDCQYGxRnn1qY62Xnb8v8ypafdf8AP/I9Ui1rT5tcn0aO4zqFvCs8sOxvlRjgHOMHkdAc1frjpPEN/b/EDWrFpDLYWejR3kduEUHzNz5+bGeQoGM4rg7nV/H0+jeHNdj8cWsEWv3kMC2dtpkLi2EueFZsl9uOQSCOeeKI62/rdtL8gel/66Jv8z1aPxFaS+LJ/Dixz/bIbNbxnKjyyjMVABznOR6fjWvXk2q2niG8+M93aaFqdvp876HCLi+ltxK0aiVuUjPylicDngAnviup8A6vrF7FrGl67cR3d/pF81q13HGIxOhUMrFRwpw3Qf8A16Fqvv8Azt/kJ6P7vyuaHibxt4d8HfZv7e1EWn2nd5P7mSTdtxn7inHUdaXw3418OeLllOharDdtEfnjwySKOOdjANjkc4xWD4m/5K54H/65X3/otag+IdpBp3iTwh4gtIlj1RtXhsXlQYaWCQMGVvUADjPTnpRHW1+un42G+tuiv+p2thrWn6ne39nZ3HmT2EohuU2MPLcjIGSMHj0zV+vMtU8Q+JjD46k029Hm6HdwSW0RhQgwiNXkj+7k5G7nrnGCK1tW8T3V/rvhDTtBuvLTVCb+5kCK3+iIm7ByDjcWUZHPFC1t8vxV/wDP7mD0v8/w/pfedRpOtafrtrJc6bcefDHM8DtsZcOhwwwwHQ9+lQ6rr9rpGoaVZXEczSancG3hMaghWClstkjAwD0zXBHxvrkPgi8uY5YbjWLjX5dJsGmRVRCZSqZCgZ2qD+XOaq6lpvizTPGngyLXvEFrrVq2ou0cwsxbzI/kv8uFO0pjnPXJ9KI6287fjb9GD0T+f4X/AMj1yivEPEfxPkl8T6tZx+OIPDMWm3DW0VudHa7e5ZR8zO2CFG7IGOcZJHSte78f+INT8G+DtV0Q2cWoavfm0lSRT5DtiRcnILBdyhuOcDGaFqk15fjsD0dn5/gesVFcTrbWstw4JSJC7BeuAM1weg3vinQ/Hsfh7xBrkWt299YvdQXAs0t2hdGAZdq8EEMOT+nfHgvfHPi3RNS8TaZrun2mmM1xHaaVNZh0mhQsm55Qd6scMcDjIHY1MnaN12f+Q4q7s+6/zPSdC1i38QaFZavaJKlveRCWNZQA4B9QCRn8aTSNc03XYJ5tNufOW3ne3mBRkaORfvKQwBBH0rF+Gf8AyTPw7/14x/yrj/Ga6v4Z8V3VvoaER+MI1tkZTgW14CFMp9MxknjqVq5q03FfL16f13sTB3im/wCl1O8t/Gnh+7SzeC/Lpe3b2ds3kSASyrncASvTg/N0461v1w2pmXwbF4K0PRpfIsnv0spV2KTJH5bk5yOCSMkjBzXE+I/ifJL4n1azj8cQeGYtNuGtorc6O129yyj5mdsEKN2QMc4ySOlJtX0/rb/P+rXGr9f63/yPWtX1+10W70u2uY5mfUroWsJjUEK5UtlskYGFPTNateTSeI38WaV8N9alSNJbjWMSCLOzcqSqSuecErkA+taIvvGXizxFrT+H9es9J07R7r7HHDJZrP8AbJVAL+YxOUXJAyvOCe4p2aun0b/T/MV76/1e7/yOz8P6/a+I9PkvbOOZI0uJbciZQDujYqTwTxkcVP8A2xYf27/Yvn/8TD7N9q8nY3+q3bd27GOvGM5rkfhF5/8AwhMn2ry/tH9o3fm+VnZv81s7c84z0zUn/Ncm/wCxdH/pQaS3iu6/9tuPpJ9n+tjqrvWLCx1Kw0+5n2XV+zrbR7GPmFF3NyBgYHPOKz/EnjXw54RSJtd1WK0Mx/dptZ3b32qC2OOuMVi+LP8Ako/gP/rvef8Aog1V8C20Wo+NfGWu3SCS+i1E6fCzjJhhjUYCnsGJycfjQtfx/wAv1G9P69f8jdg+IHha68Mz+IoNXjk0q3YLNMsbkxksFAZNu8ckdu+elVNa+KXg3w7qsumarrP2e8iCl4/ssz43AMOVQjoR3rO+MFrbwfC7xDNDbxRyzmBpnRADIRLGAWI6nAA57CtL4k/8ks1//rwb+VKTtFy7f5DSu0u//AJdC+JPhHxJNcxaVrKStbQm4mMkMkSxxjqxZ1AwM+tN0b4meDvEGsLpOl63FPetu2x+VIgfHXazKAfwPNLqWgt4n+GH9ipcfZ3u9PjRJCMhW2qRn2yOfasXRvFMmm3+keHPGfhxNMvEYRadewhZbOVwpQeW3WJmGQFPODzjOKtq03H+n/XYzTvBS/r+vM7y/vrbS9PuL+8k8q1to2llfaW2qoyTgZJ49K5HT/i94F1XUbewstc826uJBFEn2SddzE4AyUAH41q+Pv8AknviL/sHT/8AoBrnPAOveLZ9M0GyuvBX2bS/ska/2l/asT/IIxtbygN3OBx2zUx1bXp+v+RUtEn6/p/mTN8a/h6rFT4gwQcH/Qrj/wCN1pf8LN8H/wDCOf8ACQf2wP7L+0fZfP8As0v+txnbt27unfGKoeP/APkZ/Av/AGGP/abVV+MMtxBpXhua0tftVzH4gtWit/MCea434XceFyeMnpQtV87fl/mPr8r/AJ/5HQ+G/iB4Y8X3c1roWp/a54Y/MkX7PLHhc4zl1A6mulrnPDWseJdUmuF17wp/YiIoMT/2jHc+aT1GEAxj39a6OmyUFFFFIYUUUUAFcfffFTwRpusNpV14ht0u1cRuFR3RGzjBdVKjB65PHfFdhXl3xBuvENvoms6Np/gdP7BlQ+bqME0TkI+GlkW2G1mcEseo5GTSbt/X69BpXOy8R+NfD3hO3tZ9b1EW0V0SIXETyB8AE/cU+oqjoPxN8H+JtVj0vR9X+03kisyx/ZpkyAMnlkA6e9bHhp9PfwvpZ0q4+0WAtY1t5TwXQKACfQ8ciuV8J/8AFU+M9d8VMQ1nBnStMYH+BDmWQf7z8AjsKpq0mvX+vvsSneKfp/X3XOlsfFmiajqY0+1vGa4fzPKLQSJHNsOH8uRlCSbT12k1dGrWR1ltIWbdfLALholRjtjJwCTjAyc4BOTg46GvL5IdV8M2PheG60hzLobTQ2zLLGRqM7o0cSRBWLAEMXYsF2hT1rb8H6zZadMIrqK7nvNVvXjn1kxKLe5ulBzEnzbwq7WRcqF+Q4JJ5Fq/6/pf13G9P6/r+r9jtNX1ex0HTJdS1KfyLSIqHk2M2NzBRwoJ6kdqsXV1DZWc13cPsghjaWR8E4UDJOBz0rjvi5/yTLVf96D/ANHx1v8Aif8A5E3WP+vCb/0WaiTtBy7f5FRV5Jdxt74t0HTvDkPiC81KKDS541kinkDDzAwyu1cbiSOcAZ68VH4a8aeHvGEc76DqSXYtyBKvlujLnp8rgHHv04riT4d1TVfAPgPV9Gjtri/0a1guUs7o4S4BhUFQf4X4+UngGum8LeLbHXdYvLK70ebR/ElvEourW5Rd7RgnBSQf6yMMTg++cc86NJSlHsQneKZr3fijRbDxFZaBdXyx6peoXt7coxLgZ5yBgfdPUjOK168G1rWdG1S38R+KjrWlJrVpqMUmlW73aCURWrYACk5/eZlOO+4V7fpmoQatpVpqNq263uoVmjP+ywyP51K1jf8ArXb+vIb0lb+tNy1WT/wk+i/8JIvh5dRifVjGZDbJlmVQM/MQMKcEHBIJrWrzh9F03Qfir4XtdLs4rWFrK+kcIOXc+XlmJ5Y+5JPFC+JL1/K4P4W/T8zqPE3jXw94OFsde1D7ILksIf3Mkm7bjP3FOOo60nh7xt4d8VWt3daNqS3EFpjz5GieIR5BPO9RxgGsvxroHiTUNd0DWPDUmlLdaZ9oDLqTSBG8xVXgIMnoe47VQstW1vxPaeJPBPiG1tLHXVsW2T2jsbeaOQMquufmABwCDz9OlK75X31HZXXbqdXpHijSNduHgsLmRpliWYJLbyQl42JAdQ6jehI+8uR71btdWsr3UL2xtpvMuLIqtwoRsIWGQN2ME45wDkZGcZFea3t5rVhrWnXI0oWGq/2V/ZlpFPJG4ZyytLOfLZsQxqgOWwSWAwM10HgbV9Jt7ay0e0tdQi+2RPeQXt5Gi/2lyPMmGGJydwbDhTgjAwOKsnt/W/6a/wDDMnXr/X9P+tjf8R+KtF8JWEd9rl79ktpJBEr+U8mWIJxhAT0Bqh4b+IXhbxdfS2Wh6p9ruIo/NdPs8seFyBnLqB1IrA+Lk11bW/hWeytPtl1HrsDRW3mCPzWCvhdx4XPqa39E1vxLqFtftrfhf+w/Ji3QN/aEdz5hwc8KOMYHXrmpTsnJ9P8AJFNapLr/AJtHT0V51H4n1hvgSfEhvP8Aib/2a0/2jyk+/k87cbfwximeJta8UyeI/CujaFqUFo+q2UzzzTQLIEKqh8wDHLAFsLkAkjPFU01Jx/rr/kSmnFS/rp/mekUV51qd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Tillägg: Jag hade missat att inkludera ETFer från Vanguard. De har liknande låga priser som de billigaste från övriga bolag, men de delar ut varje kvartal och är Irlandregistrerade (utan källskatt). Därför platsar ett flertal Vanguard-ETFer på listan. Jag har fyllt på med ETFer och grönmarkerat en av dessa nyinförda ETFer, men inte tagit bort någon annan ETF.<br />
Tillägg 2: Har i feb -18 hittat en billigare Eurostoxx 50-ETF och lägger till den i listan. <br />
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MVH /GI Griphook Investhttp://www.blogger.com/profile/02602726767433180507noreply@blogger.com8tag:blogger.com,1999:blog-3655798318802262683.post-52807325979245426372018-01-01T07:16:00.000+01:002018-01-01T07:20:18.866+01:00Sammanfattning av decenber och hela 2017DECEMBER<br />
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Under december så har jag försiktigt provat att investera i byggföretagslån via Kameo (3000 kr). Får se framöver om jag gillar Kameos grej eller ej.<br />
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Har även ökat med 1250 på Lendify, vars modell jag redan vet att jag gillar.<br />
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I NCC:s stora dipp köpte jag några aktier till. Även om dippen kanske är motiverad i det korta perspektivet så tror jag på fortsatta stora behov av ny infrastruktur och nya bostäder framöver. Köpt 8 aktier för cirka 1300 kr. <br />
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Säljer Avanza Zero för 16000 kr på min IPS hos Avanza och köper istället Apple för 4000 kr, world-ETFen IEFA för 6000 kr, Europa-ETFen IEUR för 5000 kr och Hemfosa för 1000 kr. Anledningen är att jag vill att min lilla IPS-portfölj ska ha en bredare internationell prägel. Förut hade den enbart Avanza Zero, Investor, Axfood och Hemfosa.<br />
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Säljer och slutar månadsspara i Nordnets Danska Superfond efter att Nordnet meddelar att de framöver inte kommer kunna kompensera fondägarna för den danska 27%-iga källskatten. Det blir nu bättre att direktäga Danska aktier via kapitalförsäkring på Nordnet än att ha Danska Superfonden. Nordnet har ju verksamhet i Danmark och kan därför få tillbaka hela källskatten, till skillnad från ägande via kapitalförsäkring på Avanza där man bara kan få tillbaka 15% (och resten får man ansöka om hos Danska skatteverket). Bra inlägg om Dansk källskatt, kapitalförsäkring, Nordnet och Avanza finns hos <a href="http://framtidafrihet.blogspot.ca/2016/08/novo-nordisk-kallskatt.html">Framtida Frihet</a>.<br />
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Efter att både Avanza och Nordnet meddelat att EU snart förbjuder många av våra vanligaste och billigaste ETFer så säljer jag min pref-ETF (PFXF, VanEck Vectors Preferred...) för 26000 kr och köper istället mer i de två billiga och utdelande ETFerna SCHF och SCHE. Jag kommer inte få köpa mer efter den 3/1 -18, och väljer att öka i december istället så att dessa två blir mina största innehav. Pref-ETFen var högst på listan med innehav som jag kan sälja vid behov och det känns faktiskt skönt att bli av med ett innehav utan tillväxtpotential. Förväntad utdelning nästa år sjunker cirka 1000 kr (från 41400 kr till 40400 kr) av denna manöver, men på längre sikt så tror jag att det lönar sig.<br />
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SUMMERING 2017<br />
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Under 2017s första månader blev jag irriterad på Avanzas inställning till återbetalning av källskatt. Även om jag än så länge har en ganska liten summa innestående på kontot "retur källskatt" så ogillar jag Avanzas attityd i frågan. Efter att ha funderat någon dag öppnade jag konto hos Nordnet och flyttade över nästan alla tillgångar. I och med att jag har många utländska utdelande innehav och föredrar kapitalförsäkring så blev det sälj och köp som kostar både courtage och växlingsavgift. Oklart om min flytt kommer löna sig i längden, men jag vill i alla fall protestera i det lilla och visa Avanza att jag ogillar deras sätt att hantera "källskatt-gate". Mer läsning om detta hos <a href="http://petrusko.blogspot.ca/2017/03/varning-for-utlandska-aktier-hos-avanza.html">Petrusko</a> och <a href="http://miljonar.blogspot.ca/2017/03/kallskatt-gate.html">miljonär innan 30</a>.<br />
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I samband med flytten så såg jag över mina innehav och valde en mer jämnviktad profil och fler företag än innan.<br />
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Under 2017 förväntade jag mig mellan 25000 och 29000 kr i utdelningar. Spridningen visar mina svårigheter att bedöma hur återinvestering och nyinvestering kommer påverka total utdelning under ett år. Verkligheten var bättre än jag lyckats kalkylera: Fick 33900 brutto, och 29745 efter källskatt. Om något år så börjar återbetalning av källskatt trilla in, och kanske blir det både enklast och rimligast att bara räkna med brutto-utdelning fram över.<br />
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FÖRVÄNTNINGAR INFÖR 2018<br />
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Jag har ju dokumenterat svårt att bedöma hur mycket utdelning jag kommer att få under kommande år. I nuläget ser det ut som om det kommer bli 40400 kr brutto. Om jag applicerar skillnaden mellan förväntning och utfall för 2017 på 2018 så spår jag att jag får mellan 40000 och 48000 i brutto-utdelning under 2018. Detta är ganska exakt det spann som jag för ett år sedan trodde skulle vara utdelningarna för 2019.<br />
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/> <br />
Prognos utdelningar 2018.<br />
<br />
Får se om ett år hur bra min gissning är. Klart är i alla fall att utdelningarna växer snabbare än jag trott (om man återinvesterar och nyinvesterar).<br />
<br />
I övrigt så vill jag under 2018 fortsätta att öka utlåning till personer och företag via olika plattformar.<br />
Jag vill också komma igång med investeringar på mitt Nordea-konto, till rekordlågt courtage.<br />
Rekordnivåer på börserna får mig att undra när nästa korrigering kommer. Jag tror ju inte att jag tjänar på att försöka tajma en sådan händelse, men kan ändå inte låta bli att fundera. I väntan på klarhet så vill jag gärna öka andelen breda index-ETFer som täcker in hela världen.<br />
Min belåningsnivå är nu cirka 10% (och cirka 15% av belåningsvärdet på Nordnet). Detta är min psykiska smärtgräns i nuläget och egentligen jag vill nog ha lite marginal till denna gräns. Börsens fluktuationer påverkar belåningsnivån mer än mina insättningar men ändå så behöver jag göra vad jag kan, och det är att sätta in lite mer pengar än jag handlar för.<br />
<br />
På grund av EUs nya ETF-regler så har mitt sparande i ETFer tvingats till en ändring. Mina efterforskningar har än så länge visat att det blir dyrare med ETFer framöver, men kanske inte så dyrt som jag först befarade. Det verkar dock vara svårt att få utdelande ETFer till ett lågt pris. Här har jag beslutat att hellre ha en billigare icke-utdelande ETF än en motsvarande utdelande som kostar betydligt mer. Även om jag som utdelningsälskande investerare vill ha mer utdelningar så kan snåljåpen inom mig uppskatta att icke-utdelande ETF-er gör att jag sparar både växlingskostnad och courtage samt får en "återinvestering" som är proportionerlig till den tänkta utdelningens storlek.<br />
<br />
Gott Nytt År!!!<br />
<br />
/GI <br />
<br />
<br />
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Griphook Investhttp://www.blogger.com/profile/02602726767433180507noreply@blogger.com3tag:blogger.com,1999:blog-3655798318802262683.post-76871745980180821642017-12-21T20:29:00.001+01:002017-12-21T20:29:10.381+01:00Skitregler från EU<!--[if gte mso 9]><xml>
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<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFM82AA2Fy19m09cRdg8JG9WT43plq-FbYnhwDDxuzK1BGAob3sBRXIXb1ysTYYYAVSIS8nvzBKMfcDm7sIhM2D8tkvmblo6UgGX05QkcXbgDn-WoGUI0WDhekID0xLjpsZ8n7DmpRJEo/s1600/EU-l%25C3%25A4nder+karta.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1181" data-original-width="1181" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFM82AA2Fy19m09cRdg8JG9WT43plq-FbYnhwDDxuzK1BGAob3sBRXIXb1ysTYYYAVSIS8nvzBKMfcDm7sIhM2D8tkvmblo6UgGX05QkcXbgDn-WoGUI0WDhekID0xLjpsZ8n7DmpRJEo/s320/EU-l%25C3%25A4nder+karta.jpg" width="320" /></a></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Tack vare en fråga/kommentar så har jag uppmärksammats på EU:s
nya regler kring ETFer, som börjar gälla 3/1 -18. Med tanke på hur stora
konsekvenser detta får för många investerare så är det konstigt att det inte
har varit mer artiklar i dagstidningarna. Jag antar att de flesta reagerat som
jag gjorde när jag fick ett meddelande från Avanza om att de ETFer som jag har
i min IPS bara kan säljas efter nyår (inte köpas). Jag tänkte att detta var perifer
information som kanske bara rör Avanza eller IPS. Därför undersökte jag inte
vad reglerna egentligen innebär, förrän jag fick en kommentar här på bloggen.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Min sammanfattning av de nya reglerna är att det krävs mer
dokumentation från företagen som står bakom ETFerna, bl.a. om hur avgiften
(årsavgiften) används. Utan all den nya informationen så får man inom EU inte
klassa en ETF som en produkt som vanliga människor kan hantera. EU tycker helt
enkelt att alla ETFer är osäkra eller farliga om dom saknar denna extra
dokumentation.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Vem hittar på denna typ av skitregler? Jag vet inte om det
är lobbyister som påverkat EU-parlamentariker eller om det bara är vanliga
regelälskande byråkrater som har fått jobba ostört. Även om det är lockande att
tänka att någon tjänar pengar på detta så tror jag nog i första hand på
byråkratspåret. För några år sedan hade vi parodiska EU-definitioner på hur
olika frukter fick se ut med konsekvens att många fina frukter måste klassas
som sekunda. Jag misstänker att det är samma härliga konsumentskyddande
byråkrati som gett oss de nya ETF-reglerna. För ingen vill väl köpa en banan
och sedan upptäcka att böjen är avvikande!</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Avanza har publicerat en lista med nästan 2000 olika ETFer som man
inte får köpa efter nyår. Dvs om man bor i EU, för i USA ser man inga problem
med dessa ETFer. Enligt Avanzas information så gäller förbudet alla Svenska banker
(och antagligen alla banker i EU). Inte oväntat så är de amerikanska
fondbolagen ointresserade av att spela med i byråkratispelet och skapa nya
dokument och kartlägga exakt hur intäkterna används. ETFer med låga priser behöver ju tänka på hur dom spenderar sina anställdas tid, annars kanske de inte är billiga så länge till.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Rent praktiskt så innebär de nya EU-reglerna en hel del
arbete för en investerare som mig själv, som vill ha de billigaste breda indexnära
ETFer som täcker hela världens aktiemarknader. För de idag billigaste ETFerna
är inte oväntat ofta Amerikanska och saknar den dokumentation som EU kräver.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Av
mina idag 12 ETFer så är det bara 2 som är godkända av EU. Båda mina godkända
ETFer är Irlandregistrerade iShares-ETFer. Därför är det rimligt att misstänka
att iShares har anpassat sig till de nya EU-reglerna. Genom att gå igenom
iShares listor på Irlandregistrerade ETFer och kolla deras utdelande
aktiefonder mot Avanzas svarta lista så kan jag se att det verkar stämma;
Irlandregistrerade iShares-ETFer verkar vara ok för EU. Bland dessa EU-godkända
ETFer så är det väldigt många som startades under det senaste halvåret, vilket
passar med att de är en anpassning till EU-reglerna.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Övriga stora ETF-bolag har jag ännu inte hunnit kolla på
detta grundliga sätt, men man kan misstänka att inte alla har anpassat sig som
iShares gjort.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Vad får detta för konsekvenser för min
portföljsammansättning? Med förbehåll för att jag hittar superbilliga breda
ETFer som tidigare undgått mig så kommer investeringar i ETFer kosta betydligt
mer framöver:</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
För billigaste USA-ETFen ökar priset från 0,03% (ITOT,
iShares Core S&P Total U.S. Stock Market) till 0,07% (IUSA, iShares S&P
500 UCITS ETF USD).</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
För billigaste Europa-ETFen ökar priset från 0,10% (VGK,
Vanguard FTSE Europe ETF) till 0,28% (EQDV, iShares MSCI Europe Quality
Dividend UCITS ETF).</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
För billigaste World-ETFen (västvärlden) ökar priset från
0,06% (SCHF, Schwab International Equity ETF) till 0,30% (IWDG, iShares Core
MSCI World UCITS ETF och även SUWS, iShares MSCI World SRI UCITS ETF).</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
För billigaste Emerging Markets-ETF ökar priset från 0.13%
(SCHE, Schwab Emerging Markets Equity ETF) till 0,65% (EUNY/SEDY, iShares EM
Dividend UCITS ETF).</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Priserna ökar över hela paletten. För USA och Europa får vi
enbart 100% till 200% prishöjning. Men inom World och
Emerging Markets får vi en prishöjning på 400% i julklapp från EU. </div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Om någon känner till en bred aktie-index-ETF som är både
EU-godkänd och billigare än ovan så får ni mycket gärna lämna en kommentar och
berätta.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
I övrigt så är det nog bara att äta denna bajsmacka och
hoppas att det på sikt blir bättre prispress inom EU-godkända ETFer precis som
skett inom övriga breda ETF-utbudet. Jag har övervägt att skriva till några Svenska
EU-parlamentariker för att klaga, men jag tror att det är för sent</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
MVH /GI</div>
Griphook Investhttp://www.blogger.com/profile/02602726767433180507noreply@blogger.com8tag:blogger.com,1999:blog-3655798318802262683.post-3577653036977415552017-12-07T18:47:00.000+01:002017-12-07T18:47:44.168+01:00Klok bok<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcaoeivopcMesmi7Skas0nd6CTglhe_RgKhfeh3t0RgJgyt6N_pz9BLxs4PdV1gwBxn4wd2ZpqJVrTL6HLIWXx2PQtj2Dv2ypAQyVfmL3jHVpoh2rjRL6sw6iwulSGz8DeAy8yJoCs1TI/s1600/20171206_184124.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcaoeivopcMesmi7Skas0nd6CTglhe_RgKhfeh3t0RgJgyt6N_pz9BLxs4PdV1gwBxn4wd2ZpqJVrTL6HLIWXx2PQtj2Dv2ypAQyVfmL3jHVpoh2rjRL6sw6iwulSGz8DeAy8yJoCs1TI/s320/20171206_184124.jpg" width="240" /></a></div>
<br />
Har läst "The little book of common sense investing" 10th anniversary edition, updated and revised, utgiven 2017.<br />
Författaren är John C. Bogle, som jag inte kände till sedan tidigare. Han startade världens första indexfond på 70-talet, och har har använt de senaste 40 åren till att försöka övertyga världen att alla borde köpa billiga indexfonder istället för dyra aktiva fonder. Sakta men säkert har hans åsikter vunnit gehör.<br />
<br />
Boken går metodiskt genom alla tänkbara förklaringar varför aktiva fonder i snitt underpresterar jämfört med index. Bogle använder riktiga siffror för att illustrera hur mycket pengar som genomsnittsinvesterare förlorat till fondförvaltare och rådgivare. Jag har svårt att minnas den typen av siffror, men som jag förstod det så kan cirka hälften av utvecklingen falla bort pga kostnader till rådgivare och förvaltare samt transaktionskostnader när fonderna köper och säljer mycket. I goda tider så kan man som placerare ändå göra vinster, men i sämre tider så kan förvaltningen och rådgivningen utan problem äta upp hela vinsten.<br />
<br />
I den uppdaterade jubileumsutgåvan så måste såklart Bogle klaga en del över ETF-trenderna. Han gillar ju traditionella indexfonder med köp och sälj en gång i månaden, och måste såklart dissa ETFer. Problemet, som han ser det, är att ETFer är anpassade för att trejdas och för att täcka in konstiga smala index. Men om man undviker dessa uppenbara problem så har inte en ETF några speciella svagheter jämfört med en klassisk fond. Om man väljer en billig ETF som följer ett brett index (t.ex. S&P 500) och köper för att behålla, så är självklart en ETF lika bra som en traditionell indexfond.<br />
<br />
En fördel med ETFer, som jag ser det, är att det är lätt att hitta billiga utdelande indexföljande ETFer, medan traditionella indexfonder mer sällan är utdelande. Regelbundna utdelningar ger ett pengaflöde som gör att man kan hantera en liten belåning men ffa höjer det motivationen att spara och investera när man ser utdelningarna trilla in.<br />
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Vad har denna bok betytt för mig? Jag visste redan att dyra fonder urholkar kapitalet, så egentligen är det inga revolutionerande fakta eller åsikter som presenteras, men trots det så har jag blivit ännu mer positiv till indexfonder. Innan jag läste denna bok så kunde jag lite pliktskyldigt tänka mig att 10% billiga index-ETFer kunde vara rimligt. Nu tänker jag att 40-50% är en bra nivå. I och med att jag bara köper ETFer med utdelning så får jag fortsatt viss ökning av kassaflödet när jag köper mer. Direktavkastningen från mina ETFer ligger ofta kring 1,5%, vilket såklart är jättelågt, men inte försumbart och fortfarande klart högre än min lånekostnad på Nordnet (0,99%).<br />
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Jag undviker dyra ETFer och ETFer med stort spread mellan köp- och säljkursen. P.g.a. kostnaderna faller de flesta ETFer med hög utdelning bort. Anledningen till att bara ha de billigaste ETFerna är helt enkelt att Bogle tydligt visar hur svårt och ovanligt det är att en strategi (t.ex. höga utdelningar) vinner över det rena indexet i längden, både då strategiers resultat tenderar att närma sig medel på sikt och även då avgifterna är högre när det finns en förvaltare som hanterar en strategi.<br />
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/GIGriphook Investhttp://www.blogger.com/profile/02602726767433180507noreply@blogger.com4