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		<title>آلة لتصنيع أكياس الشيال المثقبة ذات الأشكال الخاصة الكترونية وأوتوماتيكية  M2PACK</title>
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<p class="MsoNormal" dir="RTL"><b><span lang="AR-SA" style="font-size: 16.0pt; font-family: 'Arial','sans-serif';">آلة لتصنيع أكياس الشيال المثقبة ذات الأشكال الخاصة الكترونية وأوتوماتيكية  </span></b><b><span dir="LTR" style="font-size: 16.0pt; font-family: 'Arial','sans-serif';">M2PACK</span></b></p>
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r4ga9ZTx6FpGpvPPbQW0UZeUrCD5MZbY7b2G9iuAcLxzv7LP/BRDw7+0L4+uvh94g8Lal8N/iFHuMOhaozSfaNqNJIquY0IdFUsVdVJXkZwcfT154J8O6h4psfE11oGmXPiSwha3tNYms43vLeNs7kjmK70U7myAQDk+tAH5+ft7/wDBPLwPoPww1b4p/CjT08B+K/CkY1aaLTZ2gtpoIBudkUH91MgUOrR4yVIILMGH0J8Omv8A9tT9iTwpcXnifxD4L1zXtJjFxrehXJtLoXcJMUsmEwGikeNmMfAZHxlTgjc/bo8VLoX7M/i/RoI/teu+LoP+EW0ewTHmXd5e/uERAepAdnPoEJ7V6B8BfhbD8E/gz4N8CwTJc/2FpsNpJcRxeWs0oGZZNuTjc5ZsZPXqaAPDf2dYfB/wA8U+Av2cLhH8UePNO8Iz6jfeIHgVljhN0H8gsRu8su7BF/hWKMHqDXUfte/sY+C/2pvAWo2t1ptnpnjSOPfpfiSGAC4hlHISRhgyRtypRiQN2RhgCPm//goX4c8bfAf9ofwB+0x4A0WXXU0uyfTNfs44mMSxjcqvMUO7EiTum4jajQRk5yBX1N+y/wDtYaB+1T4autb0Dwz4n0GxtwoNzrtkIbedyWDLBMrssu0qc7eny5AJxQB4/wD8ExPiD4i+IP7MuseCfFtxe2fiTwTql14YlkZ2+2QQqimPcz5AeMvJEoHCrAnHrn/sb/tl/s+65Nq/h3QIU8GeJLnWXtkXVQ0uo+IC8mI7p5vLDSO5blGJZMYxtANdV+wR8MdW8H6h8bvF9/JNbaN408b3+o6LYSuwUWizzBLgIwDKZQ468lY0JAr6A0D4M/Dzwp4tvfFOjeC/DuleJr15JLjWbPTYYryRnx5mZgu/5sZIzyck8k0AfJv/AAVQ+GuuN4R+Hnxn8HWLXnir4b67DeiNYRIGgeWNld0A3ybJ4rfCg8LLKT3I+itM0fwT+1/8FfDmq+NvADTabqlv9rTRvFOnmO6spSGRioYBkP3tsikblZWU4YV6vbrDawrFGwEa8AFycfiak3p/fH/fVAHNfD34W+D/AIS6J/Y/gvwxpXhfTSVZ4NKtEgErhQoeQqAZHwoBdiWOOSa6O0tIbC2itreJYYIlCJGgwFA6AU7en98f99Unm/7v/fVAEtFReb/u/wDfVLvT++P++qAJK5fx7Brd34R1eLwzd2+n+IJLWSPT7u6TdFHNjhnXoRxXRyTpGuS6j6msW/12wkguIy+WMBBJXqD2oA/H7w78Sfi98XPitpvhSy8caymoSX00Et1LrNxBbgCXAGN+OnGK/XG30PxBDbQxN4kMmyP5pHsEJY+5zXxB4B/ZE8K+IPjFbw61puo/2U+ijUn3Sm3dLx5pvMG9cHK4HOew9K+2bf4d+E4IBENKsXRRgs2CT9TXdiJQT0Z0VbT2HTaD4hkPy+MJ1+llb1DN4U8Uyfd8dXS/TT7b/Cph8M/Co/5g9r/33S/8Kq8Kj/mB23/kT/GuTmOYzZvCHiSX7vxD1Jf920s//iarT/D/AMVS/d+Jutp9LK0H/tCthvhT4Wf7ukRr9GlH/s1N/wCFReER00WP/v5N/wDFUcyGYknww8UOMn4qeJU+lnZj/wBoV+Xn7dFw9j8cfElldeJb3xBex6TBbNd3cSK77DueFQvy7SeSvQntX6raj8G/B1/YzQSaR5aSrs8yGWZZFPqGDZH1r8lP26vgboXwV+Ja6R4ek1BrK5sY7xUvZ2uJBIT8wGc9e9a017RnTh0m9Tt/gJ8OfAtz8CdR8ceJNSuNTS2+0PJapdGGGyRfuCMZ3EN6DrX6O/s6eHpPCHwS8E6TL5peDSbfKTMCUZh86Bh2XPSvFvhp+wP8LtQ8E6DqWpWOr3t9e6ZaTTxHVJVRHMIJAXdxya+oPC/hbTvB2jWulaZbm30+1BEau2489RU1antDOpNT2VjfpshIXg4p1IeaxMj598cfts/DX4cx251i81OOOeSSKJo7B33GOTym5z/ermrH/goB4K1lbL+zvDni+4t7sfudQuNLMFo3/bcnb+lflR8Trm6134r+ItNub64k03SNXvVtrR5WKoDcbiFUnA554710F54t1bULW3S61S5uUtv9Ss07OIv90E8fhWns2d1OjCofqh4i/bf8D+GdUj0u60zxNe3kvQaZpv2pB/wJGFcr4p/4KT/DXwmsg1DRPGlmYvvedo+z/wBCY1+Wl54s1d7+zWfUbuWBIspbrO/zn6ZpPEWrXmmXT6jpWoNDYyy4gily+4f7Y7/jWZr9Vifo5P8A8Fb/AIQg/Jonimf/AHLWL/49XtXwA/bK+HX7RP2uLw7qF3a39mMTWGposDofYk/PX4/Wfi7w6tnHssktL0DypYLaASKzeqsR1rlPEE+pt4mbVPD8F7bmKHMb2tpJGUPqCp4/CuWnXc6ns5RseriMno0cNTrxrRk59Fuf0OxalDNHvSaJx6pKCKsCdH+64b6NXwv8Pv2e/BHi/Q9HOg/HvxLDrU1nCbi3sdeiuUaUgE7VlB5zx+FeiQ/seeMtNQjT/jt4pgk/vXFlbyr+taWn2X4nzdqf834M+pA2/oxx+FP8wetfJp+AHx90k+ZY/GTS79fTUtKliH/jklWrTwB+0ppsHzeMPCeor/emmvLdv/Ho2o5p/wAv4j5I/wAx9UZ9qPMFfOL6b+0JpdqHkufDN9L6WupyR/8Ao6A14j8QPjd+05+zh8M7vxd8QX8FavEdUisI9PiVzchJfut+5CrmtKfNPoLkX8x9++YPWnV5z8BvHF78T/hD4P8AFOqRxx32s6ZDfSJCMKrEZIH5ivRqozCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooqnrOqw6HpN7qNxHczQWkLzyR2dtJczMqgkhIo1Z5G44VVLE8AE0AXKK+PfBX/BSTw14o/aN074Va34E8T/AA8bUoB9j1DxpCumzPcEMUja2bJVZAoEbl8szBdoOM+Vf8Fi/Bmraf8ACjS/HNh408T20J1O00q48NR6n5WkNHtnlE/kKoLz+YsfzFjhRwBtoA/RevA/jj44+OHhf4u/DXT/AAN4Z8Pap8PdZ1e3sdd1G48+bULOPcZZ5NoKRwx+THIFdjJlyq4UlQ3u1nKZ7SCQiRS6KxEoAcZH8QHGfpTNTszqOm3dos8tqZ4niE8JAePcCNy5BGRnIyKAPjX4r/8ABP8A+Hn7Wr6j4k1D4teK/E96by4W1vLXWILyw06QNtktoYAhSNUZQpRSrZB3Enmuj/Z/+ONxoP7R95+zEkb39h8PvBllv168jK3d9cIlqC5wxURmO4j6gsWzyRyfNP8Agkj4qu9B8E/En4M68qQ+J/AHiKeKaOMoY/LkZo3VGBzIVngny2MYkjGewxv281P7NP7YHwS/aLtomh0O4n/4R7xNKltmNI8MvmNsIaSVraafaCDj7GnXpQA7/gqF4Cm+E3ir4ZftLeEtPA13wvrlvBrQtxIhvYMhoTNIh+WP929uxIywulXOABX6AeG/EWm+MPDul69o92l/pGqWsV9Z3UYIWaCRA8bjODgqwPI71x/7QfwltPjt8E/GfgK7EI/tzTZbe3luQxjguQN9vMQpBPlzLHJjvs79K8x/4J9+G/iT4H/Zo0Xwn8UdBn0HXfD91cadaC5vo7qS4slbdC+Y2YKq72hVc/cgUjhhQB5t8R/FHxl8Y/tkPL4U+El54j8NeCrT7Fouqa/df2RpMd/cxlbjUS8kZe6EakwhIATjzDn5lzjfF2T9rv4efEv4PeK7rXI/GuhXmuxW/iPwh8PtAIstPiO2Nv3srmaZHiaZvMnKRxSIhOMqR95UUAeQ/tR2/jA/A/xZfeAb5rHxfZWD3VgyWi3TSyRES+SI2yGMoRohkHmUHBxiuI/ZD/adb9p/4E6R4vntbOx11ZJNP1i3s1YpDdx4ztLcgPG0UoGW2iULuYgmveb7UY4ZZ7aZGkV4wygcc98n8q8q+E/wQ8DfAyz1PTPAXh9PDum6jeNf3FrHczTKZioUkeY7bRhVG1cKMcCsHLTQ2SO63+5/Kjf7n8qZuo3VndmnKh2V/wBql3+5/KmxtnrzSbqLsOVD9/ufyqfef9r/AFuPwpOPLzgflSbv/R1F2HKhWJMvXgy4x7VX8VeKdF8C+FH1zXJlh06AZmuUTJX8Knh5bJ5Pnd68y/apJT9n7xCwyGYRZI6nMwB/Tiumgr1PZsqMeep7Mo3X7XnwnQYfV5pfZdPlNU5/2w/hmuStzqUhPBzpTHj061+ftsSvQkfSoIuQOtfUf2TQ/mZ9X/ZGH/mf4H3zN+2P8OUJKWWuMTnJ/sw85JJ79yST9T61Un/bf8Bw5Eek60wbqPs8PP8A5Gr4ThPP/fn9etKH9GIroeU4Z7j/ALJw3mfcM/7cnhGL7nhvXm/7ZpWdP+3H4cj+54a1duPL/wCPiH73r0r4lwBFnaM+Vn8aszOV6bh++zwaP7Jw4v7Jw3Y/Un4JfEu2+K/he31+2snsYJ7iSARStuP7vrXqJAKH1r5p/YemEnwcsieSNSvcMe377H8uK+lEO4GvlakPZz5GfI4pclawqooyQBknJ46mvgD9p3SLHXP24PA1vfWUGpW5g04Sw3ESsjhrvawYEYOV4PtxX6BLXx/8QvCFj4u/b00iO/YiK08M21/Ey95Yr3kVnQZnTmoPU+vIbaGCFIo40SKMBVRVAVQBgADtgVPgHHHTpS0UGQVXuXMKGTccemasVk+JJ/s2iahLk/JFke30oA/CL9o3wFrHhb4ueJNcswbj+0NbvtmnWsUzXUcSnKMwA2/MeT61P4X+FHxA+JGiI/hnwxqd3diXEqGwkj2j/gRr7f8A2gP2qtH+EXjWXw0/h7XdT1ua2tp7uSOQKh87pjmsHTf2ifHUFnLcaX8KvFMhnu/OLLKMpD/dbzYm+asvbTPUpfu9z8/vE9l4h8J+IoodV0+70vVNOfyJ4HwXWmX3ieC5sxGA1pEpyFc7mBr7G+O2hRfErW7zxrr/AMBtespBBm5v11+O03f9NZAmNze55rxPRvh14Q8XGSXTfh/drNFsyJfGJP3/APVf8sP4v1pe0Q+Znl/hLxl4b+x2mmeJNIkvbeFvO8xr2S0fH1jNenaGfhFfxFINT8QaRIRgpY682CP+29ka4HTfC93B4q1W103w9c2zwTTQy28QF15GOkDM3T/fr1q0/Zv8Y6LI+u6z4XtVs1MMkklzcxbEU9RsTjFbdbmnstvIbb6Z4Qlljl034sazY3aoJ4WufsdwY8dCskbgj8DT7rxZ4nsPG6eEv+FwXT38lqt3HBqtvPEJFYZUKVebLFfmx3XkV2Go+LtT03VbPR9cPh5tAtAi3jroMNw/k5+YKCvXGcVY/aV1n4bftEfB3xl8QLD4cxeEPF2kX2mWPh/U7S62yX+51tYLSRCAgZIozIAoI2w7cjGWDnnJx2MqO6+K1vPHDa+MbC7YHzZUtbq5SVh6KgfbXoniD4ofE7wbqun3HwU8QSapbvFm40+XUTqJQ/8ATVbljs/4DWNp/gD4fRW/kzfbtOiSERzfZbqW3ZF/vIXJwfcV4x+3dpr6J4n8NeLrTSoNO0C/M2kWF5px2pMtqIi8o4HznzlBf+Ihx/Cax/fe1vdcna2p28+AdKypy5+70R9J/Gn9oD9oLwXpfgHxBoPxQ03UfF66Rd6jrvw/i8P4uEtgzMblogh3oqw7SSUKEMVd0divyd8TP2uvit+0zo+neGvE+uxXejXFwLq2sYrKG2V/LJHmvt4O0hsIelfQHgP9oPxraaf8DvFF7pPh/wAD+H4Bb+BYfiLZRW9xJ5MqqNk5aRlG0wPK27AU+YcAkg+HfGn9n/UvD2jTeCda0KSx+OXhaYXVjdeG0nu4PFumXNxKyyokUZ2SxsxCOdmY0aNgGSMHa55Pup7H68/sbKP+GXfhdwONChx7cV7TXyH/AME//i7f6x8D9H8HeLPCWtfD/wAQ+E7WLS5Br8LWi3i4O2SESgMTgLlWXgngmvqn+27D/oJ2/wD3+Sg5zToqG3uY7pN8T71qagAooooAKKKKACiiigAoopCQOpx9aAForx39pP8AaK/4Z58NW+pJ4J8QeMJrmOdkfTI0isLMxhSGvryRhHaxsWADtnocA4r5U/ab/a0/aV/Z41PwR4/1zw54Nf4U393m5sPC1xNqMwheNNsV1eSRogY7maN4VVWZCGJGNwB9xfEX4r+DPhHow1Xxr4p0nwtYNvEc2q3iQecyqWKRhjmR8AnYgLHsDVPwN8V9C+Mvw4/4Sz4b6tYeJLO6hlFhcStJDC06ggJMCnmR4bG4FNwHasS98M/Cf9qXwDpPiW+0XQPG+g6hYSjTtVvbKOaSGGZdkvlSOu+FuNrYKsGXBwVr4e/Za07xD+wl+23f/A3VruaX4ZeO/tF94ZuJ5B5QnxmFmdsAy7Ifs7qoyzmEgYIyAejaToHxX/ak1v4wfDvxr8ZNT8E+NPCMVig0n4c266dpEE9zbTPDI11Jvu7uJxsZ4y8IGGGDlSvNf8E2fj74n8G+OvEv7MPxSmkPivwxJcHR729u8+fDFsBtIhIFeRQmZ4iM5h3HCqgrZ+G9tLoH/BYb4pKPNig1nwZDcbAuUkKpp67uPu8xNyec5/vV7l8dP2Wh48+Ovwt+MHhe6i0fxl4U1KKLUHJKjUtKdis8TEdHSOSbaejB3VsgrtAPLf8AgoH+z1o/7WngzXX8E3sU3xb+GUgcWls5W4dZYI7n7Mygbi0kex4W6bwVBGXI8q/an+Jl/wDtB/8ABJnRPHGrxXI1tZrBdSkntU3SXcF2bOeU7VVYg8iu42gAbwmBk16R4b1m68Bf8FbfFukfa7mDTfHPg63u2s5srDcXFuiLHIgHDFEt7gBm6b5QO2fWv22PgLqfxY/ZS8beBPAGjWh1vVLqG+gs1lS1jlnN/Hc3DkkhdznzXJY8sxPWgDtLj4u2/gH4BeGvGKeG9f8AF8c+mWLQ6V4L0yTULqbzYkIMUeQdgBzudhgDk5IB539kH9rXSP2uPBviDW9P0abw1eaNq8umz6TeXSy3CxhVaKZwACgcFhgjho5AC23J9H+C/hfVvA/wf8D+HNemhuNb0jRLKwvprdy8ck8UCJIysQCQWUnOBn0HSk8AfBnwV8LdZ8Vat4W8P22j6n4q1BtU1m7iLtJe3DMzFmZiSAC7kIMKC7EAbjkA+al/Zx8deBf+ClMXxY8JaVHL8PfFehPa+Kbx5rdfs84iICRxFhId0lrZSF1Vsl5cnmvpH4xfBPwT8fvCH/CL+PtBi8Q6H9oS7W3klkhaOZMhXSSNldGwzDKsMhmB4JFdxRQBU0jSrXQtKstNsYvIsrOBLeCLcW2RooVRkkk4AHJOat0UUAFFFN3j1oA5XW/+Qn/2xqj/AB+9Xtc/4/8A/tjVCuQ6VsFFFFBQvQnHFEfPXmkpw48nHBPX3oAm/go/+PVFk+T1NGT6n/X0ASfdnwOP33avM/2pef2evE2ecQxEe374V6b1uP8AttXnP7T6hv2f/F4IBAg4B7Ym4rqw/wDvBtS6M/NqAsZsbHkH+xTBx04rs/hciXOo6kpjhYLawsomUHBMuCRn24rkb1RHdTAAACXAA4487H8uK+65/wB57M+8517T2ZHD/h+nSj/nj79feiGiLnGecdPau82IP+WP/bGpp/8A2tUP/LH/ALY1NP8A+1qAPv39ho/8WigHYaveAD2zn+dfTcXPWvkH9lXxJd+E/wBnXW9atNMm1q6sdRvZY9MtjiSWT+6p/pXq1p+0Liytr3V/C2qaLZzJv8y5O3Y/91q+Er0pVK7t+Z+c42nOpiLQV32PbVr5R8Usy/t66Wqnav8AwiDNheOTPkn8+a9Vuv2hNKtvK26N4im8zptsP/r18+QfEux8cfts2Wo21nqOmw2vg+bfHqlr5MkuJuNvesaVCcN0c3s2fb27PcVTudQis1Xz5ooXZvLjMr7Qxr5wt/8AgoZ8GJHxLrt9b/8AXaxcf0rxf9pv9qrwn4yu9Hh0fxBdPoVnFbXt1LHbTRAiaeFARICHH7ti341nyT7BTpzqbI+/lkDru3h0/vKawvHb7fCuqYJH7ntXkPwu/aT8D6z4ctLaXXDaTxRE7J1YnySxWJncdXZAGyTk5JrrfiB8UPDcngbVL231i3nhhi8yVY3Jcr6BetLkn2Fys8hvv2TfAvxv8ezeI/E+myTi1treCF7O4aHzdv3c4xkDt6dq3NB/Ya8BeFvNbw3rPjPw+ZW3vFpfiOWONm9SoIBPvXz5qPx0/aG8TWc2t/CbR9NvvCk9rC9taQNZ397A3q6iUGvdvFfx08c/B3wJ4WPir+wvEniXVjb2gt7CV0Zp3/1jbP7q1NkdVSDm9GZH7V/w80LwF+zt441aXVNXuntdLchb29EzXWwZMTDHOB/Ec18ZfFzVpfAP7MHwh+MfhbRhZaVrt7a2uszxBXcCNGO0I2MkSRTqrNwNiAcOK+0bL9oLTvBXiWz8EfEfUE8Z6j4ouH07UIo7eL7JYQuFCCWMnC27RyhiX5Ktkg18/fAjwXb6Z4l/aR/Yz8R38UemX32i78E2uo+ZeR20M8bzwupI6xA2sxGR+9WQj5txPFHkq6rUUuelocZd/s++FI/htYeJNK8U+JPCut+JLf7Tc3kkzPZPu/gkWAqWHsQa6z9kH4I2una7rtguuaN40tr2KIW1raxvIEAl5LCQYwFByfavmnwB8eTpPgvRNC8X39/Z+ItClOhSWLQsJLZLYCNUaNfuoqBVZvvblavuz9ixLvxB4x1mdb5p2s4Un4lYyOB0Tc/YsRntgmuT2tX2nI11PUlCmqXtFLoZn7K3xb8A/Fn4keM/hj42+HOneB/iHoV28EWmXrRb9ShVpN2FAxvRFUsFZ1YMHVivR/7XOkeK/Bfxj+Cmj/D/AODK+OPBNhf3Gqaro+lW8XlT38kTW0DT/uyIBAkzussjCMmU5K7A1cF4p+Cfi79qyPXvHOj+AdS+FX7R/gjxAstpr1xG6abr8Ucu2Mi4dPLkaNI9vAYDYin5JMJ0vxJ8dePp9Xn0r4z/AB7Tw4YHijm8I/A+0kt5SckiR9TuQJIz2eINyMcDNejKUYLnk7HkQhUrS5Kaux3xX8MftF694U1a98LeGvhd8Ltas9LbVl8IQyrrfiWaCLeHiz5DW7CQgBNiH5iqmRTmvTv2Y/jN4c/bX+AU/hf4ifDeXSY543stQ0250uWHS7ogsTLZzHoVxu+VhJC4Bz9x2w/2MtO8H6vdeLx8M/BGl/Di409YVl1m6jbVNXuzcNIzeZdzHcUZokbyzkAjI7Y9f+LPws+IXjzwW/hWDxXPD/b062up6zaxRxmx07BM6RrkOZJvliBX7qsxyCBlwkp/CTU54z5Km55r+y9+yd8N7T9nzxV4Xg8Ran8RfhJ441KTVrDSNSsZNPit7bevlBWIW4Zv3MR83cqv5aOiJuLP9MeHNI0HwboNrp3h+2sdH0mxgjtYktYwqJFGoVFz1O0AAV+enjb4sfFnTte1b4a+Atbv4PFViTYabYT+Tb25SEAYt8gZDgALur6K/Z0uPjHpPwX8O2njHwLFrt6Yc3LarqEdndk/9NY2DAn61TjJ9SpU3T+NWPo+eRLldwVZYyAC7jPA6VnTXa/2x/ZotJwfJ+0+f5Yxu/ufT2rwj9jnXPi7r8fjeP4laZLpOm2up+XpFhe27meIvNNI8ZlyfNRVeJQxyAAB0FfTF7Gizw4VRnrx1qOR9zLnXYo+D01FNIH9qW0NrebyCkByuPwroKx9EUJDNtAX992rYrczCiiigAooooAKKKKAPmb9kv8Abp8NftU+IfFvhxNDvPBvijQbh/8AiSatKDdTWyvsMpXaNjq2Fkj52EqNxzmvnL/goV+yh418G6XH8dvAnxE8Y674j8K6nNrM1rrWo/aRp8Ejof8AQIkjCRRxEZaMjBj3biduDb/bx+CWq/s9fGbw3+1X8NbG4c6bfwHxfo2mkxfaocnzZ2bDBUljHkyHacFkkwTvavo34vftHT/Cf9qX4O+EtSU/8Ib8QrK904SzIVEWoK8JtmA2FiWMghKHaB56MSNhBAOO1v496b+1T/wTf+IPjmyhis7q58KatFqOmxuly1ldwwyb42APy5CrIu4BhHJG+BkVofsi6PpH7Tn/AAT18CeHvG2nW+o6Lf6J/YtxbxhkVo7OdreFwc5Ei/Zo23D+NcjjFN8P/slW3wF+DP7RHhbw9cvJ4N8WWt/qGj6VErSy2DS2LRSwhWOHGVTZ3KhVYnGTV/4JS3kdz+xH4LjRo2a3utRicIrAg/bZnw2eCcODkcYI7g0AecfCL4Q/EH4D/sXftHfCbxJcTXX/AAjtnq03hzVlQrDc2c9i0qGHJwn70SsRk+XJI/JwCfVP2c7fS/21P2afgn8QfHFpK3i3w9exajb6nFKUm+22VyYZJchVBS4EG548FRvwOUBH014o0KLxR4Z1fRpigh1G0mtHMkYkXbIhQ5U/eHPTvXnH7Lf7PVh+y/8AB3TfAWn6xda9Fazz3D310gjLvI5Y7UBIRRkDGT3PegD56vvDmqWX/BW2w1a00m4m0u78CEXl/bwyrFEdzqPNfG1jmONcZx8ydxX3BRRQBxM3wX8FXPxYh+Jc2gQS+OIbA6ZFq8juzx2+SdioW2A8n5gu7DMM4JFdtRRQAUUUUAFFFFABRRUH2gZ25/ef3aAByNv3iB9a4P4j+ONR8DaJFf6f4dvvEZMiQ/ZbB1LkucA7nI/yau/EvxzZfDzwLrWvX1zHapYwNIolbOXH3F/4Fx+dfmB40/b0+JXxPtbrQrqz8IaTFa3cNxHPdRy2SzMk2IyN85yjVpTjOeyNsPFOfM4przufpnc6u7wW8+oxHTb6SH57It5m3/gVSQzbvvc/WvzQ8L/t2fEjxD8adCsPEV1o7aDPf/2ddwaTaKYiv94Skbq/RbRdTaexhmlXfnrtrkqQdPc7UjZw3l5z2p3NUftlH20etZmXKy9zT8e/Tp7VTinz1Oabd6hDp1ubm6mjhtP+fiV9ix/71AcrLJuI4kjjaQKZemHX/wBmp5V1TcVdY853KVbn1rwL46P4E8SwWEup+Mo9NEZ/19jqsTE/8AHWu18HfEzwfPJa6Do+uW15OCsaJHN5skhWPJLFk7n86Pe7HRVhQp0+eLu+1tT1E9Qe/nda85/aWOfgL4vzyPsmf/I1eiqWwCP3n8WO+a89/aPZbr4CeLSgwDafQ/62uvD/AO8mVHofnx8Pr200/Wbr7Vd29l5sAAe7yFwJuBxWFqzxHVrgxNmGSb5WHb99VFZGiUIjFVAwFU4GM5x+fNOwCMbRjOenfOc/nzX3v1aPtfaH3ntJXuRwSEnqfzp4kPYkU0cdOPpS5NdZndhn9z/2xqac/wDo6q8JyMEZGMfhU03U8d8/jQa+0R9v/sbatP4e+CGs38dnPqTWup3lz9hssFnf918isfqfzNbPxVutc+OXwR+1SeHNQ8LvNqEMa2F7IrO0fmCLJZT3JzXAfs/a7ceHv2VPiBqlgiXNzpsmpTwow28iGEgj0Oea+dfhh+3j43mh0XwPNpOlPp1qXkaYxzyTSLFHLdEA5/vqq/hXwWM97E1OXTkPlHW9hjvbRiuY/V3SbJrXS7KGRi8scWxnbkk4659a+XfiCof9vDw8GAI/4Qqc8/8AXeuXi/4KtfDR7OKU+G/FHmGPdt+zwdf+/wBXK+C/j7pvx7/a00TxXpekavp2l2nhS8s5xeQqMTBvNC7x7VhSjKD1Z46pz7H2ff8Awg8DalAoufB2iXO3q76fCCfx21+b/wAddI8L+Ifif4gk07RrS1sYZrGziSC2RFKLLCoTAGMAcAdMcV9R6t/wUG+Fvifw9qFl4f1LUJdZkXyoLSexkVi31z+tfDS/Grwz4zur2bTdbt5nnuojFvRkLOs8QBwec8flWqbKw8ZbWP0W/Zw8D+FPDnw41X/iWaba28Wo30c09wqELHDIVjyzDhY0GBn7o4GBXwF+1P418R/Cr9oDxiNJ1wWulXE8U9hZxruhe1li48ojjaD2HGa+6/gJqHg34m/C3xr4U1W9sdU0rVdT1W0ubCK5MRms7lyjDIYOuVdhlSCM8HNfH/jv4UfCrTfjLoH7Kst5rPhe70uxjbw14z1vYxvLq5kkn+zNhY0kjPmlYyBzKHj+9tBVObg9Qp1FCpzNaGT8PP2vtR+G/wAN/GHxPTwbp0up6UlpphugwhttQmnciJQFGdyqkshAGcR4JG4Gvorw18SvCf7UP7SPw38UeF74XWmDwvLfzRsQWsLjzR5iN/ckUHaSP5EGvnbwV4H8MaRpvjXwFZeMrz4leIfh14pm1C++F91oLW8PiKOE+TK0CKJmkYh3VQxcZUZVFdJR7b8Dv2S9a/Zu/aGHjf4fS6Z4a+FXjDR44rvwv40llfVbJ5SsjW0ESbt7xlUX55Dwzg7yoc4YhKouVPQJ1P3jlHY+UPH+qah8If2hdQ/aF020tviP8GPEXiG682506VbkWTByixy/wxSqGR4wx2uhQbgSdv0D+1V8WNNf4m/Aj9pr4UrqXxA0yzhm0bxJJoBmfFsvlTRQXKxrthkBuZmMcpUk7ARhcj2n9mX9mP4d+Fb/AOI2lDw14j1fStf1D7RfWnijSFt9CnZXLx/ZrJs/IN2P3oyNo2hRgD3r4n6Jp3hf4GeKdI0XS7PS9Js9Euo7awsbdYYIEWFiqpGgCqAecAY4rmVox5zFtynyH5tftf8A7NHh6y+K958cPhz8UNJ0SPWrkalc6CLGee+humQF2jjjDndK+9yJvJVWcjdg8Xv2OPij8W7D4wXF5qkT6lpV3A0U19NbRwBVUYR/LTgbuv4Co9cht5p2KmHJEIJkYnIrsvgNFHaaprTK+1hbhQRwQBLgD6AcCvAp5lKrHWC5j6jEZbDD0eZzdj7v0TWtd8QeCLC7jnQapL955lBQ/vNvQADp7V+bf7R+mSS/tF+OGUkGXUuCP+uOf581+kHw2nVfAOl4AA9vrn+fNfnz+0Nx+0H4uPQ/bc598Y/lxXTjZSjh7s58q1xOmh7j/wAE4bF7b/hYQk+Yl9M5bk4EMxH6mvtiMA5yM/WvkP8A4J8RAaT42mOMtc2URPriH/65/Ovr1TzXp4d/u+Y8HH/7yz8/P28vCl38O/in4S+KOjxiCKaaIXmFzi7tiZImPsVBH0FfbngTxZZ+OPCWleIdOcNZ6haxXKOhxkkcr+dcZ+0h8L4vi18H9e0NYla/a3aaydlBZJlU7Oevzcj9K8l/4J7ePBr/AMLZ/C1w7C/0C52fZ3O0onZQOwHpVXftOQ6ZN4nCQmvsb+Z9afZ4iV/drhVKL8o4U9QPbgflVLUiRNb4OK1Ky9U/11vXSeaM0HmGfPP72tesfQOt6OwmOB6VsUAFFFFABRRRQAUUUUAV9R0601jT7qwv7WG9sbqJoJ7a5jEkU0bAhkdTwykEgg8EGvlb9sD9mLxV8Yfix+z74o8GJYQL4E18Xl79rm8qNLUS20vAHzNj7NtCr/f5wOR9Y0UAQ3dpDf2s1tcxJPbzo0csUi7ldSMFSD1BBxWN4E8A+HPhj4Xs/DnhTRrTQNCsw3kWNlGEjTcxZjjuSxJJPJJNb9FABRRRQAUVTg1ezudSuLCOdGvIFV5Is/MFbofpxVygAooooAKKKKACiiigBkhIXK18TtqXxP8AGvxW8QWPh3xRcW5sryWYTSakPIEQk8oKI+mM9sYr7VvBI1tIIm2yEfKT618gfAy0j8ZfE7xvqun3t5aWbBgzK+Qu64Z1XBUEcJurpoy5U5NXHuYPjLwt8SG8NX2keNjb+M9QlCSW+mSfNDMIus0kcWHb/cJr431vwRpmq+JLy3j1V9Lnt0WL+ywizJaosm1V9FAl+UDtXon7dXxu+IXww+Ms3hnS/FV62irbw3SRSogCuykMOmRnGTzzur5aT4wXksl48uk2MMt5k3Fxpm6zml+ffl3T7/z/AD8/xc1z4WNWlialaVmpbLXQ9WM1OnyzWvkd7N8NLgXSiHxLpMV1bz4hnS1jtJ43/vFkAOfevTtL8Z/GrRBBFpHjy/uW9P7QFxH+Twmvl+7v/D9/cS3F1Hqv2iVg8jW8yE7sckO2C3POSM80631bStO8kx3nimJSCQEuEVXHOGUZwP8A69exzQfQvnXWJ9d2nx//AGhdKi/4/wC21A+t1p8M3/onFbem/tjfGe3dFvvCuiahKzwrGphmg3yHqvyn9K+QLP4ni0XaNX8Ty5IO55Yf5Nmt7Tvjrd6eLS6+2a5dSQXInjlmWHaXHsCMHvzXDXpUpfBBMxbt0PvvV/2lviV4MsGuPEPw60jzIYszabYeKIDeqf8ArgV3/wDj1edfF39tOHxT8J9es7zwLqWj+cPK83U7qJ7Qt67sbs15b8efjh4J8YfDWXxJYahO/je7uPJOiSKfLz2Lqf4DnoeK8L8TfHTWPGfhfUtHn0y3WBm855I3PyD29K8bLZe1oP6wmqi7nVJwir3OP0bRbvxRqIi0u0NzdiT5WjYjb0HUkAc19b/sf/Anx18Ofj34c8Q61psOkWKGVJGN9FJ55kjYIoVXPdlbn0rwLwj4/sLSKxsrOzk07UbiZIpp7eVk3AkDJxjP419gfDL4J2mg/E3w9rr+IdTlht7qOT7DJIfs+cFRlc9sg12wrymryjY7cfRpYaFOVOopuavZLb1PviC6tjCHNxH5nX745/CvP/2gZkm+CPjcowdPsGQR0/1grZ6+5B+vFHiLwonjz4ea74ekuvsX9pQtAs7LnaOv4etZQqcs1NnifDqj8ui7f88x+Qp3ln3/ADr6+m/Yf0+2+R/GF5NKeOLFQin3O2tPSP2J/BsID6p4j169dgSI4oViCn3Oz+dfcPNcN0v9x9R9fo9PyPiuFZG6pml8pvevvnQf2W/htorkyaVe6qznBbUJZCFx3AQL+fNbF5+zz8OHt5zF4UtS8h24Elyp+q9cfgK53nFO+kWZf2jBdGfneIMdDipmR5jwo/Kv0R034BfDa2j3f8IhZxsf4bwXD/zJzWxa/CXwBaQySJ4P0hkRS7F9KLEADJ4I5rD+1Y/ysn+0Y/ynz98D4xefsl/FdAySM8GphS+Vx/oYPH4gH8BX5v8Agvx/P4T1nTr46bC32SFhHPBGI5juhO75hzzk59cmv19+FXjDwj+0P8C3v/BESab4e1+C8s50t7aKKSN2ZopC0YI2t8vG4cqVPQivJ9J/4JofDt44xf6hr19JD8od2UZGMc7eOleBVq89X2ltzxatVTq+0SPzV1XT9Q0bUrmefw5d6bY3XzwQ3drI2xfRWA4H0r6r/ZC/aA8P2GuaP4R1LT7TQNQ1N00mxltkMaXdzKvkoGQAbndpkBJ9ATgKTX2joHgPw5rHijWfAth4v1y+1HwylqdRtru6R4rUXCM8SEEdSi7sdQGUn7wz5XD+zh4vn+IXi74ceNPBNnrfhjWLmbxN4N+I3ht47O48PXUEYigjuCSH8xcRMNokDNI5IkQyeTXtIvb8ia9dVNz4j/ZG+MXgX4TfG/V9W+JujagmoaC93DBpUlrvljmLmNg8TY+dAWXDdCPUZGz8Uv2ef2etD8bx+NPB/wC0Xo/gzwPqchuI9AGmzapq+mzLhhCLZSZAhYHDzBNo2jMn3j9PfGL/AIJua58a73wt4z8TePNJ8O/Eix0+C31i70bS5buHVJYgqpK8zuhDBV27zGxKhQQdvPFfEH4+TeGfiVcPoH7P2h/D74gswtYNci0iG9u/tEYKjyZWiVEBU7S23oACxwMK6b3RinKpZrR9zgfDn7GOt+Kdf8LfEH4F33jDQba2O/U9R+NIGnW1yMhovK8lfMkhkwwICnG5CHBOV9+/a68Gal4m/Zs8O+NPippXgzxz8TdE1eKKxn8GXl3bRPG1x88aTAiQ4jAYggBWBIx3sah4N8R+PvHV1deINf1A3T3UgisICbloFJyI1mfJRAedqjbWh4//AGaNGsNJkg125v57a7JjZFvVId85KEAc885NbU1D7Tf3GLS5r30MP9kf9oix8b/GTRNB0rw5oHgoalpt9Nq8OkIr3FxhibdZ72QGaWRMtzuGSxOMYA+o/G1xbW/xM8DLFdyXYM+TvuA+w+rYNfFXh/8AZk0nStea98M6hc6bdKtxLbxTxrcKZWhKDkjI+bDcd+etev8AwD+B/inRmnlWaPS/EUTG/S+nikeCWf8AuRjd/qv9kce1Sop63HUSlrA+2mAYEHkHtWJ42hjufB+vxTIssT2U6sjgFWBhOQQe1eX6B8XfEulabbyeKdGllDjD3Gnp+9U/9cj8tb+t/FPw5rnw21jVbHVYri3eynCxuTHK8m3G0KefbArh51tYx5JrofnVfzRTmEi4yT5OfNXP86674Mq8fiO+VCrhoeR2P76uB8W3kOi29o2oXFtaHGT9rcw5x06V6N8GrAS6rdXIjkSNLaFDnpyS2QfwH/fVfG4bmdZStoz9BxMlLDO7Pt74VqZPBGlqWLZE2M+02B+nFfCH7RMcf/DQPi5Gt2Y+fnKN38nP8+a+8/hzpdxb+D9LXfjENwWUjaQzyBlH4c18JftDBh+0H4yKymICYYAI5/0fkn15z+Fd+cJrCnh5M08UfSn7Bdoq+CfFEqqqs2rrESB122kBH5Ek/jX1GvWvmH9g0KPAPidud41leW97O3xX08fvHHbtXuYZXw6SPAx+uJfkRtbI0TABctjnHXHSvhZ42/Zu/bQZl/0bwv4uOQ4OEXzhs+ny3HA9EOBxX3a/OMdq+dv2x/ghL8UPB2m6jp00drq2i3QuI7jaQVjPDjjk7R8wHQMM1pXi5K6Hg6kYy9nL4T6JhbJ5JP1qlqh/fQVz/wAKNbk17wJpc11dm+vo4hFczMuC0g6kjJ/nW5qMKi6hkUsDjBXPy/XFb3OV6PlZH4eY+bfcn/XVu1heHc+ffAhh+9zyCK3aYBRRRQAUUUUAFFFFABRRRQAUUUUAISAMk4Hqagi1C2mdkSdGdWKFd3II61h+LPDq+LNL+xtfXlkm/eZLKYKxP90n0r8+Zfh/rHgf9rDxfZLetqVibNbi3nDSl082Qfu2GdoI2849auMeYcVzH3MlvKnxqmnVWCtpILEKSPv428HrXodeLeHovC3weME2s+JHl1KWMo8PmNKmd2QQig7c+pxT9U/aY0VrWddL03UrqYAqkjRBI8+uck/pRyyeyEewXN5HaqWfO0DLEY4Hqa+Wfib/AMFJvhD8PdX1TR4dQu9c1fTpjBPDY2rMhYHDKrnCkj615B+3f+1dqvgf4Y+G/DWi3j6T4s8RWqT3hBJltLf2Pqx4z7N6V+ZE5uJZbmaS4E0u5meViS0jFhkknPUnNaQp3V2dEKakrs/Yjwv/AMFPPgxq9ncz6pql7ojRuEjhn06eRnPPeNGAHHU19P8AgvxnpPxB8L6b4h0S5F3peoxedbzAY3LnHSv50BLIYeJXTnO1kyMj/wDWa+kPhx+3n8WvhX4TsPDui3Wkf2VYRmG2iubN22LycDEg75NVKmn8JUqS6H7d0V+SvgX/AIKn/EK016xn8WWFlqGlxuVuotKj8t3TrlQzfeHPVsHPavtH4Sf8FA/hB8Xr230yDXLnQNbnbbHputwGJ39ldMoT7Bs1k4SSuYShJdD6O1OM3WnXMaNIjPGyhozhgcdQfWvl79ku6uHsPFkMwnJhuYCjTw7SQVcYDZIbgDp6+9fR3ijxND4Z0aS8lgnuAN2I4VBbA6nk+gr5y/Zw0PUPCd74kvNVuHtYLwwvDbzIqKeCQRgnOA2O3GKqLXJJMKerR8l/t6/s3eL/AB38e7rxB4S07+1oryxtjcR/aY4nikSIDgORlSqr075r5u8OfsreOvE1+1pbW9slz5LusUk4BZl/gB6ZPucV+n/xsmeDxsZ4mVWa2iJKEHHy424PevijwP418V+EfiD8SL2Kxm1VNHkeO1ijjZQ2fMfGcc5EeMj1FVGcVe50RqSWx5Nd/sY/F+zs0uF8KyTAoWaOK7gZkOeBjfz+GRXI+JfgT4/8JPa/2r4Yv7aO4UYlWPzIlJzhWdcqp46Zr700X4rX1vY2M2oajeJEHlglSUZMk3yHC9MKuXA5/lVu88bXt94csrTXLi01KOa6xFeRqFDv822Mdy3BHTGATntWylFvU1WIl1R+Zc9rPazTQSwyJNDnehU5XH9KgE65BU7T0r9SNHsoi2lm38HaZcb4DBqF5DCvnFNuVUuPvg8gnpWP4s+DXwmh8Jaley+ENP06aG3efi3TdE+056eh/DihtPYv6yuqPzNWVHZ8qMnKsccEe9fUf7DXgWz8YfFi3h1rSbLVvDt/bagGt7mITIJLbytiuWBB3eaODU3gv4AfD7x78StD8Kx6heWp1GK7nkazAW5i8j7uVlyvzd/WvTP2I7ibwV8f/GPwzt83WkaXc6nNBL91seYsXzfiif8AfI9BXJOSmb86fQ+pX/Zl+GLTJMPBulxFW3KI4FTke6gV30HhbSrVlMem2i7Dx+5Xr+NbE2W6+h4NcFc/Gjw1afHXSfhLNJOvjDVtMfVbSNotsMkSsRsVyRucqkzYUEBYXyRwDxXbOS6auzucZ+uP1rX0YB7d1MsiguSVDELXzX8Mfj/4g8Q/tXfFv4ReKNKh0ibw+kF7okUIEjS2m1BJLJKDgl/Ot5FUDKiR1JJWvpDw5dJdBjFIJBuOPLcHtRbWzJck1dHQWkYZSe31qUwgDJ5GMc/59qW1GIznIJPNeGftuan8XfDvwas9Z+DOmTav4jsdZt7m+sreLzpJbCNZGlVYwQ0m5xChVMuVZtuDyNkzFyPbFdS4ypCkkAknOPf86yfH/j3wv8LvC1z4i8WarbaFodsyJLe3jEIpdgqj15YgcV4p+zt+2N4f/aM+DGs+MNI0y9vfEPh+we51nwppsRnvo5lSR1jt1483zfLYR4PzEhThgQPN9XuvCn7Sz3Oqzalq/j/4NfGS2sPDz22lxsb7wZqtoGkg3JHu8tWkd3kkdSquse8tC4oQOR6j+0n8L9I07VNL/aAtNd8Q2up/DzSLm9l0zSrhTa6pYqjTSwsrcDfgAuD0VcglVI0fCn7Uvh/xr+y9q/xl8N6ZceJbKwsGkvNFspEa6tnRVNxC4YgB4kYsQfvLgrkMufI/2Rvhp+0x8I9Fuvhl4o8M+FPEvwy0+8uLG2u/E2qeXd3umMWUCKOIXACYO7ypwPlby8qMFfVP2dvgB4O+A3jv4maZ4R0HxTo2hXF9bKlhqmptLozu1vG7yWURYsw5RHeXLbkKKdqkUebJTex8YeE/DHir9lHxp4c+Kf7OFlrPxY+BPjtY7i/8LaZA9/e6a4XLQS+UHKvHvYI55DK0UuSoeT9OvD+trrXh3StUksbvTUvreK4ewvozFcQb1VtkifwuuSCOxBrQsLS30mwisdPtrfT7GKM+Xa2kSxRICckBVAA5JNR3ysVDDkDrUt3ZUXbQ+QPj1+yX8WdH+MPiX42/s9/EIQeI9aSA6v4R1nabbUPIjwqRyPlckRxIscgXZvkImRSFHpnwttviZ8RvH2l+Jfif4Yt/Cf8Awi2hx2FvpkF0Jku9UuI4pb25XaSvlxhY4YxubDfaPmYFWr2+KVoLO4liDeYv3ccfnXnMnizUo5XdbyYY/hkwR/Km22NRtqehXU6SRj52Xnk46evSs+88OaRq91Dc3NrDftDA0UbToH2qeoAPr0/GvHI/iRrkvxZvNBWRJ7GXSJpI5fKH7udUOxs4+6cV3nwVg1WDwTA+sahBfzuzmS5EYh3HOPurSnDl1ZtfQ7KW1tNEM95DZwQRpFJI8sEao7c7uSBnpxXw98bf2ni3xH0PQL6wiWG+dFjle8SIQ732qoXGWPcnj619133kXVnPamWNVkWSPO488Y/lxXxb+0f+yZ4b8W+MNH8RRanPp2raRGmIoF81btQ+QvP3RmnGXLuRa+h2/hXTGtvJuZlYzMWEKDHC92rvPEV74hGiTNp8ht5rQGW0WEYYEDJXGehHFHhvwRDrlvdQXI+zwGyezWVTtdAwI3D3Gc18+Sf8Ey/C8+6e7+KniN7t8uzPGrtk99xPXgflW0pKSsmQnbc9jm8YePNbt447+e1TTZhmTzoIyV/c57t6818m/tI+JfiV8PIpNd0vxJ4Z1HQomMTW6XFtJd2U56uDjLLXoVt/wTP8F3ckkUnxU8QPAGK+S0C7TjjPXuK3br/gmD8JdJ8NazqeoaxrniC4gsJZoSbyKApiLIztHrzU2N1UR8U6Pf8AjH4t+FNR1TX0tNSsLUxWNvd3lqgg8wnzCzSY3Z28Z9K+rfg3qMbXEmlfZxApt4nQoflUEKmD+leP/D3whpfh/wCB/iK10+aUpa+J/IxOSRIRBgZ9eK9V+DFlJ/wkN1KWwIkitxt5B6EH9DXh1Wo4nkjsfSSUp4bmn0R95+FdWS60aNxGQ7M7lc8YeY4x+Vfn5+0FJbTfH3xntBeZJhwVx83lIOvtuJ/Cvvn4cqreErFiuSN+Ce2JeK/Ov9oVwn7TnjBMfP8AbW56H/j2rDNY+0wzje2pyZM1HE38j63/AGCk3eAPFGRx/bCf+kdvX07/ABA9+lfMP7BRx8P/ABTg4zrCjP8A252/+FfT56ivawn8GJ4GP/3iQZ9qhu7SK/tZoJlDRyKVIYcEHgipQME+/OakPCj19a6mcUdzw74a6q3gLxXr3hq+ZhbgtNbbv48HAwP9pSD+Br0rS9f/ALbkbMBt3jQEru3cHODn8DXmX7RWkXmjWVt4t0iBpr6zxG8MXBfBJUE+53L9CBXW+A55L9TqAhmhtbm2tzF5owWI3bv5isWdjXN752+jq3mXbk5BcKPwH/1606yPD84uBcsNygsp2t24rXrY5wooooAKKKKACiiigAopCQASTgDvWNqHi/S9PjLPcq/Ufu/m5oA15ZVhQu7bVHUmo7i6jt03SuIl9WIrjr7xheXNtJcxQwadYJ1vdSfag+g6tWU1k3iW6YyyalNCFRzdtGsFs4/6ZBs5/GqUb76AWfEPxe0bQfMBke6kSVYm8v8A1YbbnOeuK+OvDK6hafEr4gay15NHFfw2pt4/PbCsCd5AzwTwCe4Fe6eCtBttU8VPBqwW7mS5RnaGMJAQVLBW38k42ce59a8okRZb28BVEYlseg54Fbe7D4Sonv8A8NvhPpGq+H9K1nVLeO4up41cZZuRk4yGPJ/HHtmvTx4R0jT7dUtLCCAhsqEjA+b1A9cd6+S4fhP4s8Y2y3Hg74w6r4WkntAkmlSXYdFnDLgxoy/u4wFJ+XJJPbNLq3iD45/CBmEXjHw78QrWa6eDTbPWbWSLU72TORHGIflx6k1MozlomCjc+D/+CgMd+37UnitbqR2tbdLO3tElzjyfs6H5fbf5n4k18/pCIwz7MRA4OPfPav06+JKeJfGepRSfEr9n/TfEWnxX/wBkaXRL9pNR+fYUSJlZXAyxxIrANsPA7eO2nhL9n24u1vdc8Palpeox+Z5vh7TftN4I0jk2FppPMJViPm6kEA9GygtVHbVHVTnGVlc+KYFDuvmNtB6MOcccZ/SoJIxclpZF8yRhkuxySc+tdt8cfCz+Cvid4o0KS3hAt9QJjW1wsSJjKBQOnysv5VvfD/48zeAbG2ij8FeDtWltrfyorrUNIjkm3Bt293xlmwcZ4OAOa1vdXRtK8dDy9LMRRNKkYVFO0kcAnHT9CauaEbpdf09rJG+0i5jaNIgd5fcCNpHOcjivXol+IH7YvjzS9G03RNKintkZYbXR7JLK0t1OCzvjucDknJwAK/Un4Ffsw+E/g18P9IsrjQdF1XxHYwOtzr0umRtMzEncokI3bV6degFDlZGUqnL6nbeJPFzXt1a4jhKxJ86yEkPuAz+ma4e8jYF45FdtgwpjTC4xxiprjUo5ru6AkOI5GAUKWDAfxDHUVUuJ2MjOjTZ25Yngn6flXj3uOMeUc0qKVAuWIPcE4A9aiuJSgciaRwASTk/hmmu7AxuyyBm5VCwBwR6frUUn72B5JgyEZHzyAj8h1rVR2/r9TR7GPqmi2erBFu7WK4CHcokQNtPqPTqa5nVfg/o2p+HU0u1s2Ta4a2CHJiY5BKnqDh2/Ol8c/ELT/CmraAt1erBbXc0gldVLKFVDycdgcc1q6B8fvAOmaoLu51wLFZESSJ5EhZuM/KNvP4V6Tmm7tHnqMuhT/wCESbwyq6ba3U0fkqIixkIJ2gDGMYPX1riviv4A1XxJ4B1nStIlVry+t5LdJZSI0BPDZycnH0q94u/aN8N215qNxYa0YrQL5jONO3SD5sgqXdVBxgYPoOa53Tv20/Ctp4gsbWewiudBiuY5Lq6GooLifP3wIiCoIPJAcZAI4zkcXvHXyR3PGP2LPg7r3hr9pm5s766sL5tHga21N7XUUneBpVLIHVh3APT0PpXqf7N3w38T6J+138TfFd/o9zbaBdT6pbQX0rALPNJc+em1f7gAOBWP8T9T0j9mn9t/w78TPC88WpfDz4xaW5gmgvcRJfoY97oASSdxhOXGAbuUDG3A6z4ztp/xm8IfDK/8NeB/G9/8SNP1iS/0FNA1CK30+Z0ZTKk13cZj2CNAM7SwJI+6zZmz7FKpeNz601fX9K0W9022v9QtLS61GU29lBPKqPdS7S5jjBILHarHA5wCa+Pf2rfiT4Q+IfgvwL+1l8JrmW/1T4Z+I4dH1yW0P2Qy2DsFlgbeu5stcRopTI2XkpO7+H0P9l7xmn7W6XWu+PPBXh+48Q/D/wAbXMPhrUrCaSSOIqiZbDkNJtyCHKqpIjYIrR5rl/hD8afBfxL+KPx7/Z4+IPhbT/hlrvinUtStEjsLBLX7ejxsFn3uCGuSmZ1kYbX3Iy575xVjCWxU/wCCgcVlaT/BX9pXRDHf6dp90mja5e2KSTifS7kF4pvkO0IoabaTjL3UQyeBXSztremWt+YtI1jTmDFYnhiljUYJ5BQg55H5V5v8AG8f/GL9kXx/+zp4y+FHiqbWNJ0O7stM164ZYdLuLu1ctZRfaCY1BjkS2VQjSI6whmO0mvff2ULP4h+HPgJp+ifEjTbPStf0qH7BHHY3yztJDEqojzOpZfMO05KOwPDZGSo6qdRxVhR3J/jL+1XZ/s2xfBKw8WTJaweLrl4dR1S6DOlrbwxJ5sjbQSWMk8Az2G4npVjx9pn7SJ+M0vxJ+E2u+BfF/wAMLnQ7SCy8L3+o3K/b4l/fNPC6KYVnkMjqk4cIUMW9W2A17D4k8C+Dvi18PLXw5448M6d4m0VolYW2oQrJ5TmNk8yMnmOQK7gSIVZdxwRXzjoH7A+i/BjxTq2t/Bv4weIvh5a6na3UEuiyMmo2kby7Qrxq5U/u0D7S5d9/ltvwrI+HMiHdk/7MPw0+Enxe8X6X+0x4O0rxL8PPEepQT2WreF7O4Frp81yrtHP50aIPNBkRW+VlRmjR3jEm+vp3wn4d8MeAbC4svC+g6X4Ys7q4a5mg0qzjtlmmYANI4RRuchVyx5OBnpXOeCIPC3gPwto/hrRL60t9N0mFNNtoFYBlEY2AY4545/Oup+0RSSA+YZj1OFJ5qWy1FItXdwJ9rKTnPU/41Hb7vtas5Jyx5P1qlf6ilpaSXMNndXWwgrHBH8xzgdGxVGxvtdfVICdFMNkd37x5Ruz24Bz69qm5VrHW5/likYrIpBGQ3FZqz6my7hDbRD3kdv1qprFprc9iRY30Vnc5BDmLeMDqOT/SkTZdzdQCOLZHkDHWoLm1S8JLKCT3IzXMp4c1u681bvxRMY2A2/ZYY02+ozgmqs3w9ec5fxPrmfVLvZ/KgrTubj+EtJF5PeLaxQXM0H2aWeNQjNH/AHcjoKqJZaJ4T0oGK8jsLUMwWSe5AUse25jTLjwTYzRRQlr53VeZprh3Zh7kk+tQ6T8MfD2lmSRtLgmlfh5JgW756Nmle47rqylqHi7QLS3Z5dbs2OQQLeTzmz67Uyce+MVxWovFqvikC11Obc8cf+jvaykyDOTkeV/PFeuwaJpdtdyXFvZWkE7DaZI0UFhx3A9untU1wYrZpZnuTBuA+YgZX8CKLj5kckvxI8MLA0pu5DEuImlFlNgN6fd56dqnntoNf07fau6QzAbTNGyk/gcHt6V1Jlt1YwAp5n3ihIz9cZyKparq9pY2jm91C2tFA4M1wq84quV9hrfY4IeF73zmT7JGdnGQeD0q1/wi17NbzwSQKsFwhimj3fLIhGCrDoRjjBqvH8avBUUazXfiXRrPcDlJr9fX2FZV9+038MLX/WeLrK4/684mf+dX7Kp/K/uOlRfZ/ccxrn7Lfh3W/D99pVosWjRXl39vnNlISomxjI9OOM1peBv2covDumwRxX6TzrGqSTr1dlGB+hroPAHxz8K/FHWbnTfD17cXU1lbi4ke5QQRnJA6+vNd5c+LtE8P2sY1DVLaCN9yruZpN2B2I981yewlTnyzjZmU6lSyuy34Z0htC0a209iJ5Ijyy8DmvzV/aKaL/hqbxcjAljdtxnH/AC7Gv0u0jWbPX9M+32M6zWspwsyZ642fdPvzX5j/ALSkGf2rfF8hPAvE/W35rhzL/d3H+tj1Mpl/tJ9j/sFgf8K68TsRydaHP/bnbf4mvpsnj1ya8K/Y0gt4PgdYyqqJJPf3zSPwC5F1IoJ9eAB9AK9tn1G1tkLy3MUUa8szuAAPcmvRw2lONzxMY715E4OSePapQMgfSsAeLtIW6iiF9HI1xII4yh3AsenI/nV601i1v5biOCcO9u7RSjJGwr1+tdrOOJT8W6RBr3hy+sLgqsU8bAu/RSDkH8CM/hXk3wW+IWm3mmahodxqlqbzQp/s0i+cDsDngEZ4wRxXsniFFfQ70FQR5TcEV4D4W+F1hpXxg8T3UbGKDX7G0vZooAFAeMSRsx4xknBJ9QKznHmWh10WnHlZ7X4W1+w1S+vlt7mJ5iVygYE9DXT1xHgrw1b6frV/eJLcNKwUbZGBHQj0rt6s5wooooAKKKKACiiigDM1i5e20+ZkBZgMV5PqHjeDwXoMU02nrq0pv5bbY0ibjxnnA969cvrUX9nNAXMYcYDqcEV4Xp9n4s0bxVBaa9LpN/YSa1DLa3VnDLbzKGjbO9HJAPH6CmyozUkeY+Jde8QeOdSMt59ouHH+rto0bZGPQL2resPFni/4aWol1K6kh0cpmaG5mVwkYBJIGSyYHpivXvHd5qdrEEtpzplm8PnXF6gy+70BHNfMHxQhj1fw7d6dd3slnb6mfs0l2WwzB2Cj5u2c4/GuinBVVzN7hdFT4B+O/Fmn6T4t17WJLWLX31mW6WxtlWSBY8KkeCvJBVQ1QXXiS7kmnlGnR3byuTIYJshcnJIG0kfjXlHwM0STw94m8X22mxMumpErwXCXSzSHD7MsOD8oK/hXqP2KJWEqARtJ965VS3J6/KX4PuK9SjSpyveKHLc77wh8VNCutBTRr+1tY7vcEjuZIR50cTfeGANrv6MTkZPNfEfjj4keN/hV8VLzW/h3qXijT9Mlgj8h9SaO5I3HLLg5wvt0r6c1S0nvLK3hFzc3hD5DpbPtT8QWz396j1fSbPQbWGTVbYy2zxjZNiQbV7btrVtGhThfQFKx88W/7fPxVlN5PqVsmoyXo3vKunvbuVUcqRGw7E8HrWv4M/bx1jwtaSWcvwz0meCZUgkaztGtXkQfMqswBBXgHkdevNdrpXiXQB8TtLsNOKz/AGm2bER/eRudu7zeehOD8tew30elmWNJNJ0y4URqN0duoH6r1rzpexhoaSkkz4I/arkbXPiPb+LYNPudNs/FOm2+qxwSD/Vtt8uRQfZkP6eteQ6ddXEEjMJPLUBDzzkq+eh69j+Ffan7bfhxPEPgTw7rtmBE2iyzW8tusWB5U23acjgBWT/x6viVEm88ExowbII3c/e9fxrNPmR0RlzI/UL4LXK+JvA2k6pp1+YWa0jDTQqYw742vwOnzA16roGl6trOq2tjf6tdXNhKzLJG07crtJIxnvivGfhGYNN+H3hiO1il0+zk0+CRrdWG5SyBiCT1OScn1r2v4aXlzf61aSMwREdo34Iz8pwfrnFYpxs9DkSuzmvHfwl1mbUru78IeIJ9EdrVFltmkYRNhjgqw5U/SvnX4oH4geENMntNXuNTtb0SoZbm/uJpA8SKdwEaMVySV6Zya+4hAx1JpY2PmiPC7eoPPSvFPi34/wDEXgX9sP4TfDnxbDpkfwo8badc26S3sSEtqYJwivncGDC1jAG0H7Wc7iqlVCokuVo7ZSUVZnx7c/Hq61HT7Szk8U3aKsDoTBbzDdn0HIOPXnGOlcmnjK1lRQ3i7UnUQ7Qq2gOAThgP3Z44Az3PHBr6a+AHw8/4VT+1L8YPg14xtBdw3E58WeF7qVQ6S2Ekmxv3jgMzBWgQqAVDwTgEgZP1WPhh4TAIHhzTc42g+QBx6cVN4kxfMrpH5aXHiaw1KEJd+K9TnTYG2xQGM5J2nDLHnAwB6E8HNdJ4W+DOsfFr4ZfEDX/BWir4q1Pw3ZwXJfVLlxLOGZt4gG8biqJI2DtyUwvJQV+k0Hwd8IX2ogr4Z06SeTbEo8gbcfTp9eK+c7j44fFj4a/EPx94cs/2ZNY1HT9O1FotB1PRLU2lld2oZUV5LoxGMhwTKCucb9hUbWajnXQJO2lz4p8VxP4F+F/hnx5qPw7ns9M1K7OlSzXczBBdLEHYohySMbiGbO7Djtz1ul+FfEvirwc/ibSfh7DfaHb2NzqMl/CkUkUtrbIXkOQo+RQhGF5LDGM4r9Gfj9/wmXie38Pt8PbLwh8UNL0qGW28X/Da9vLcvqAnMYUo0g2o8RSY4l27gGwCwArx74AfAX44fs8fFPxtb/CfSPDlp8H9U1O1udO034gaxMZzb7d1ytn9nDtESxKBp1LYSIsrncSe0Zn7Ro8Xe9039rL/AIJz+JzoKmz8SfC+9HiW2hAhg+yoBJJcxhlGWXYbmUHC72EXcED1X4K/Ez4H/tX/AAw8K+ELPQdYsvFvhXTIVsJbD7cBpV7NiMyPPEixLvmkJydwK7zgBeOz8J/DD4IfAH9sjxLp+m+H28OeLvEmjpdWFidWZNOuUleRrqK2t1wNoMUbmNyVGP3aqqV9DWV3a2mjw6XpVvYaXo8ORBp+mQpBbx88hUQAAZz+NRzN6ijCU3c+N/gl+xB8fvg1AmjJ8ZfCXgiysruW6tNY0fTJNV1GVnJyJYZ1jj2sDkklj2yRX094k+Gi6l8TPh54m8Rab4I8Z6ppOmXEV/4ovNBH2/zVeJrb7OvmMsXz+dJkljGQwXHmMTf13xr4d8Muqavrmnaa7AsEurpI2I7naTk/lTfC/jnQPG0c0ug6rBqkcBUSmHOUJzjIIBGdrfXFDhK3NbQ19js2dtf64l2NrzXc6bcbdwjUH1woIrkbPwTpjWMkM63Fyx6mW4c9fqa0r+ZbDQtQ1JkklSzhedo4gNzBVLEDOOcA18zR/tvTKkkdn4RjYb2G+7uymRnjpW1LD1a+lONzppUHUfLBXPrrw7plqlqsIto3jjjUKAoOMcCt1baCNSVgj+gQV8P2H7dfiDTnnFz4asNpK+V5DyIQv8Wd2c+2MU3VP28fEMzsLLTVRSeC4QH9FP8AOuj+y8U3sXPLsRzW5T7SFnFEQ4iCEOScKM5PORWtbM6JgMze6kf1r87dS/bJ8fXs7PBLDaxk8HksPxGP5VxXif8AaE+IPiaRxceIr6KJv+WVtKyqPxyT+tbxyevL4mkaxyytLR2R+oUt9FakedMsRJwCXAP61kyePPDEM8cEmv6ZHPIdqRtqESsx64C7+vHavybv9c1TVZdt7qF5djdnFxMzjd68nrUDXDpsZTtZY8hh1znr+tdP9hu/x/gdH9kX3mfq5qnxa8EaJIyX3izRrWUDJSbU4lb/AL53ZP5VzmqftK/DPSdNkvpfE9jLbocE2yySsT6AIhJ61+Ycsh3F8/N5oBPeo3wq4xwpfA/AmtlklJbzZaymmt5s/Sb/AIbA+Gcts9xb61JNGh2nFs6uD7B9rfiAa5zUf24fB9pbedb295dHOBGpCsfflcfrX5/rCVfHBxjJz7f/AF6sH/UqP9qtVk+HW7bNVlVFbtn1h4s/b21KS+CeH/DcENqqjL3tyzOWzzwowBisKz/bv8XxQlJ9K0+e5ycSKCoA7DBB6V82SH9431qILucspzzXWsuwqVuQ3WAw9rcp7nqv7YfxKvrpZodXislJY7ILdAOOxOOce9cL4g+N3jnxdO8994kv1d7cKyQTtGjYz1APvXGMOAW754+vWoo+hx18ngV1fVaCs1BfcdKw9KOqiiyur3gbzxdz+f5W7zPMO7Prmpdb1a81i88/ULue7lAxulcsR7c1SAzA2P8AnkOaLgtJMR6c1vZbmVluTK+PmHAIpxldpAxZj9TUa/dX6UZ/e7e/rTKPov8AYl1IWvxL1mKV5Ns+kFzsXc3yPDxg+zNX0t8RNDHjTVLCGS5+xqIS9vJIOjHJKnA+gr5d/YuD/wDC3rgornGjyEsgBIy0YHX3UfnX2L4pW3ur3T3aSaF9jmEMoU9u46etfBZyuXGNo8DGxSxDRc+HtqfDPha10q5fzLi2LklV+U7pAy4/Cvzu/aNdJP2pvGH74lnvU4x8uPsxzX3BbeNNZuPEsNi92v2VbkJtVUxt6Zzivhb4/wAszftMeKw+Cv21PvD/AKdjXymZXdBtf1ob5Tb259e/sy65a3/wXsbGMv8AabLVbmGRsYG6RjcgA+myVc+4Ir1OeOC0MbzMzGGQqwDfeLdB/P8ASvKf2RNAuk+E2qTspI1DVpprTaeXEMcUBz6AvE4+n1r3NPB19cT+Y1tGpwhzK+FJVgQcDJ/hFehQu6aPKxVlWkcN4l8/RvDZmWVo76K5SSB88cPwD6ZXafxrstIutT0iaCSfSri+RmkdrmyUOQx6nB7mugtvAdlIqjUQL/B3eW4/dZ7fKc10qwxoMKiqPQDFdii0cTaZ4b8cfjrL4I8NapbWGj3N7rAs3kjS5/dxnjIwV5fOD93FeNfsQftD63+0jqPifWdb0G00abRbe30z/RJXZHy0rMTu755r3/4zfCC88cG0v9LkjN9bxeS0MzbRKo5GD0B5NYfwV+HWo/D1NYiv9Pt7E3gjdFQqNxUknIX61Ux03qesaGxbUL/Py/6utR9Tgju0tnYrM6lgpHavmn9rf436t8EvA2oX2hNAdQvBDGm8t5i7pPLDoq8kA8k1+ar/ABf8ZeIviH9q8QfEy98OG5QSDUbq7eCG2UH7hRH6cjnrn1zTuJRbP3L60V8tTftlNqHwV8OeJ/hf4dl+MeoX0TI6wXqaTFC0beXK0z3Kgod3RAhLdR8vzVzfwd/aZ+KPiW1+INj+0L4Ntfg34b0rT1P/AAltnfm2tw8zmNI4pzI6tJg5DROSGC8AuopkH1vL4l0iHWk0eTVbKPV3j85bBrhBOUzgMI87sZ4zjGa0q/O39p7/AIJYeCZfAGpeLfg8Na0bx/pXm6vbLHqM142pyACQIGkcuspZco6sDuY7t3BX6B/4J9fH6f8AaI/Zg8Na5qd2bvxJpZfRNYlYNue5gC7ZGLfeaSF4JGI43SMO2AAfSNFFFADdi4xgY+lc34k8J2+sx+ageG4DBw8LFTu9eO/XmumpMYoA8b8SeHtTsIzGLLV9XjYYKW8wYH8GNcH4k/ZC0D4pWnnayur6IkxDNYR3zNGpByDtzjIIBr6d8tT/AAr+VLtAOQAD60lpsac67Hzxo37Ivhnwbod1Bo1zd299NmaXUbhzJM5PVGcncw9s1hX/AOz7q2mRbltBqGTkCzlbr9Ca+pBGBkAAZoIBGCAR71tTr1IGR8f2fw0gni1u2MOpwavaW32mCwfG+RfTJGC3sDXnnhz4ZWfxU+IB0Q6hqWiPaWn22WKLc5nP9x42+Rh7Gv0AkgimG140deuGUEVgX3hqwsI7i5tdMiNw67DKqgOV9M9ce1dH1qZrzrsfJ3xg+BHwc8GzWGrQ2Uvg3WLOaO5gt/DExikuGIwS0L/KiY46V8r/ALVPxw8R6xo8MFnfv4fgScTxJEWjuWjj+8GkTnBr7i+Lfwn1rxNq+q6x4dlspr2+tRbT2WpEpwOgVh29q+E/jl4Y8b/DK5sGufCkYco0Hmahbi4ikz12DBD577+tddBUH7z+L8DY634I/Ebw3P4QguPG/h64u7K5BW41KHWpLqJQeoljac7f+A1Bofgn4LXf7VVtNpFnpmr/AA0u9HJmeP7R9m07UQeMknLLXnfwL+JNl4A0aTR/F+nahkXMjRTywgiBj96PYOgTsO1egTaRpupzadZSyz6RBqV3PPLLpahJwU/1carwoDelZUoQnuuQKn7s+3fC/gLwhdWcF1oa2d5bdBNbXHnFP95WrrovCiWalIJJ4EPVYpSoP5V+dnw6+PWs/spftAaN4W8YaRe2fhzxDYQzW2p6jIyCdJwrK+T8pxu2sc/KwIOMV9n/ABE/bU+CfwuhhfxB8QdJWedigs7F3vbyBgobEsECu0eQRguFB9a8mblT3X3aiuje/tPRvDd5pmm3mpWdlfai7R2VvdXCxzXTqu5ljUnLkKCSFzgAmvPf26PAV18Wf2SfFctldNa+JPBDR+LNJvRctA0DWgZpGVkBYuIDcBf9sx8jGRQ/aY/Zh8F/tl/CjS9Y8KeIo9M8c6NAb7w9r8V8Wtpc4bY5U7fLcquJE+aMhWG4Ao/nH7Fv7Z3jrxjHp/hTxR8O9c1nxVYzzWGq6zGtraWBhjKq80s00igyITl4owcgFlHOwWXOXNdWML9o74ixeIfhx+zd+1/olmk9zok8el+Jo7Cza4ZbS4Vo51aViNohkFxCpYYMl2OQeG7iT9uTSbmJJNN8MXFykih0kl1CKNSD0IIBqL9n/wCA938F/gD8WvA/xVbRfHfwXuGN/pOn6PqMl5cQwtIzlN5SJM5WGRWjYFZAzDkjHyO3gT4f+GtXhfwT4evtIghd4/O1XU2vZ5AzZyflSNOMDCpnrlmr1svwqxDvON4972O3A0nVlaS0PvLw/wDEfxh8V/gb471vSoNM8HvPbvo+l67e6oLeKxnlUo928pwUEIdSNoZmcgDoSPn82kGo6Novhb4q/Grxp8cnggGnJ4X8Ms+kaPMVAVor27ULPeg7QRMQScEkncSfH3vbiW0jje4laOOElFZ8qpPXA7ZrV8JyCDxnojYEjDUoQCwyRnrXs1MspQk5S27HpvA0pTcpXt2Pp34fyaT4P07UB4f+A3g/wlqbWM1ppGr6VFAt7b7k2J507L5kuOCzbgWIyRk5rO+CHw613wbPZ6Z418R6vceEIrCW1h0+w1R7adAyFFYsrKxxktuDBt2GycEHoJx4v1JITa3FrYWKeVteTl7jPXzD/wAsf+AV0elaNDbJKxuIry5EOJbxsAJ/uL2/CvmFWUU0ktfI89QSTSS1Pj3x/oXgnTtM8N+DNO8KpdyeC7y4g0zxHqE5bUpbV5XdIZ2UANt3DA+6vIUKCc87FfSwMCnQFMYLA4b7wyDXQ/ElQ3j3WsgH9/u59fWuYi59+n6dK+1oU6XseaEbI9qjRptWih/2qUt55KGTvuywb2Oa+rv2GLb7RD447bTZnI/7bV8kBQRjAAPqK+wf2CJV83x4MDHk2Rx7/vq48wUVhzLHRUcOnFH0d42RtO+HXiPytwmTS7iTzD13eSefwJFflzbR7YS3JYxZJPUn1+tfql8Q+fAXigHkf2RecfSHivyvHBIHA8npXPk3c58u7ofMNzsPu89qjEY9SfSnMx3/ANaZvzj5v0r6DyPf1HLGp5wTS9OB0pgY+jc9eOlPyc9D9aB3G/8ALb/tvnrTW5hQD/nmD+tBkXzuv/LalJ/9E0xiSDjB/wCe1RTk5AzwZGGfwNOLHywfSMN+I709oizZ4PzSHn2o3AdGxfcxOST/AEqX+Af71RqhHYD6VOBzCcdTUvUTGSf6xvqaagKk5PByc0E5pkHf6UCJpCGAzwBvx369fyqJORuAAAh61MfmPPPX9etQqwB7/wCp71bDUAf3QX/plSy/685JpMZt/wDtj1qeZf32PbGTUbnJuIv3R9KCcS59elKAQAD1FDDMyD2oA+iv2I4yfibrDM4VF0ll279hPzxY59QWP519OfFeK4ngG2SS1kMMmxreZiRgD+Lg18t/sUOw+Ld+NxAOjzZ9/wDU171+0x8ZPD/wsk0Wx1eYLqOtLNDp8MisA5/56My/cWvz/OE/rbd9zwMTritTzm0+LtneeMbXw9Y2mqJdTXP2USm+QDd69K+bPj9nTP2g9eAdmAuIW82RtzE+T3J5Jr6n+F3gzw547WLxf4WsbrVbZ7mSS31CSUou5pcMwX1QcA9q+Xv2qIo9I+P/AImtpW3PF5JJPPPk9a+SxMZvRo9PL4r6zY+9f2Q9LkX4D+CtTZnWe6imutochP3k7M3HTGX4zz0r3z7TI3AQD3JzXz38G/AXi7wB8JvByeHtZh1a2j0e0LafqaYxmLcdhHTLc8dTzS+Jf2rJ/DHjm00K+8J3NvbwiI6pcvdpm03dwufnr6RJRVkfJtSk7vc+iE3Hljz9OKe2ccda8a0P9qTwJ4q1e803RdSuNXubCVo7oWtuXMGFyXcDBK/SvNfHHxR/al+IKzf8Ks+F/h7wZo5kZbfVvHWpiS8u4SoKTJawnFuc5+WUu3Iyq80zI+pzdODzH8vfBya+bf2q/jdqPwomjfSNM1nXNavLIiy0zS7cOFIfmWaRiFij5ALMe4wDXlvwG/av/aD0j476b8L/AI6fCl4ZNZ+Ww1zw5aloIsbsvK6yPG0eFJJVlZMcqc8bP7d/7QrfB/4g/DnwvaabZ3N14uk8ia5vlzHFBHKpK4/iZ2dAAeOucZFDLpOz1Pm34jfFj9oa61bUPEmufs53N/oFtaRWN/bPeNqMrRK2WJaMEH5/m3CIhepyOa9h/YI1n9nX9oPQ9btNG8DWGn+KWtAmpaJrI+23EEION9vM4/1RLgFk2ncqbgPkJ+z/AAr40l1fVb/SrmxuE+xiNDcyRhYpi3GUxwRXwF8Yfh7a/s1/8FMvhL4t8GW8dla+PZ7i21TS7cvFFJI3yTynBwc+dHLsAx5kO48tWSaepTvsdLa6xov7K37Z3wk+C3hLw5YaH4RvtMurt7y7kEstxcSG58uMSyZKkPBgYJZjKo9M+hf8FPfhhe/EP9lfxNqWjvdfaNMSLVZrWGQLFLFA+6UyAnB2xGR/XMSiuQ/4Kz+Bb+H4a+DfjB4dl+z+IPh/rUF9DdF12xxSyRruCEHewuEsyAeADJ1r6v8Ahn4n0r45fBrSNagtxNoviPS4rxLa82TDy5owXgkAypIyyOORncKNRaM4D9jP4jN8Zv2cfDGuefLJJqOmIsryEptvIsw3G0ZJCebGxUZ+6Ae9fI37CWq/8KF/be+JPwnubN9F0fxgh1nQreaCSHY0ReX7PEh+UKImuEZj1Nmo9q+h/wBgj9lXxp+y7a+PfD3iO/0/UfCw1xrzwzLbSs11JGyFJJJ12hU3IlvhAThxN22k/QWtfBHwL4h+KWi/EbUfDdpdeNdGtJLKw1d92+GFy25dudpP7yTDEErvbBG45qxN0d3RRRVkhRRRQAUUUUAFFFFABTdq4IwMHqMU6igDNuNCtrlQCpUDkAcYr4r/AGwfC+t6h8TLBPAfjnUr/wAYeHvC914gv/hdBYtLHrVh5nlmaNgu3zjJtjAO+TgGNchg/wBsa7rmn+GdE1DWNWvItP0vT7eS7u7u4bbHBDGpZ3Y9lVQST6Cvz2+M/wAYNP8AGfisa/4X/a8v7yy8R2M8Xh/wN8PvCMGo67HHJHDK1urxHzopWMakeeInU5Xcu16S02HdniGla9pnwgt/AGt+I9EvNEg+JbXsdtfeMuZLCSF1jlknEgLKWeRP3hAyrBjgV2P7Z/wl8ZfAr4NeHvGH2C11DQ7DXIYNTtLVGla1tzkJL5nSMM+E38YZoxzuxX0J8QPhXbftm/Bi/wDDPxC+FPiz4b6TommLeeFfGmu3Ntf6tEUjUEz2yTPciRgo8yB9xlCnLpKIyNb9nnwV4e+BHgbwivij43eLvE1n41gtdC07SPGixx2VxPJGWhihtZY3lt2KbkMbS7WLBW3N5eOt4qo1a4NtnFa54g0L9oP9ljwBqWvfC/xF+0NoOvXrR6T9jJtL6xuULxD7XMJEaGMPHLG9wGKDA3Fgyk9L8HP2XtU1f4deLvBvi34R/D74VfDbxForWg0DRZW1bxDFdAkRz3V86+TK0YLSRsA7KxQ7gVILf+CZuo6P4T+FGu/CiLQdW0Lxb4J1F11/+07QwC9muJJDHdRlgrFGjjXAZQyqEByCGP2Dff8AHnMe/l9a5rsR8dfBv9lH4N/Ai50q78NeFJvEHiGxjaO317xdcG8nhUuzny4hiGIhmbDRop5OSSxJ+WP2ov2o/F/xGsdZ8H67YeFbzT7TUriC0uJdJSa9t1TgGNnLLGxGAXVAwwMEV95wxtuBycjofSvyp+PXhC98JfGrxnFf2V75H9qTzWmovbP5Lg9cFRilT/ebHs4enB7o/UPx2xuf2dPFrsSzv4e3sx5LN5Ocn3zzmvznzmYf9d6/RzxJCW/Z08SxHlj4c5z3/cGvzk/5bj/rvX1GTf7sezlyQmf9H/7Y1Z0XUm0fXLO9KB2tLkTshGRx0qhlvI6/8sqNxLM2TuYTBj646V9Dvueh7Nnr2pftF63cQLFZWNpZQrjaZIw2MdMVh3/xd8UakxZtQ+zkjBNvCFOPwrz1juh2k5X0PSpgNvTj6GvPp4HD0vhgifq9PsTXWoS6lfPPNK800hy8kjFmY+pJ61B0PHFIMK2QAD7U6EluvP8Aqevv1r0UklY6bJEJJ9/9Vn8a+u/2AjnUfHoPI8my4/7/AFfIrn+WPwr6z/YEcjxL45UMdptbM7c8f60j+RP5mvIzD/djjzGywx9XePFB8E+IwQCDo8+fxh5r8pCT5QOTnyetfq347/5EvxD/ANgyYfh5PSvykz+5H/XCuHJqiPKy4kn+WbjiibgccfSi5/1/504gHrz9a+jPoCtvP94/nRvP94/nSVZ2p/cH5VZZX/5bduufxqb/AOM0YHndB/rsdO1L/wAsM9/J60AQS8QHHH7mjcfU9/160Tf6k/8AXGrG1P7g/KgB1SD/AJYVHKDD1jajccj26e1QQLgGgKo6cfSnWxF7dmBHQTf3RU95pV3ZqjT288ETf6tpUKbqw9vS/mMKdanU2kvvIZeJSBwPSoIvmiJPJ8nrU55m55qCDpjt5PStzcO2O3k9KWcnzjyaP+WGe/k9alnUcnAz60HIO757+tHfPf1opP8Alvjt6UAfQP7FH/JYLgdjo82ff/UVF/wVE8bal4P0jwXHpklrAb43cE80tuGl8seThFbGdvJ46cmoP2PdQt9L+LVxd3dwlraQ6JPJNNKwVI1ABLEnoAFHPsK8U/4KS/tKeF/i/L4NHg6DWdW06wkuXXXW0+WCwuSSgK28kgBkKlOSF28jDGvi85jfEnz+YNRxB9X/ALHPgDV/in+w/wCFrLTPGer+Cbj7bdm5v9HjgNzJb/aXEsavLG/lkrnDoAysqkHGVb85tIuPE6eMfHHhjxzq91rXjHQNTmsbq9vLt7mWZkaSNsSP87gOhIY9nX2FfeP/AASs/ah8D618O9E+FMmoPp/jS0e7ZLC8Xat6rMZS0DDIcqAxKnDDDHBAJrxf466Nongb/gq5pGp69cpY+HdTu7a41GSX50/d26OAwwcIdkGf+BdK8CvG8bMzwlZwxCqR1/4On52Pqb4s/tOfFD4Jab8OfBfhH4QS3d5q/wDZnh+y13X7xI7b7c8COypZRMbiSNE3h5GMQRkYHOBn6P174GfD/wAZaudY1vwZoGsaq4XzL6awiMrkf7RBP618XeKv2pPB9z/wUV8Hx/Ei8bw1oHhnwx/xIrnUbYxWh1W+ijaWcyE8R+UzQh2G0Mjcjqf0WVw6hlIZSMgg5BrrPHueIeCP2WvCHwz1LxRrfhb+0NL1LWIEhhS3u98enKuG8u1VsKoLAZz1xjIGa8S/4J//ALT/AMTf2ifhl4g8R6vcaf4ku7PXJrU6cyxWtzbw+XG8SqyBUZMORvdQSVb0r6s0D4w+BPF3jLUfCOieMND1nxNp8Tz3mk2F/FPcWyK4jcyIrErtdlUg8gsueor4e8QfsVfHr4KftP8Aif4ifs++JPDltoHi+4ea/wBM15isUDSu0kiyRCNg0aSEsjRkSKH2Y27iwI91/aD/AG5NE/Z00nTL3xB4G8bXk9+sxjis9LQQReWFLebM7gL8rE/LuPynIA5rzD9uD4HXP7bH7PfgX4lfDsTpr1ra2+uaPBKCLryJ41dof3bMFlyYiSC2GgABwSa+g/iF8JvGnxX/AGZ9V8BeI9f0OHxfrlg1lf6tZaWXsoPNbEvkwu+TtjZlViwOQG4PTS8E/DXSPgf4Z0fw/wCFVextLPT4rRYZJiyMIkCh9p43tglmxkknNA7nzV+y94v/AGstW1TTfD3xL8FeHtH0fQxAtxq18zm8u0QFT5KW8jRyTEgEs2xACSAeBXtetfAG68fftH+GfiP4ilK2XhHTp4dGtIpSM3dx8s8z+wjCqF9ec8AD1XwfqWqXAuYNWnSe5iEXzRqFXnr0rqiuRgjIrJw7Fcxk6r4Y0vxBoE+i61p9vrWl3MTQ3FnqEKzxTIeCrowIYEcYIqXw/wCG9I8I6JaaNoWlWWi6RaLst9P063SCCFck4SNAFUZJOAO9adFaWICiiimAUUUUAFFFFABRRRQAUUUUAFFFFAFDX9C0/wAU6FqWi6taRahpWpW0lnd2k4yk8MilHRh3DKSD9awvh38JvBXwj0t9O8FeFNH8LWcgQTJpVlHAZyi7VaVlAMjAfxOSTk5PNdZRQAVgPoum+IZpItT0+11BLK/S8tvtUKyeTOnKSpkfK6now5Fb9YOlTk6vrEYJ+WaLjPr1oAo+J430+SLXbdPmgA+1oBzLbH74x3ZcZFb07CexkZXDxNF8jKfvcVYlhjmUq6K6kEEMAQQeo/Gud8JRvF4Zs4mYloRLFknoRLgfpQB5jAo8nOBSz2VtqsGy9t4ru2yW8mdA6ZPU4PFUfE2pReHfCl9qMz+WLS1lmY5x06V8V+B/2o/iCnxQ1i91S8S+0BZt0mmJbKES1/2Owf3FJabHq0257H2x46RD8IvHMcSqkaaNMqoowFAhlwAO3QfkK/M8n997Zzn3r9L9cuU1X4PeLJVkDrc+Hppmkj+6f3B+7+Z/M1+Z5/4+K+pyb+F7M9TLmVv+WH/bKpioPYf8tqh/5Yf9sqn7/wDf6voz6Ih/gqb/AJa47VD/AAVN/wAtqggSlg/+MVDESRyc1MDjpx/qassQ819VfsFXAHizxoBwP7PgJ9yJjg18sOB6fpX1D+wd/wAjp4wUcA6bDx/22rx8w/3Y4cb7uG1PsLxeA3g/xGGAI/s2bgj/AKY1+UYA8roP9T6V+rni7/kVdbHY6bNkf9sa/KQf6n/tjXl5MeXl4y5/1/50+mXP+v8Azp9fUnvkYUYl4HHSpKTAOeP/AK9LQA3/AJbf9tqb7dvJ6Uv/AC1/HP40n/xmqRSHTKPL6D/U1o+HILPUtds7e4m8i2uJcO7n7orOnP7of9carXsH2hJSf3ZQzFSvGCOhFY1IOdLkTszCpBzpcidmet+MPAtjo5kFneNMFjxdXcrZSeX+9Eh/1afTFeXXEjxwM6JukT7i4+//AI1ozeJNTvbOS1u7pbpnTy3lUbWZf7pPce1VS20qRwVmwPYV52CpVY/xDz8FSqwp8lTctR6toXiTxur6Na22naZbfY7RGhYvK88n+tdyeSo96+gv2oLmPXPDukyLBHbLZ3Pk/u1C+Z9cda+WpLS00i8lv/LNscRNIQ+3I87DFvXiux/aF/acs9W8PQW/hrwj4o1+0FxHONYGnSwWDYjw/lyMuXIfP8IU44YisJU44arzzd0eLKisLWg56qRi7huzjmoICN3T/ljXG/Dr4waN8R7h7e2SWyv413taXBGWHcoR94D8D7Vu3fjfQ9J1/TtDub5P7Xv9lvb2cSNJI0jkBFIUHbkkYzjNetGvTlDnUlY+lWJpSjzp6GqOk47CHgelWD83XmuJuj8VvFlxeQ+B/AT38dvEzvJJ+/lkhH/LTy0I8sZ7sT2zik+BXxXs9e+MGheDvijZ/wDCIpcX8UFzO4eJCpfDIQQShPQNkj3HfCWMpRlyyuvkzjliqcZcrv8AcaPiPx3Bod4LC207UNa1MgH7Np8G4R5+6ZHOFQE9yc98VwWvfGTxZ4TuLe/13wRJp+jzOFDi48xgOh+YDGfQED+tfX/x48Z+Cvgt8W28SeFLjw746sr+KUro8ulm5it3bCxRxKJAsjKoJyQQOpAxx1HxIuPiV+2H+zPd3HifwNpXh7TtHhe9e68xRdzW/llQ8UfzBMLukPzbSYxt5XbXFVrVZWcJWv6L77r9UclWrUlZxla/y++//ANb9mfQPCui/APU/jF4htjqGj3trcfupEDqunw20k0rbN2CzMhXDDjZ75rO8W/t0+Drj4a/CT4h+IfhJpOtaH4jl1GKW0vFivLvT0il8gmB5ECEtgFlwoIG3PeoP+CWXiHTPij+zn46+CfiqGO7vvDF9dQNYSAIj2N4kiOu5WzJ+9N2GPYSR88jHwP8cfAnxO/Z5EXws8Z6VfXXh/SdTurjQ9TMLiCdJCnmGFjldjbUcoDlGdt3LV8zi6sq9TnlueLXrSq6yP0Z+Cfxg/Zj8LeGdI+IsGi+EPhLreoNeCwt5riM6kLdpdm9iBv2MYmxxsTBRTgc4n/BTLw1ZX3h7wt8ZNBeDVLCewe1e4hdGilCxyTW7oRydyNOC3I2oo+vN6h8HtJ/al/YR8AxeEvhhpOmeLpGs9Aj1WKGDzLCKK4iN3ePIQpIfypGKgliZSMksd3sXxL8e/DXRPDvjX4K+PJ9Vj0jTjpY0kWESy3TxiGLMcRdPKjKmFixYgETuAO1eVV5WmpPc6cLGpGupU+n6/5blqL4Q/DX/gpX+yT4L12/szouvjTRbWmswIGu9KuoT5c0eN37yEyRt8jkbkYMNjEMvE/sbR/tAfAz4ot+z78S/B1941+GMkVylj4weCSeytrYROUjaYhkMT7Ngt3IdDKByoC19TfswfszeFf2VPh1eeE/CF1q15p99fyarLNrM8cs/mvHHHjMcaKAFiTjb68817HXaeSfL/g79hHw78Lf2p9N+LXw+1WLwVoiaOdJ1LwdpunAW9/+7ZA5l8wBBlbaQqIyWeDcWJdjX1BRRQAVxniOYDxDFDnOLXco9P3uOPw4rs64fxD83jQR9T/ZuQT2PnUAaXhhFW81IKoABh6D2rpq5rw5/wAfV97+TXS0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVy2jTBvF2vxehhNdTXl41q6X4m+IdM0+KN76RLR2JORDHjlyKAOk8TeIb22EWnaWiy6xdD90TykMf/Pd+Og/u1r6dpg07TIrRXaTy4yPMY5LueSx9TnnNM0fQbbSY5FiZ5biTl7mb5pG+rHk1qSgLHwAMdPagD5u+KGnHV/hvr1oAC01kV59D1FfM3hzwl4X0/wlqcd5tvCnm7pYiFY46ZNfWOtQfbPDV/AyzlZLeWFQijeCOlfnf4w0Pxb4Z8fah4Wuba/BvDcQQ29rGxRplhyjZHG1jyfWtMPTb3PUWmx9lfAbWJvEv7HVjd3BYTP4QmjbcSSWxMMn3wAPwFfIHgD4Z678TL6dNHtYXjg8nzWeTbtz1r7e+Hfgr/hA/wBnEeGmmE0+n+Fvs88iH5WcxTEke+ec180/ssTIkvioSOiCWKzIA9T1r1sDWnQw96Z6WGdoe0R4XfWRsp5bVh80SzRE+46VHkenr+vWtDxO7f29qh54nm/9HY/lxVGTjtivrj3faIr/AMFS989/Wov4KlqkboAoEuAABSxfMeeenX26UnfPf1pYuppjHjrX1D+wbz8RfFK/wnSASOxIm4r5e/ir6b/YTYj4m+IACQDo/IHf99F/ifzNcWYJfVjzMTB/VtWfY/ik58K6znn/AIl03X/rjX5Se3bya/V/xUo/4RrUxgYOnzZ/781+UH/LPPfya+fybY8/Lxlz/r/zp9PKgzcgH8KSvqj6AbRTqbQAxupPf91+vWnYHp2x+FN7n/tjT6AGTf6kf9caccMCCMg5znvnrTZv9SP+uNQapf22mWklzdTx2tvGMvLK4VVHuTSbtqxN21ZZPzfe5+tS/wDLLPfOc+/rXI+Dvij4X8deMtO8NaXqyfb9QnW3gluI3ihLt6uV4A9T+tTeNPg78ervwnqHjPQ4Vj8LWkr7JLSzYpKqlsOHkQlxwVLcIDgHBrlniqajzR970scs8VTUeaPvelj6X+EHwN/4WL8EviN4gs9Kk1rxJEINO0q3TdlWMiPKwAIy21uM8AZz1rrv2bv2g7i5eDwz48+HWnWF7P4l/sKKzv7ci7jtyqRLI6OGw27cCmFyMj0J+Rv2dv2iPF914T1awsNcvvD94twiahb6dO8BcqDsfjBXPzggHnbz2r3b4AabDZeIdX+ImsQtc6V4ThGos7t/x8Xx+W1iz1LFzuJ9EOa4KkHiISq814vZfhb7/wATy6uHWIviL3i9u/a33ngn7ZXw70j4WftrWY8HxrHDeaiRJFEqmNAyRmVAoHG0TSJnsFHcGvqb49/D3w78R/2efhX8WtL0G3t9W8MRGyuzp9okciOMrvPl4Cr5yMyqR1uFPBr5Kvb24+KXxm1Hxdfu9ymnXM0STOuBLeSsWncHuACF+ufTNfZP7Gmvad8UvBPxG+Ect7azrf2bXdqw2yLbXShUcvg7tyt9mcJ/0zY8d8XS9lD2r1s0/XRJv79TPkVOHtHrZp+uiTf36ngf7Hn7ZPjvwz4QiMWo295pcWoSy3WlvaRgEEg7N4UPnYVw2ewznBFbH/BWT4a6NqVh4N+MHh6FdPfWrKO4LRxlJmbch3OQcBiJ4unQxN3YmvB/BH7MvxUHxY1nRvhpBYXF1LFLPcaNqUy25t1D4ZSjkElDwNvzYBGDg17b+038Pfir4g+F/hPw78QbWDRba0hi0y3SBlVAqOryyJEZGYk7FG/vhM9KydP2i5GrTSd/73Z/fqc7p+0XK1adnfz7P7yf9qzwP4g8HfAT4QeOPh/ocZfVNBsb671KGFJ3a5mj8+QAlctwyBQf4Q23kMS/4CftD/EzxRb6/p2s2UumXnjKO20Zr/WdQ3iJXcx5KMv7sASMozjaGOB0Nd98Lv2s/Efw58BWfgy60nTPE/h6ygW1toNUQs0cCrhIsjhkXAwGBIHGcYxyPxA+M2u/EtUt7q10vR9MSTzl03RbJbaDzcYLnGWZuP4mOO2K7adCu5Wq6r103vta51woVnK1Tb8Pyub3gj9k74hfs/8A7dGneI/CfiLw42l3MezULe7u1W5ubQwg3BW2jDOOEyrPgGReTgjPtn7fv7RF98G/D3hW7h8DeE/Fs93dPDFP4lsTdR2rDhyiBlOWXI4Yfj0rx/8AZEZm+NumEk5NnOCc9jDzXpn/AAUG+DviH4y+CvDFr4Z09tSurS+MxiU44MWTx9ea+czKm6Nblvd9TzMXRVOpyPVnf/sW/EjXfiv+z1omv+IriCa+kub+JUtbWO2hhjjk2xxpHGqqqooAHGfUk818pftllD+01qybX2N9iyvY/ua+qf2IfAOt/DT9nfR9E8S2U2mamlxfyvDcALsEs3y8L0rQ+IX7OWgeOviNc+JdT06K6uZfI/f3F26JwMD5B7cV4NWDnsaYap7Crzn0vAQYPXAxUjMMcnZ/vYrzfGv3AxPqhhHpCxX+VNl8Ped/rdUlk/32Jrr9ojyuRnfS6paxdbmL/v4KoP4v0aMc6hG/+6TXHxeErEf6xmf/AHuaoalqWj+GL2ztbiOCFriOSVpJCdqiL7351lzz7j9kjqJ/ibpqL+5hvLo/7EYFYdpqs/iTxbe3n2G6tYY7HyY2lA+Y+dTf7Z07TptLgZrdJ9Q/492WIss314+SprPV4b3X7vSEile4tx8kpRTFNzngdOvNHPPuackOx1Phz/XXv/bCulrB0S1kt57mSRQgkEOBW9XWcwUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFACcGvBfhjcnU/jj8Qr2Yj9+FgiI6vCsnlA/QGvYtd8R2Ph6xlvb66itraMfNK7/8AstfHnhr4wnwp44+06ZYtq11faRIo+1nylR4p4ixbHfLE59TmtqdGdTZAfakkiqNzkBV6uzbVrh/F/wAY/C3g15oL7Vw98BxZ2/7yb8vu18zeI/iP4x8YsY9R1e5iRosmwsgYlJ+oNc01hZ2oIG1QeoAxXp08uX/L1/cB9B6FqH9raNa6jFGIlmjM2xhhsHrV17O2luorpoYmuYgBHMyAugAwMN1HHFYvhC48zwnpcyfPizxk10gAebCjzh6D5a8ZNo9QqzWaReD/ABLbKgVRp0oVQMAACYAAfSvgT4GeNPD/AIUu9ZXX7i5t7aaG28k2EAkdvK+9ya/QuRQ2j6/EQCTp82ffr/ifzNfldD/r1P8AdBCn0B619DldGFel7Ooepg/3miJtdvYr/V9QuYFZUlaaYB+mPPqDBY88/wCu/TpUTFn+8cjySMH3OT+vNIC3qf8AltX057Xs2Jxsqbjzcdqh/Cl3Hze9a8jNxdxpw46cUypIeevP+p6+/Ws0CGqxyOTX0n+wo7H4r61DuOTo8ueeuJocV81jqK+jf2GiR8YNUIOCdHmyR35gP8+a48w/3Y48T/ux9weJedA1MHkf2dN/6Jr8nx/qf+2NfrDrg3aBqeef9CmHPp5Nfk9/yw/7Y14OTHlZX+8eg3cfN6n86dTf+WtG795jtX1J9AGT5mM8U6ud1D4heG9L1iHTLnWbVNQlcxCAPuKt6PjIQ/72M13fj34OeP7T4M6b4/0K80K10rULySwT7bJI91vCyYZEC7Mbo2GWbjH3TWEq8Ire/TTuYTrwit79NO5hswUFmOAPJJJrB0f4geHvEOtzaTpmqQ317FEZnWDLJtBUZDgbTyw6E113/BN7xhb/ABA/aCtfBnxA0+31fVEW7It7+2ieGQRwucMhG1ihBxgehHQmvMPEnhi38D/tkeNtGtLaOztYI54IoILcRRIqSKuEReEHydO3Irh+vc84RprR2vfzv/kcP17nnFU1o7Xv53/yPePgj4O0L4hfEzw/4b8SXtxYaVqe62a4tZFSUSFG8pVLKwy0mxen8VeV/FL4caZ+y18TvF/hvxXfal4n0m61q0trT7a0Vze/ZwC8TmRgFDGOXJwAPugjIGOksdTutFvLPULCd7S9tNk8E8Zw8cikMrA9iCAa9W/4Kg+DLf4u/Bnwb8XdHiXZd2afalhdCkU0YZijNgFmCtcqf+vdRx0qca5QmprXR29f+Crk41yhNTWujt6/8FXNL9pD9nz4dv8AAbS/i58ItDkS7tYpbWXzlElwkjI6rJIdx2P5m1CoO0+apAHeH/gl18b73xz4SPw08Vapd67o+qW99YLFeSSSOkuDI0YkLZVGhZzx/FtAxzWz/wAE+/GVv8bvg/4r+HOpyJt1/Sze27yxLshvExFK+3OSQ6wyKPSInivjf4QXer/s/wD7Sus6Qlk9pNa3aaraQTQuqwywyZ8sqD8qgl42zjJjA9q4HHnl7Nu6ez/xK8X96scDjzy9m3dPZ+qvF+t1YreLPDFz8BP2rdc8NXpEdpqUstq7gOkTTqxAcBh8xd0yPacetfXfxv8AD9/4G/ZU8B6DpEi2Wp+Kzc65c3Eh4MgRFtzkDO1Y5Q2Omee+RX/b6+Gvw8+OOr6f4/8ADXxGtNN8Rm2tL22sbW2ku55ZMhH3lXCW7LGsB2ud2YmGATk7er/tZ6pc+E/Cmk2HhPQ4NR8P6fFZQazqFut7cROioomgDqEiY+WDgq/sRXRRVaaVo+7e/bda/czooxrTStH3b37brX7mfO3w0/Yn8a+K/DkJ1KbU7vwtbxF5Lq9lGk6SImb5neRmUzbW3MWDE8dK6P4EeBE/ZH/aTbWrHxTo/iHQRcRSS/2GjzxxxtuSZEd1QMVSSUKVyCCh3ZBFanjPx54l+Ierfa/Emt3usShmdBcykxxFuvlp91AcDhQBxXO2sHn/AOrd5P3P/LEhv/Za7o4Sm7c/T/K271f4GscLTduf+um73Og/4KV+F9c+BX7R+g/FHwZPd6ZdTut5Hc6W8sTnzdyyp5qn+JxLuA7XSjuBWJrOr3/iTUn1PUr671G8uAGe5vpHeZ+ONxf5s4x16V7tP4q+NvxF8DWXg+30vVG8O21nFYm2tNMMZmjjGF8x2+cnAAIyAcDIzknO0j9kX4j6u3myaZa6cv8A0+3yD+QrloOGFu5zV3br2/zOelKGGu6klfT8P8zxOrUNua+o/D37A2v3QzqniCwtf+va1lk/9CNeiaN+wd4Xsvm1XW9W1Bz/AAK8NuP/AB0VpPNMNDr+Br9fodz54/ZH/cfHPSw3T7HNx/2xr9A7ICNg0YDsDwe44x/LiuY8E/s1eBfh/qSalpWlPHqKKVWaa4ZyARggHsMcV38OnfZ9UAji/wBH8rOd3Ga+Xx1dYur7SKseHicVGvqlYx/szyElLYqTx8q475/nzVg6TcSuHXKvx8w68dOa6javbA/ClwtcdkcvtWYMXh8t/rHA+gqz/YFr/ef861di/wB0flS4HpTsjPnn3M/+y7aEE+R5n+8c18V/tG/FbXbX4oS2nlR/2RaskFtHLBkPv++GB6hu4PWvuIqPb8q8/wDiL8JdC+INqWvrWG3v1IaG+WJWO4dCwxz+NKyLpzUNzzPwP8RJbzTLFL947fWL6LMcGzCA+oatf4I/D/XNOa51fxHdTPGsnm2NvJIxKJ/z068D/Y6VT+GnwAv9N1aWTxNfy3tjaTbrOBZd0c3/AE0Vc4jj/wCmQ49q99jgC5yByd34+v1rKnT5Nx1KnPsS4HTAxTqKK3MQooooAKKKKACiiigAooooAKKKKACiiigDnPE3jfRvCEEdxq98tpHJJ5aZBO41xtx+0T4Nt/uXN5e/9e1nJ/WqP7Rrwx+H9La5by4lvThvT92T/OvBLmWylPzszf7xzXrYPAUsRT9pMR7xL+074bQ/udP1W4/7Yqv9a47xf+0Vqusxmx0G3bSHP+vll+e4X/cHQV5ZPcW5lhHkjnqC1YknjYW4lto7eVli6okaoPyrvWBoUfiVwLni+5v9a025OpaldXU8snlAXE7Oc/iTXOQzW9r44IG1bc2d6DxgHM0OawvEHxStbvYkUNwzxXHnF9ozIPau1+C/w7i+M/iCAXd/eaKUt72YxQRKTLD50PyDP8VE6kKXUCtqvi23sbdt06qVh/ecsCf91FqTQPA/jz4knf4d8PTm1m+7f32Ybb9fmr7A8GfAbwT4HZZbDR4ru7UYF3qDefKPozZNegTnBHt0rhqZjL/l0rAfPPgfSr3w74S0rTdQe3lvrW38mf7IxdXPtmumuGLTckmo7+ZZpgQPu8j2qU8y8815B61N+02NK2UPZapGRlmtJgSRyRX5S9Ljjj99j8PSv1U09iwvsknNrNnNflXPxcccfvq+pyY9LLiHP/on0qbC56D/AJbdqg3fuc9/K607zD79/wBete+e3yPuANH8dKRTAf3lNM2FpsDH1PSGk8pv7x/OpoQD0A7fp0pANHUV9C/sRz4+NU6jgNo93uA748jFfON/qVppNq91fXMNnbJ96adwiDJwMk8da9q/4J8+OdD8dfHia20S/W5li0m6WT5GT7xhAOGAJGQea4cxnFUOVvU4cVOKoKLep+hmt/8AIGvR2NpNn/vzX5PWdrc6hdRWlrFJc3E7CKKGFC7uScBVUckk8ACvsT4qWPjjW/2ovCvws8afErVtC8I+M7bUP7GtfAFrHp0261jSci6vJWlmyYt6MIgit8hG3LLXwTYeHNe/YN/bI0bRvFdwD4dbWbS8F80j/Z/JM6N5+5hztXIcjnGc8jA+Yy7ELD7o+fwmKVB7FD4nfFHU/hZ4kGm634L1nTBHcG3nfVIjaSKRtbKxMCxBVgwLbc9uhr2r4p/BLw54i/YruPilaanqN7qEV3NG9vaXqixeIRuV8xUAZgSIz9/uDjGa9X/aw+DWm/HT9rLV/hpdXq6VqPifTTeabJPja8tvZq4Kkcj54wD1ON5wwGK8Y+BmqavpX7K3x0/Z68VadcHxb4Y1H7Vp8ENu9wTvcRyxpsGDt8t3GT8wkfsuK9GtiakuWLldSSfp5M6amJnU5YOV1Kz9O69OvyN7xb+y54U/ap/YQ8D/ABH+GXh/TtE8ZeHNKFrqljptusAvZbcbLlnCqN0rFPM3NlirjLEgZk+DHxhfxz/wTc8b217JJceJvAOsCe7tJs7pInx5TEkYTczSqcEndGxON4q7/wAEtdY8deFfDOm6loug3eseEru4mtNTWGRUQESEiQbyAZE3ZwOqkjqcj2z43fsBSnxr4z8ReALux0fR/F9tu1SxuJGSFZgSxCxgYZWYq20d1AxwM8MHGnOL50tE/wDgPzX5HFBqnKLcrbP/AIHy6eR88+KvhFLoWj/Aj9q/4MxSeWv2MeIrUMx2yKy207Nt52PtnilAPfAOCBXi3xZ8V2/in9szUNftYfssOu29zeJETtZd7TOA2OGIwM4+tfdP/BLXwJ4l039mfWfDnjvRtQs9Bv8AULuGPR9T06eKXayoHcMQCEYllwBwyEggk11t7/wTR+Gt18TdM8YNqOvajPp8LwLYTXsMVtIjBwobyoxJwJG6MuSB2yCoYmnD35fFdP8Az+YUsRBPml8V0/8AP5nw7+1D8H/ix8IfCvh7xDpd3pN5ous2KX1sukRvd3Rjwu/eHjwAomhOVH8R+b5efpX4GeO/CfxN/Zd134f+OtVl0CF5YL3T5bmya8lthKQ7RLCqZyrrIH9p2GQM19zaV4Fj0Xwjb+GIFjTRYITbJauZbgeVgjyyWbLLgkbTkY46CrumeA9M0lcWltHa/wDXtCkP/oIFXUzB1bubb1T9LPp27FvGc93Uk90/S3bsfl9+zd8BvH/wF8XDUPAOiazrkdlfz3Fpd63pRt98boYsNGrnGY+Dhs5JI29vZvF/wX+Nnxsu4L3xje6XbvbB1t4p7iKOOEM25gqxqOpxyck4GScV90fZ9Kt0xN5BH+02+iHU7NU22kckw9LaPj9aw+v1FbkgtFY53jWrckdtD4s0H9ga/k/5CvidF97TTmP8zXoek/sJ+DrP/kJ3WrX/ANbmOH/0EV9H/ab2Zf3OmCLHe4cL/Knr/adyuPtVrB7wgyfzqKmPxM/tsipjsRPabPMNI/ZW+HukcxeGLG4P/T6JJv8A0Imu703wLomiD/QdPtbTjH7mCOLj04ArTGiSyj/SNSuZP+uZ8n/0DFPfw3p0v+stxdf9fEjP/PNcftJ9zD6xU7iPqGkxD5pIn/AvTU1iJk2wW91L7LGFrSgtILb/AFUMcX+4oX+VT8VnZPdGF2Y8l7qUy/u9PVB63MgH8qebXUplJN5Fbn/pjFv/APQq1FRV+6oH0FOqhWM0aUzj97dXD/8AXOQoP0NW7e1S3XAJIxjn0qekxigYtFFFABRRRQAU0IoOQoB9cU6igBoUAYA4NOoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPIf2jPAGt/EbwTbaf4e+zPqMV7FKTeSmNdvQ/d9Qa8ST9mv4oXX+uu9AtPpPI1fY4VemPTt6U4IB0AH0FdVHFVKCtTA+RrP8AY98XS3Ak1HxzZQqOi2Wmu/8A6Ea7F/2QNHudLuY5devbi+m6XjQoP/Ha+iAoHQYoKKx5UH6ipeKxD3kB+a/xB/4J5fFGe+iuPD/jHR544x8ivPLbBPpsxj8K6P8AZ3/Zw+Mvhr44eGbnxxO1roOg2tzcSTWcgMF1JKQQjvnc2CAcHPSv0G5qIW8Yct5a7iAM4GcDoKf1iT3NfayHxgBAB0pJQCvSn/Sg81zGR4NYTi6tdx5bzZhk9cDpWjMfLm5/c8f71cx4alZtOmJYnF3MAc9vOx/LiuhDkHIyD60j1KXubmxpQBkvQQMeVMPwr8pr3i9nA4Am4HpX6raCS93OCcgwnIPv1r8r9TAGsXoAAAm4FfVZMerl5U4xjBxjGPalz7Gk3U8Yf/VgD/fr3z1LshiRjHkk59c0vlN53U0KAi+UZwW9RIG/9BWuw0D4W+NfFjEaR4U1fUF/vx6bJGfzY0pyVP42l8zSdWNP47L5nJ5rZ+Pv7OvxZ8DfBHTvib4b1PR9R8NXFrBcyrpUclxeQq4JJk3psVRkA45DAjPTPrWh/sVfFfWJfNm0ODSYx21O+jX9IxX1z+zp8A/E/wAL/COteE/F2q6Rr3hjVEkBsLSKb5C6hHAdj9xlBBX15BHOfIx+KpxhanUV/L/M8vHYyEYWp1NfL/M+Kf2LV8LfHj9mT40XWraPpl9r+j6alwZru2jmktJBFcOpj3qTGGMWdynP4rXz9YDxN+y18TvCPx98O207+D7jVDZat9gZX8wbka6hYdE3o6lS2Bv2kEkcfeHwU/Yjvf2af2qPE/8Awj81zffB3xz4au7We0D4NldCSLbFKPun5Gm8uTHAeRcDgti/sC2eh+P9O/aW+AniLSI9V8JaB4tvYYlmZkL211LcRGIBcNGVNqzBw+4GU4I2g14FXFurBxnq7rX0VvxPDnivaU3CWruvwVjL/wCCiN01z+0r+yZr+j3DNbXmviOK9sid7rLcWO3aQcuGVmwB1BIP3q+lv2ov2UfD/wC1p8LW0TXlktfFFhC50rWipjNvcEDDsgO10JAyp7FtpXOa8c/bw+Dmt3R/Zuh8GeGNV8SL4S8VWcT/AGS1muJYbVPJ/eSzRqfLT9yu52xzg9jX3AJHGBsx9F4rzrs4OZn5u/tm+Dr34N/Eb9k3xtIsVnqmka7Z6JqurWRZ0mQC2UrI+N5BjjnABySpfPNfoJ4l8EWGux6lKLaKO9vrQ2s0w/dtMgDbFd1G7A3tj03HFS+K/h74Y8dvpreJPD2l6+2m3IvLI6nZx3H2acdJI94O1h2Yc10GRRcr2kk7o+af2Ff2avEf7NXwMj8GeMtQsNV1NdRuLtG0u4kkt4o5NuEUuiHqGY/L1Y8mvo1Gjt4wkSMVHQCp/KQn7q/lTsDt+lG+5m3crBipyLdwfrSFp1GT5cR92LGrlFArGf8AYpiuJLpyPRYwP5UDRoGH70ySn/ppIW/nV7Yv90flSkZoGQx2VvD9yCJP91AKlYBhgjI96dRQA1VC9AB9KdRRQA1UVBhQAPanUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAeYL8LBptrKLK7OfPlmIuxgYJz27Z5rJ1LR77TJcT27xj++uWWvXD/q3/AOBfzrOvf+RfP+7/AFoNPrEzhfDGm3lzdmeK3JgK+UW3d6+R9P8A2C/HOuX91d3+oaTo9vJP5oTe10230Hl7a+3vhz/yL7f9dm/pXRnt9K7KeJqYZ2pmsMdVofAz4+0P/gnfoUMfmax4r1S/f+5YWsdr/wCjN1eiaL+yP8HvDL5k0galN6alfSSr+ROK9I8Y/wDH5VnwD/qGrWpi8TVV5VGRPG4it8UiPw/4G8IeGE2aF4V0+0/6a2VjGp/PaK6tZp2G2O12j0dquzf6s1Fddq89tv4ncxbctyFIZVHLxxj0CYqRrMsMGVyPTNWTTaQlFCGPcuG59zXkPwq/Zf8ACXwe+K3xE8f6Hc6pJrHjm4W61G3upIzbQuGdyYUSNSMtIxJdmPvyc+xUUFXCiiigQUUUUAFFFFABRRRQAUUUUAFFFFAB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alt="" /></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SA" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">نقدم نحن مجموعة المهندس منسي للتغليف الحديث </span><span dir="LTR" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">M2pack</span><span style="font-size: 13.0pt; font-family: 'Arial','sans-serif';"> <span lang="AR-SA">نبذة موجزة عن أهم المميزات والخصائص الخاصة بآلة لتصنيع أكياس الشيال المثقبة ذات الأشكال الخاصة الكترونية وأوتوماتيكية</span></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><b><span dir="LTR" style="font-size: 14.0pt; font-family: 'ms sans serif','serif';"> </span></b></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><b><span lang="AR-SA" style="font-size: 14.0pt; font-family: 'Arial','sans-serif';">المميزات والخصائص</span></b></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SA" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">من بين العديد والعديد من الآلات المنتشرة شرقًا وغربًا تلك الماكينات التي صممت خصيصًا من أجل تصنيع أكياس الشيال المثقبة ذات الأشكال الخاصة الكترونية وأوتوماتيكية نجد أن هذه الآلة متميزة جدًا وذات جودة عالية وفائقة فمن بين تلك المميزات والخصائص العديدة نذكر على سبيل المثال وليس الحصر</span></p>
<p class="MsoNormal" dir="RTL" style="margin-right: .5in; text-align: justify; text-justify: kashida;"><span style="font-size: 13.0pt; font-family: Symbol;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">أن هذه الآلة صممت خصيصا لتصميم وصناعة أكياس الشيال المثقبة بشكل مثالي </span></p>
<p class="MsoNormal" dir="RTL" style="margin-right: .5in; text-align: justify; text-justify: kashida;"><span style="font-size: 13.0pt; font-family: Symbol;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">مكابح ودبرياج الكترومغناطيسي للتأكد من دقة قص و ختم الكيس</span></p>
<p class="MsoNormal" dir="RTL" style="margin-right: .5in; text-align: justify; text-justify: kashida;"><span style="font-size: 13.0pt; font-family: Symbol;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">إذا حصل خلل أثناء العمل تتوقف الآلة بشكل أوتوماتيكي و تطلق إنذارا</span></p>
<p class="MsoNormal" dir="RTL" style="margin-right: .5in; text-align: justify; text-justify: kashida;"><span style="font-size: 13.0pt; font-family: Symbol;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">خلية ضوئية ـ فوتوسيل ـ لمتابعة التموضع والتأكد من الأشكال على الكيس</span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span dir="LTR" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';"> </span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SA" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">كما نقدم نحن مجموعة المهندس منسي للتغليف الحديث </span><span dir="LTR" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">M2pack</span><span lang="AR-SA" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';"> بيانات المواصفات الفنية والهندسية الخاصة بآلة لتصنيع أكياس الشيال المثقبة ذات الأشكال الخاصة الكترونية وأوتوماتيكية</span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><b><span dir="LTR" style="font-size: 14.0pt; font-family: 'ms sans serif','serif';"> </span></b></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><b><span lang="AR-SA" style="font-size: 14.0pt; font-family: 'Arial','sans-serif';">المواصفات الفنية والهندسية</span></b></p>
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<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">النموذج</span></p>
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<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SA" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">1</span></p>
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<td style="width: 27.42%; border: solid black 1.0pt; border-right: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top" width="27%">
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SA" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">2</span></p>
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<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">عرض القص الأعظمي ـ إنش ـ</span></p>
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<td style="width: 25.9%; border-top: none; border-left: solid black 1.0pt; border-bottom: solid black 1.0pt; border-right: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top" width="25%">
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">18</span></p>
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<td style="width: 27.42%; border-top: none; border-left: solid black 1.0pt; border-bottom: solid black 1.0pt; border-right: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top" width="27%">
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">26</span></p>
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<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">طول القص الأعظمي ـ إنش ـ</span></p>
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<td style="width: 25.9%; border-top: none; border-left: solid black 1.0pt; border-bottom: solid black 1.0pt; border-right: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top" width="25%">
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">30</span></p>
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<td style="width: 27.42%; border-top: none; border-left: solid black 1.0pt; border-bottom: solid black 1.0pt; border-right: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top" width="27%">
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">30</span></p>
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<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">التسامح في الطول ـ ملم ـ</span></p>
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<td style="width: 25.9%; border-top: none; border-left: solid black 1.0pt; border-bottom: solid black 1.0pt; border-right: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top" width="25%">
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">0009 – 004</span></p>
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<td style="width: 27.42%; border-top: none; border-left: solid black 1.0pt; border-bottom: solid black 1.0pt; border-right: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top" width="27%">
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">0009 – 004</span></p>
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<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">السماكة ـ ملم ـ</span></p>
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<td style="width: 25.9%; border-top: none; border-left: solid black 1.0pt; border-bottom: solid black 1.0pt; border-right: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top" width="25%">
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SA" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">±</span><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';"> 1 ملم</span></p>
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<td style="width: 27.42%; border-top: none; border-left: solid black 1.0pt; border-bottom: solid black 1.0pt; border-right: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top" width="27%">
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SA" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">±</span><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';"> 1 ملم</span></p>
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<td style="width: 46.68%; border: solid black 1.0pt; border-top: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top" width="46%">
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">الاستطاعة الإنتاجية ـ قطعة بالدقيقة ـ</span></p>
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<td style="width: 25.9%; border-top: none; border-left: solid black 1.0pt; border-bottom: solid black 1.0pt; border-right: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top" width="25%">
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">30 – 120</span></p>
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<td style="width: 27.42%; border-top: none; border-left: solid black 1.0pt; border-bottom: solid black 1.0pt; border-right: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top" width="27%">
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">30 – 120</span></p>
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<td style="width: 46.68%; border: solid black 1.0pt; border-top: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top" width="46%">
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">محرك القيادة ـ تيار متناوب ـ حصان ـ</span></p>
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<td style="width: 25.9%; border-top: none; border-left: solid black 1.0pt; border-bottom: solid black 1.0pt; border-right: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top" width="25%">
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">2</span></p>
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<td style="width: 27.42%; border-top: none; border-left: solid black 1.0pt; border-bottom: solid black 1.0pt; border-right: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top" width="27%">
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">2</span></p>
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<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">استطاعة السخان ـ كيلو واط ـ</span></p>
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<td style="width: 25.9%; border-top: none; border-left: solid black 1.0pt; border-bottom: solid black 1.0pt; border-right: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top" width="25%">
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">22</span></p>
</td>
<td style="width: 27.42%; border-top: none; border-left: solid black 1.0pt; border-bottom: solid black 1.0pt; border-right: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top" width="27%">
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">28</span></p>
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<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">الاستطاعة الكهربائية المطلوبة ـ كيلو واط ـ</span></p>
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<td style="width: 25.9%; border-top: none; border-left: solid black 1.0pt; border-bottom: solid black 1.0pt; border-right: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top" width="25%">
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">47</span></p>
</td>
<td style="width: 27.42%; border-top: none; border-left: solid black 1.0pt; border-bottom: solid black 1.0pt; border-right: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top" width="27%">
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">60</span></p>
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<td style="width: 46.68%; border: solid black 1.0pt; border-top: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top" width="46%">
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">الأبعاد بالسم  ـ طول * عرض * ارتفاع</span></p>
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<td style="width: 25.9%; border-top: none; border-left: solid black 1.0pt; border-bottom: solid black 1.0pt; border-right: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top" width="25%">
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">360 * 130 * 145</span></p>
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<td style="width: 27.42%; border-top: none; border-left: solid black 1.0pt; border-bottom: solid black 1.0pt; border-right: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top" width="27%">
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">360 * 150 * 145</span></p>
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<td style="width: 46.68%; border: solid black 1.0pt; border-top: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top" width="46%">
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">وزن الآلة ـ كلغ ـ</span></p>
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<td style="width: 25.9%; border-top: none; border-left: solid black 1.0pt; border-bottom: solid black 1.0pt; border-right: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top" width="25%">
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">850</span></p>
</td>
<td style="width: 27.42%; border-top: none; border-left: solid black 1.0pt; border-bottom: solid black 1.0pt; border-right: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top" width="27%">
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">1000</span></p>
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<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span dir="LTR" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';"> </span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SA" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">من خلال الخصائص الفنية الهندسية التي تم عرضها على سيادتكم سابقاً لهذه الماكينة التي تعد الماكينة المتطورة المتقدمة في مجال التعبئة والتغليف يتضح لنا أن هذه الماكينة تعمل بصورة عالية من الكفاءة وبدقة متناهية وهذا ينم على التكنولوجيا متطورة في مجال صناعة التعبئة والتغليف ومن خلال التعامل مع هذه الماكينة يتضح لك عزيزي العميل أن هذه الماكينة اقتصادية حيث توفر في الكهرباء وتوفر في الوقت والمال والجهد فهي تعمل بصورة أفضل وبسرعة فائقة على الإطلاق كل هذا وبأسعار تناسب عميلنا العزيز </span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SA" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">ونقدم نحن مؤسسة المهندس منسي للتغليف الحديث </span><span dir="LTR" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">M2PACK</span><span lang="AR-SA" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';"> منتجاتها من خلال مصنعنا في جمهورية الصين الشعبية وتلبي رغبات واحتياجات العملاء في كل أنحاء العالم فلنا مراكز تسويق في العديد من المدن في القاهرة عاصمة جمهورية مصر العربية وهذا مقرها الرئيسي فضلاً عن باقي مراكزنا في الشرق الأوسط ودول الخليج العربي والشرق الأقصى فنحن مؤسسة المهندس منسي للتغليف الحديث </span><span dir="LTR" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">M2PACK</span><span lang="AR-SA" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';"> نقدم دائماً كل ما هو جديد ومتطور لنضع عملائنا في المقدمة دائماً</span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SA" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">وتوفر نحن مؤسسة المهندس منسي للتغليف الحديث </span><span dir="LTR" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">M2Pack</span><span lang="AR-SA" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';"> هذه المنتجات الفريدة من مصنعنا في جمهورية الصين الشعبية ونقوم بتوزيعها وترويجها من مقرنا الرئيسي في القاهرة بجمهورية مصر العربية </span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SA" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">نرحب باستفساراتكم وتساؤلاتكم عن أية بيانات خاصة بآلة لتصنيع أكياس الشيال المثقبة ذات الأشكال الخاصة الكترونية وأوتوماتيكية أو أي من منتجات مؤسسة المهندس منسي للتغليف الحديث </span><span dir="LTR" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">M2pack</span><span lang="AR-SA" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">   </span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SA" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">وتفضلوا بقبول تحيات الإدارة </span></p>
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		<title>آلة لتصنيع أكياس الشيال المثقبة ذات الأشكال الخاصة الكترونية وأوتوماتيكية  M2PACK</title>
		<link>https://packing-company.net/%d8%a2%d9%84%d8%a9-%d9%84%d8%aa%d8%b5%d9%86%d9%8a%d8%b9-%d8%a3%d9%83%d9%8a%d8%a7%d8%b3-%d8%a7%d9%84%d8%b4%d9%8a%d8%a7%d9%84-%d8%a7%d9%84%d9%85%d8%ab%d9%82%d8%a8%d8%a9-%d8%b0%d8%a7%d8%aa-%d8%a7-17/</link>
		
		<dc:creator><![CDATA[engmansy]]></dc:creator>
		<pubDate>Mon, 07 Sep 2020 12:01:29 +0000</pubDate>
				<category><![CDATA[search6be0html,ماكينات صناعية,,]]></category>
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					<description><![CDATA[ماكينات التعبئة و التغليف - الات التغليف - ماكينات تعئة السوائل]]></description>
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<p class="MsoNormal" dir="RTL"><b><span lang="AR-SA" style="font-size: 16.0pt; font-family: 'Arial','sans-serif';">آلة لتصنيع أكياس الشيال المثقبة ذات الأشكال الخاصة الكترونية وأوتوماتيكية  </span></b><b><span dir="LTR" style="font-size: 16.0pt; font-family: 'Arial','sans-serif';">M2PACK</span></b></p>
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alt="" /></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SA" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">نقدم نحن مجموعة المهندس منسي للتغليف الحديث </span><span dir="LTR" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">M2pack</span><span style="font-size: 13.0pt; font-family: 'Arial','sans-serif';"> <span lang="AR-SA">نبذة موجزة عن أهم المميزات والخصائص الخاصة بآلة لتصنيع أكياس الشيال المثقبة ذات الأشكال الخاصة الكترونية وأوتوماتيكية</span></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><b><span dir="LTR" style="font-size: 14.0pt; font-family: 'ms sans serif','serif';"> </span></b></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><b><span lang="AR-SA" style="font-size: 14.0pt; font-family: 'Arial','sans-serif';">المميزات والخصائص</span></b></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SA" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">من بين العديد والعديد من الآلات المنتشرة شرقًا وغربًا تلك الماكينات التي صممت خصيصًا من أجل تصنيع أكياس الشيال المثقبة ذات الأشكال الخاصة الكترونية وأوتوماتيكية نجد أن هذه الآلة متميزة جدًا وذات جودة عالية وفائقة فمن بين تلك المميزات والخصائص العديدة نذكر على سبيل المثال وليس الحصر</span></p>
<p class="MsoNormal" dir="RTL" style="margin-right: .5in; text-align: justify; text-justify: kashida;"><span style="font-size: 13.0pt; font-family: Symbol;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">أن هذه الآلة صممت خصيصا لتصميم وصناعة أكياس الشيال المثقبة بشكل مثالي </span></p>
<p class="MsoNormal" dir="RTL" style="margin-right: .5in; text-align: justify; text-justify: kashida;"><span style="font-size: 13.0pt; font-family: Symbol;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">مكابح ودبرياج الكترومغناطيسي للتأكد من دقة قص و ختم الكيس</span></p>
<p class="MsoNormal" dir="RTL" style="margin-right: .5in; text-align: justify; text-justify: kashida;"><span style="font-size: 13.0pt; font-family: Symbol;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">إذا حصل خلل أثناء العمل تتوقف الآلة بشكل أوتوماتيكي و تطلق إنذارا</span></p>
<p class="MsoNormal" dir="RTL" style="margin-right: .5in; text-align: justify; text-justify: kashida;"><span style="font-size: 13.0pt; font-family: Symbol;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">خلية ضوئية ـ فوتوسيل ـ لمتابعة التموضع والتأكد من الأشكال على الكيس</span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span dir="LTR" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';"> </span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SA" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">كما نقدم نحن مجموعة المهندس منسي للتغليف الحديث </span><span dir="LTR" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">M2pack</span><span lang="AR-SA" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';"> بيانات المواصفات الفنية والهندسية الخاصة بآلة لتصنيع أكياس الشيال المثقبة ذات الأشكال الخاصة الكترونية وأوتوماتيكية</span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><b><span dir="LTR" style="font-size: 14.0pt; font-family: 'ms sans serif','serif';"> </span></b></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><b><span lang="AR-SA" style="font-size: 14.0pt; font-family: 'Arial','sans-serif';">المواصفات الفنية والهندسية</span></b></p>
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<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">النموذج</span></p>
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<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SA" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">1</span></p>
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<td style="width: 27.42%; border: solid black 1.0pt; border-right: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top" width="27%">
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SA" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">2</span></p>
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<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">عرض القص الأعظمي ـ إنش ـ</span></p>
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<td style="width: 25.9%; border-top: none; border-left: solid black 1.0pt; border-bottom: solid black 1.0pt; border-right: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top" width="25%">
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">18</span></p>
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<td style="width: 27.42%; border-top: none; border-left: solid black 1.0pt; border-bottom: solid black 1.0pt; border-right: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top" width="27%">
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">26</span></p>
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<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">طول القص الأعظمي ـ إنش ـ</span></p>
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<td style="width: 25.9%; border-top: none; border-left: solid black 1.0pt; border-bottom: solid black 1.0pt; border-right: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top" width="25%">
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">30</span></p>
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<td style="width: 27.42%; border-top: none; border-left: solid black 1.0pt; border-bottom: solid black 1.0pt; border-right: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top" width="27%">
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">30</span></p>
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<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">التسامح في الطول ـ ملم ـ</span></p>
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<td style="width: 25.9%; border-top: none; border-left: solid black 1.0pt; border-bottom: solid black 1.0pt; border-right: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top" width="25%">
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">0009 – 004</span></p>
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<td style="width: 27.42%; border-top: none; border-left: solid black 1.0pt; border-bottom: solid black 1.0pt; border-right: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top" width="27%">
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">0009 – 004</span></p>
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<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">السماكة ـ ملم ـ</span></p>
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<td style="width: 25.9%; border-top: none; border-left: solid black 1.0pt; border-bottom: solid black 1.0pt; border-right: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top" width="25%">
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SA" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">±</span><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';"> 1 ملم</span></p>
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<td style="width: 27.42%; border-top: none; border-left: solid black 1.0pt; border-bottom: solid black 1.0pt; border-right: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top" width="27%">
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SA" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">±</span><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';"> 1 ملم</span></p>
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<td style="width: 46.68%; border: solid black 1.0pt; border-top: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top" width="46%">
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">الاستطاعة الإنتاجية ـ قطعة بالدقيقة ـ</span></p>
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<td style="width: 25.9%; border-top: none; border-left: solid black 1.0pt; border-bottom: solid black 1.0pt; border-right: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top" width="25%">
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">30 – 120</span></p>
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<td style="width: 27.42%; border-top: none; border-left: solid black 1.0pt; border-bottom: solid black 1.0pt; border-right: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top" width="27%">
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">30 – 120</span></p>
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<td style="width: 46.68%; border: solid black 1.0pt; border-top: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top" width="46%">
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">محرك القيادة ـ تيار متناوب ـ حصان ـ</span></p>
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<td style="width: 25.9%; border-top: none; border-left: solid black 1.0pt; border-bottom: solid black 1.0pt; border-right: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top" width="25%">
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">2</span></p>
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<td style="width: 27.42%; border-top: none; border-left: solid black 1.0pt; border-bottom: solid black 1.0pt; border-right: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top" width="27%">
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">2</span></p>
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<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">استطاعة السخان ـ كيلو واط ـ</span></p>
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<td style="width: 25.9%; border-top: none; border-left: solid black 1.0pt; border-bottom: solid black 1.0pt; border-right: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top" width="25%">
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">22</span></p>
</td>
<td style="width: 27.42%; border-top: none; border-left: solid black 1.0pt; border-bottom: solid black 1.0pt; border-right: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top" width="27%">
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">28</span></p>
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<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">الاستطاعة الكهربائية المطلوبة ـ كيلو واط ـ</span></p>
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<td style="width: 25.9%; border-top: none; border-left: solid black 1.0pt; border-bottom: solid black 1.0pt; border-right: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top" width="25%">
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">47</span></p>
</td>
<td style="width: 27.42%; border-top: none; border-left: solid black 1.0pt; border-bottom: solid black 1.0pt; border-right: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top" width="27%">
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">60</span></p>
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<td style="width: 46.68%; border: solid black 1.0pt; border-top: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top" width="46%">
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">الأبعاد بالسم  ـ طول * عرض * ارتفاع</span></p>
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<td style="width: 25.9%; border-top: none; border-left: solid black 1.0pt; border-bottom: solid black 1.0pt; border-right: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top" width="25%">
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">360 * 130 * 145</span></p>
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<td style="width: 27.42%; border-top: none; border-left: solid black 1.0pt; border-bottom: solid black 1.0pt; border-right: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top" width="27%">
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">360 * 150 * 145</span></p>
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<td style="width: 46.68%; border: solid black 1.0pt; border-top: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top" width="46%">
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">وزن الآلة ـ كلغ ـ</span></p>
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<td style="width: 25.9%; border-top: none; border-left: solid black 1.0pt; border-bottom: solid black 1.0pt; border-right: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top" width="25%">
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">850</span></p>
</td>
<td style="width: 27.42%; border-top: none; border-left: solid black 1.0pt; border-bottom: solid black 1.0pt; border-right: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top" width="27%">
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SY" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">1000</span></p>
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<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span dir="LTR" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';"> </span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SA" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">من خلال الخصائص الفنية الهندسية التي تم عرضها على سيادتكم سابقاً لهذه الماكينة التي تعد الماكينة المتطورة المتقدمة في مجال التعبئة والتغليف يتضح لنا أن هذه الماكينة تعمل بصورة عالية من الكفاءة وبدقة متناهية وهذا ينم على التكنولوجيا متطورة في مجال صناعة التعبئة والتغليف ومن خلال التعامل مع هذه الماكينة يتضح لك عزيزي العميل أن هذه الماكينة اقتصادية حيث توفر في الكهرباء وتوفر في الوقت والمال والجهد فهي تعمل بصورة أفضل وبسرعة فائقة على الإطلاق كل هذا وبأسعار تناسب عميلنا العزيز </span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SA" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">ونقدم نحن مؤسسة المهندس منسي للتغليف الحديث </span><span dir="LTR" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">M2PACK</span><span lang="AR-SA" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';"> منتجاتها من خلال مصنعنا في جمهورية الصين الشعبية وتلبي رغبات واحتياجات العملاء في كل أنحاء العالم فلنا مراكز تسويق في العديد من المدن في القاهرة عاصمة جمهورية مصر العربية وهذا مقرها الرئيسي فضلاً عن باقي مراكزنا في الشرق الأوسط ودول الخليج العربي والشرق الأقصى فنحن مؤسسة المهندس منسي للتغليف الحديث </span><span dir="LTR" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">M2PACK</span><span lang="AR-SA" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';"> نقدم دائماً كل ما هو جديد ومتطور لنضع عملائنا في المقدمة دائماً</span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SA" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">وتوفر نحن مؤسسة المهندس منسي للتغليف الحديث </span><span dir="LTR" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">M2Pack</span><span lang="AR-SA" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';"> هذه المنتجات الفريدة من مصنعنا في جمهورية الصين الشعبية ونقوم بتوزيعها وترويجها من مقرنا الرئيسي في القاهرة بجمهورية مصر العربية </span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SA" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">نرحب باستفساراتكم وتساؤلاتكم عن أية بيانات خاصة بآلة لتصنيع أكياس الشيال المثقبة ذات الأشكال الخاصة الكترونية وأوتوماتيكية أو أي من منتجات مؤسسة المهندس منسي للتغليف الحديث </span><span dir="LTR" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">M2pack</span><span lang="AR-SA" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">   </span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-justify: kashida;"><span lang="AR-SA" style="font-size: 13.0pt; font-family: 'Arial','sans-serif';">وتفضلوا بقبول تحيات الإدارة </span></p>
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