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	<title>GEOMETRICA ARCHITECTS &#187; Blog</title>
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		<title>Tabla expandata</title>
		<link>https://www.geometrica.ro/en/tabla-expandata-2/</link>
		<comments>https://www.geometrica.ro/en/tabla-expandata-2/#comments</comments>
		<pubDate>Wed, 29 May 2013 13:21:51 +0000</pubDate>
		<dc:creator>geometrica</dc:creator>
				<category><![CDATA[Blog @en]]></category>
		<category><![CDATA[Finisaje noi in constructii @en]]></category>

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		<description><![CDATA[<p><p>Tabla expandata se obtine prin lungirea tablei lise, concomitent cu executia unor despicaturi  (ochiuri) de aceeasi forme si dimensiuni diferite. Aceste despicaturi(ochiuri), in functie de domeniile de utilizare, se pot realiza intr-o gama larga de forme geometrice si dimensiuni pe masina de expandat tabla cu ajutorul unor cutite tip “pieptene-modulat”, ce actioneaza vertical prin presare.</p>
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<p>A ...</p><p>The post <a href="https://www.geometrica.ro/en/tabla-expandata-2/">Tabla expandata</a> appeared first on <a href="https://www.geometrica.ro/en/">GEOMETRICA ARCHITECTS</a>.</p>]]></description>
				<content:encoded><![CDATA[<p>Tabla expandata se obtine prin lungirea tablei lise, concomitent cu executia unor despicaturi  (ochiuri) de aceeasi forme si dimensiuni diferite. Aceste despicaturi(ochiuri), in functie de domeniile de utilizare, se pot realiza intr-o gama larga de forme geometrice si dimensiuni pe masina de expandat tabla cu ajutorul unor cutite tip “pieptene-modulat”, ce actioneaza vertical prin presare.</p>
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" 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" /></p>
<p>A inceput prin a fi utilizata in arhitectura industriala, la amenajari sau imprejmuiri publice sau la infrastructura drumurilor si a podurilor. In momentul de fata, datorita faptului ca este transparenta si permite o exceptionala filtrare a luminii, zgomotului si gazelor, ea a primit o intrebuintare mult mai larga fiind utilizata in arhitectura moderna ca placaj pentru fatadele adosate.</p>
<p><img alt="" 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2+BICWvJbRhPEPZ8k9i+ddXoTPjGkMoHNcKtYTw6Y3fAs3UVHwOZV0RLg32gRRze0LndcKKGYnAnHpUlE4dVaBV6fIqH4IFRAqdCBIG4oFTifMgYoFRQJA4CA2khBPG6iC5BMQag4rN1adBs+/3FhOx8TixzDVrgaUpxXHaD6T913vott2ji2fmSUMnwZBeuNA7gGydf4XnXTTk9KljQ96HuhsuabeXdtjjZFuRaXvhbQMm41HAP9anJxesWbejwG5sJdurZzsMctuTE9jhQtczAgjqIXp4+0Zqk8Yrrhk+moC1EoXN+3aOkH4FPVM9BPZRwAWhMGK4QWlXCPT2ydxdWB2Dx49z9Nv6pispV5jqvHlWkc370j/8A8/3n+xj/AFrFnbsRhcn97lyxP9U36oX1eD8I5b922GrqycNQPREPpQFp6kCDUD6VMhaEyHDUyFpTIfSmQtCqSlpQybSiWFpQwWlENpQNpKBFqAS1AxagEtQAWIOc5n5F2TmZjpLiP7te07t5CAH1/DGTx249a8/P9XTk/SuunLdXknMHJ/MHKD3OnjF1txOFwwF0R6K8Y3dvpXx+f6u3H37PXpyTZkC4ZN32ag5lK19ttcBjk5q8ezoaRkUkQledMlaPIBoO1YsVHrlhIa8YcDwPYVOonjlDhUFalEwNQtBwgdA1ECKIZFJAqKBcECATAcBAbSoJmvoc0E8c5BrxUsyrW2/d5bWRrmOIp0FcttVy9192Hv7j2psWz8zymWwFGx3JxfD28XM6lrTbxSzLnPeFfWO4c07jebdI2e1ubh00UrDVr2vOoOHUa1Xp07M7OXc2tF2kZtGI8ArhkJZ/iWfRPwJZ1M9BuZ3grgWGxrTJ/D6lcDu2T92i2g7Gek9x9Nv6tqiVoxzDWMVrKOd96UoPu+3oDjDH+tYs7XpV17snkfvcr2J/q2+oL6v17+yOO/dvhq7snDUQ4CB6LNoLSmQg1Mgg1QLSgfSgQagfSkDaVtMH0rOTBaVpJ1NpRoqdSMFpQNoQMWoshi1ECWoBLVQJaoALUASRMkaWPaHtcKOa4VBB4EHNL1MvF+cdpstt5i3e2sIW28DLe0kEbB3Q6R5LqDhUr4H3eOa7XD3cO1uvVyczm2zwXh2l+Bc3EjtBzC8cjsfQC0OiLXRP6PzZPUc2HqUsEJiIJ8Kuoe1GfaHxhYuqijuODsElFhr641WwYNUQ6oZAqdKgVECRSooFigQKB6lA4cQoDElKIDbPpyQJ145oNDwyUwr0HanOk220LsaxM+qF6pr0c7V/wjRuHStyM1OICWjtWpEyikjpdxinyXesJe56JfBOvJXBlabD6lWcl4PVxVMuj1GiLTWshE8/W5v1Gp6lXmTkUWma573lXJdyJuzD8qJvokas79qa90HIMsR5WsWl7Q7QO6SAfZHBfV+tZ4Rx37umDciu7GThqgcNS0PQKAtKB9KB9KBaUTJ9KKfSiWFpQPpCGTaUUtKvZC09S0ZLShIbSEMlpRkxagbSgEt6kAliASxAJb1IBLEHkXPjK80b31Wll9ZfF+/+d/0ezg7QXInLm1cwHc7PdYBNGIYjG72XscXOGpjhkVPocWu/lLF59rrixl8z+6/e+X3yX+xl24WVe8xrdUrW9EkY9sfhN8wV5/o3TrOsXTmlckyaKakbx4MoODSaCv4Djl2FfPursUsQNfEGIzkAoR9NvwhYuqo/tIKasQciMQewrObBPHMHYrWRKDVaQSBIEgSBkoWaikVAxICUMXhQD4oHFAJmaBnVTIifNgcaqVXr3L1q6XZtvfT24WH8kL36TpHG1tixd3RTpXTDHksNsDoGC1NUyp3VqW7jE2mbH+gtWNp1X0WBaY1pxWsInZb45cFfEyf7v1cVcGV8ZLDVK2xnm7W/UCepVpuYHaqzXP8AvFAPJO7V/oR9dqm/4017uJ2e93qDarJtlDbT233eM/bFwfqpjlUUXonliY9hfi5n3a3aHS7W8dP3WcV7dI4J8m09DEXYufPBdonj3C3cBUh0YmbTPMalv57Pdm8cX7f3ibZIB/joW1wHjxOjr5e6FufaZvG1bXm21uKGOS1nB/opgD5jVdJzs+DRj3qBw1OhkH0dLx6CFv5YnhUzN3sD7TnR/TY8ekAhX5dWfGp2X1jJ7FxGa8C4D1rXnPcxU7QHCrSHDpBqtJgWlAtKJk+lFINRC0IsLQVcqWmiZTBaUymTaVYlLSqG0oGLEAliAdKBi1ABYgEtQeR88trzRvo6LOyPpK+J9/8AK/6PZwdo2PddFS63E9MMP1nLf8Z+Wx9ntHfFlDhmvsPG4/m33a7LzI11zA0bfuBqfHjaNEh/rGClfpDFeTn+prydulduPluvd5NvvL2/cqTi23aEyQHCG4YS5pH4EhGP0XL5HNwbcfd69d5t2ZwDJGmSBwLT7TSO7+M35J615rq2jMVXfZVa8ZxnPyHisXVRRz/JfgQrKLDX1CqC1CiobxG9KZAmVqmQJnZ0paoXXICz5ADck5NPlU8gxlmdkFPINSZ2eHbgnVTFh+VI0eVTFQJ8EZyV7AmKAc6AZaimKr6O5J2j7xyptFwG4PtY3DzL63Hr+2PJteroG7Pjl7K3EH+y6NyxVMsjcrIDebVtPaglPmcxc7P3Rqdkos+7UjitYQzYMMlQPgD0oGbkuTdK3/PTfi/VT1KtN9oKs1ge8P8A+k7v/YD67Vnk/Gmvdx/Lh/ySy/sWepevj/GJt3XXVB8w49PkWmUjNLxQivRkgCS3t3jTIxrxhTUAcenFMGVeXZNpn1SPtoy411O0gHziizeOey+VAzYLOMg28k9tp/oZntz6cSp8cPIYt96t6i23e6bTFok0yAD8YVTxvueUTC95ri/5m2uWUymho4mlfkEBTG0Og4t/5ijo6Ta7aRxzMEpjIHTiFfLb2XEae281bjPdsspLG8tXPOnxBM18YpiTia0w6FrXk2/Vm6xbuueYNsvX2N3dTNljpq1weIzEV9tjevFa+ezvUnGs23vA2qenh31k+vznOiJ/lFWfZ/ol4mrBzLBMKsZHLXjDM1/rAXSfYjPxrrN2tnUqyVtfwQ76pK388TxSt3CyOcmg/hhzfrALU5NanjUzZInirHtcDxBBWpYD0VCrJtKGDFvFVDFqUNpVyGLUAlqoYtQCWoALaKDyPndv/wC18wf+DZ/Cvi/f/K/6PZwdm77tIqXF+emKL6zlv+L/AC2T7PaO6LV9h5AFqCteWNrf277S9hZcW8oo+KRoc0jsKm2s2mKstlzHl/NPuhfE524cpyEOFSbKR2NOiN5z+i7zr5nP/H+un9nq05/d53N4tvK+z3KF1pcRnS9r2lgDusHFh9C+XtrZcV6cncxhB8Y6qU0u+Vj0kYEda52AW20tT36jhmp4mUrbOU/OPYCrNVyI2dPaw7SG+sq+JkIgtwdOthPQHgnzBX40W4NnvLnC1s7icuy8KCaSvmbRanFb6J5NSLkLnGeN0sGw7g6NjS9znWzo2hoFSayFq3PrbX0S7z3c+9rwKxsPo+BcMRs01hcw24url4ihNO+ST7WWQWRCyCGX806SY9EcT3rU0tMrcOwbnc0+7bZuE9eLbdzR5yt6/W3vaM+evuK/5c3jbIW3F/tstqyQ6WePIxrnHqaO8Vrb6u+s6zCa8mt7VVZY3crasgjaOBe5x9RWZwWrdo+tPdzYD9w9k1gahYR1plXHJe7TpJHnvduizaC7DoW2UD7doJw4FBzm6xAb5bHg22nI/lxrPq1OwmxfYCudauW0qvpFD5FFRafWgqNxauTdPb/npfxfqoVab7QVYywfeF/9K3f/AMf+e1Z5Pxq6944zlvHY7M9ELfUvXx/jGdu7RzPlHq6gtM5O0kDHHDH+BKpk7jiKKEOwggjif4daFHlh1hUM4HyU/h0IDp3AgNmFB1Kyi7t2i3jnv5RURgtYOk4V85oEoqFoeNUgBc86n9ZOJUkMo37fYzt+1gjf9JoPrqrdJTKq7lrZXku+6sYSa6mVYculpCx8WtXyphsYgcTZ3t5akUoI530HYCU+L2q+SVp5mtqfdt7uCAK6ZmRyV8pAS67e5mJxvvOdvQPmsrsDPxYXMP5Dk/fD9qWLm/mGH8/s1vLT5VtcviJHSA4fCr5bT0/9Txi9D7w/DIF3tW5Q0z8IsuG+uq181npWbotRe8nl00E13NbE8Lq1kb6WCis+zPdPirW2/mvY9zkbBYbhaXUz6aIWyaXuPU11Stz7GWbxVqeM75URwz0kH10W5zRPjp/GZ8oOZ2tPwVWpzap4UhLC7J48pp61uckvqz409AcRirNkwYtWgJapR5BzqP8A9u5hH/YWfwr4n37+7+z2cHZ0nu5j0y3p/q4vW5b/AIrvsn2e0dqWr7LyALUAOagjc1Uc/wA18tbPvm3zSbjbNlmt4nvhnHdkaWtLgNQzb1HBefn4dd5cx003srxKOyabGxLRp8W3DnEdPivbVfnsdnvy+h7L/wBfuSoWNNzc7ldGgJrcNiBw6I2N9a+rr9PR57zVq2/uV928HtbUbk9NxcXEnreAuk+rx+zN5dmna+7fkKyobbl/b2kZF0DZD536lucGk9Innt7te32jarMAWdjbWwGXhQxs+q0Lc1k9Gc1ZxAoCQOgLSK24N1WNyDjWCUfkFS9qseE8hcobJul5OzebKK+jiha6JkoOkOLgCaAiuHSvlfx+mu+23lMu/PtdZML22bDawbkXGFhhY6QMjc0FoGOmgOGHBcvoyX7Fn/5Lz/8AG6JsbYxSNoYOhoDR6F+ikw+e5/mrnGx5dj8AUudweO5bg4Nrk6Qj2R1Zlefn+zOP9a6cfFdv6OI3LlXnfc9udznvdlPFtzyAy6uQIWuachEx5aS36IXxL9mcm+Ler6E4rrq5+R4jLYwM8z2Lu5d31V7unA8hbMf+yZ8KrNbRIGryLbKnI7vHsKDmt2eP2xbnOlrPh/tIln1a9Dh2m1BOZJJPWtIpa66j2epFDVBTbkuTYoPz0n4vqQqy32gqzWF7wP8A6Vu//jfzmrPJ+NXTvHGcriuw2ZH9G1evi/GOe/dogY9uPoW0EAQ006B6upQIY+TLzeVAm5nq6VcAjUOA61A5rSvSgLgPJ6loE3VgAKkigHWUFy6OhkNlH7LO8+nE409NSqiAjAdVFQWQPlQOOPn9CmFMDjjx4+VWIEYnzqhEanUOVfWi5OWDAUyogvWuz310A6GIhhH5x/dZTHifgUiGlfyxtr/C3C9+/XLRjZ2LTK+vQS2tPLRZ231WSomcwXMZcOX9qtdmDhQ3U7WzXDh9FtKeVxWOt7Rroz762uN3x3W9ubp2f5wxtaRjVrI9LQp8ee55eyGPb723J+4brf23zQJ3PaPI+qfH+p5NbZ+bNw2Wc23MUr77b5DQbhpb41uThV7WgB8fXSoU6691vVo325c3ba4Tsh27drOUa7W6i1xGRhxGILmg0S+XodELed9xgwvNimo0Yutblrx5GuDVZybxLpKsM94Oytr98t9ws9I7xkgEjRX8KPUr/k7Tul4o8+5j3C03XmXf72xeZbeSxtQ17mOjNW1B7rqEYheH7e/lc/0duPXDseQXRRSXYkexjnxxaQ5waXGpyqcVr+O5PG7ZT7GuZHaaHuFQxxHVQj0Er68+xq8vx1GRTMOFOkEesLc5db6seNAdDuIPlWptKYoXNwWoiluTP8uuv7CT6hU37VZ3eHWkAdtVg7otPVcOX5q94+jPV9gxt+yZ9FvqX3njLSim0oG0qobSEFe8bWzuP7KT6pUvYjzPk20FvdSGlNUIH5QXyf4m/v2/p/8ALv8Aa7RO20DWeKMMany1XL6P/wDVf/2a5/8Ai/smseVecub/APDcqwC1tXEtn3y7BZbRDI+CKap3/RGkdK+j9v8AkNdOmvWuHF9fPXZaO0+5j3Jk3m9T/vdzcDr1TATPbKeLYqmOHH5TyXL4m135Or3TGseU+8b3l7v7xdzbcXcYgtoSRa2rSZC0HrPH6IC9fDwzjn6uW+926OYg2Hcrs6hH4TT8qTD0ZrW3JIzNa+heQt822z5T27a5bgfeLODwZGkEd5pOVV102ljntLK237vbO1aXg5UW0VJNyjLjQ8EGBe3YfusLq5W8w8741m3q16JHXIEQFclpFEzih6/gUyYD95HSmYYAMW55Yrm6JIPzrz1N9SRmrDaagqlYnP8AjyXu/wD4/wDOascl/bV07xwnK1yI9ps43VA8IHt4L08W2JE3mW2WEYtyoKU6+xdq5EQSOymfZ11UUmHChHSfR5FchA6S7zeroUBEDWD1k+ny+tARoWjp/j8qBz7Pm9S0J7MBshmedMdu0ucejD+BWtRXnlvrV7JZN2tbX72XPitb2NoAGB0teHNdhULNtnXME7TvDx4hs7e+bSniWc4xH0ZAB+Ur+7+qdEU26W0U0cN5DcWUslSGTROIIaMaOZrGHapd8d1wniuLK6aG2s8Uzh8kPGrzH4lqWImdaShlQ0kGtKDy8PiVCgsp5SWsY41ocqDEddFcBp37TtjmjdLyOOQj/h4/tJic8GtqfQpdpO5JaiHMM+ex7YIa1AvNwNHdoib3seshc7vb2i4nqqXDdz3Q13m+lu28YGHwYMfwGUr5XFPHPern2SQ2sNuxsUDGxRtoA1ooKLU1k7JUooC0DhT4FpBcKDh8CmFKuk0H8KKUM4McaOGppPeAwqK5VxUXL1HlDavdpu23s2nZrmbY7uQUk22/lM0MkhzdG5xoCT8wt+ivBnl47m9Y7/t2YvN3IG88sOdcTQulsa4XDO+wZ01EZeVejj5td/Xq53SxyTwG1qKnp8/Qu7Ditzx33f8A/wAK29ZXzft9/wCzvx9mzb7ZZbhCY76Js7WaS0OzBI4EYhY+jpLbleW4wMbDaRHXay3NmSajwJ5GAdQAdgF9D4Y5eVTRnmC1/wCE32+YK1DZHNmA6qPBV+O+6ZTjfud7f/n7W6AyFxatr52FqeO3ulsTR85czRf8Rte33QyJhkkgd5iHBWXeJiNPa9+uN/bdW0+zXFnEy3kdLOy4ZKxtWkAUIBxK6abb7ZjNkjyzbWD9hWjnZNsnmvZcFfH3vWPXq+n7nmnY9rfbWu47lZW0txbxzwtmk8LXG8Ua5pdVpBp0r605nn8Fy23axvGh1pNBdB2X3eeKT1OC1OWVnxWfE4uZI2nSwkecVW/khgjLDxeAT87u+uis2numKcBrvZIPZitCK6Z/hph0xv8AqlS9kjhOXbR5m+zYXuMJNGgk0FCTh0UXxv4rea77W+z0/ZmZEllzFsPK9rFzHv8Abm+26Bgd4DGCQyPeKRANOB7xGa8Vt+W+P6u8n7ZlyXN/vo94fOwfY7FCeW9ncNAbEdMzmZUdJQEdjAF114tZ1vVLb6OHg5QElH38zpXk6nUOJOeJOJXS8npGfFsWu0WdoKQxNaemmKxdrVxFkxAIo7aR0bqtNKOK7aXEc9o1GblM0AFxXXyYsWf2pJTNXKeKI3pdeROJyZIPOWpnquOiWW9Jo2quUwD7waJlcIvH61DDRaaNKgKF/wBq/wDF9SRKsscA4KoxOfXA8mbuP+3/AJzVnk/Grr3jzzY5IhsVrrOl4YHNOGFK5+ddZf2xcXy6Njb94spWGLxRMGHNhDiKcCAV105YztovxSRSYRva8mpoDQ5dGC65lYxThhBPCjfg6kwyaRveJ6/i7VFE6pPZX1+VAqVYBnl6z/DJA9cP4fNWhKDWOK0H6Yh830G0w8uAWvTCK9y2LcLp0szGyRxkMi1gEUae8RXpcs7SWrKoDYtuDvGiiNu8g4wOfFjSte4Wiq5/HFy6/l13j2D9uc50jvDMTHPcXPMkf2kZLjiSaaar0aXMwze7C3n7+LwBtjZX9m9jXNEwLJQaYjXRzeC575z2y1MKTNwtLV4Elpue1HDv2UpuIqnH2auHH5qz5SelhhutruFk2yub2WeC9AfaX0Z8F7iP0Uhj059grlmumMzqn64Uo9ptbDuW8LY3VOp1KvJqM3GpPlUmsh5ZSkCnbmtIagYKjPj5OxRSI04jPJVDNw73m9ainacNXHh5UD8dRGPp4qQMKCrjn0ehSg693Uc/iRZXS7F70Ob+WIxFHK3eNuHdk22+Je0syIjkNXMw7W9S8nL9aXrOldNOTHSutsdv93HvTtn3nLc55c3oYXG3TgBrZD8ksrSh4Fh8i468u/H36x0usrxbnjlfdeVOb9/2zdmsEr9vtpo3Ru1MfGXPaHA55tOBC5c/JN+s/RddcLtg2kRPYPQt/wAf3rPN2izjm7HqX1Y89MaCnE9fxqiCQ06yrAzakgdPxqYR3drNsWx7BLauvYDcSwufMQ4OJe5mWFThkunaMXu8W2dmvl23J4WMo/35X5/k7x7tXrmxC337lh+xbhHHc33LrBJbeIA8ybfLiBU5+G7BfW1mK41kz8sbDJLrNlEHuNXPYNBqOttF0+OM+VDFsgtDq2/cNxs9NT9jdzAY9RcRhwU+KLlbi3LnO0H+D5lu3Na2gF3HDcCvSdTAfSs3i/Uynbzl7wYD3ptqv2E0+2tHROLeJJifn5FPj2hmE73n8y6DbzbPaPLw5jpLO8kbpqKYte0rlvzTX1ammUX7171b201rtDztrbuA2txM2jpnROpqDTSkdaZjFfJ048ZenLHc2aWKOGeV8scLQ2ONzqtaGigo3LBbxEN4IAoBRAtCBFigBzUEUftH6RXbTsxU1cltkWoqyhg/7dh6nfArnqTsN8p1Kh/FTKB8RMq2wcEjJ4q+I8/R9SsSpwSFUYfPRJ5R3MdMNPygs8n41rXu8rtTa/crGObxLiR0I8O0jqdWJx0jPyqX0dY02bddzQiefb2xj5DYngTNbSoqKNFacA5bnHsx56milnieI4bmrwcILsEP8jsHetM2LZK0od9ubYaLyJ7W5Fx+0Zl85uI8oXXXmc9tI1Id3sbtoc04fOaQ9uPWPiXWckrF1XGGOVmqJweMcj0no/iW8MnLaMA7PWUwAe7S3HiR9VIYV/vB78rcHy0ZH1DIfGrn1MLMEQjOluTaCvY5SB2t7oPUfqlUWdpu3Wd62RpxqJB9KOhHoqrrepV/e4WMu3tjHcDvEiP9XKNbfQ4Bb2iMnQHOr1fEsKijlZaOkiuMbC5f9rnWKUk0kB4DDvedSXH9F7tJkrpiYLkg3cABLuEsfB46+B61v9EsRPYS6oyoR5qogHAOf1Vp50AuJc4AY0p5sFMqGtaNGQFR5EyhHE6RljTtFSplRGrnUHsitfLVWIXtO6QPUVFF7QHBtEDEa8TkMuzioKrorm2umbptkxs76HBkoFWuFcWSN+W09a5b8c2a13xWFuW7XW98w7/f3sZhndYW7ZItZkaHNBBLS7HS44hfN+xrZf7PTrcukt2hsVTh7OHa1df4/vWObtB6iO8eOS+pHnMT0+0RgqiJwrwq48Os5BVVmfbbi2iEpFQRV1DUtJFaOHDBMpVOYAwSDjpNT5Es6Ujl9jAPLsH/AIM368r4PJesezWPRIb1+w3llzBbtqy0aGXbB+ktpGtbI2nUO8OxfZs7V542d2gjtrulu7XaThs1o8Yh8UnebTz0XWM4Zssoa0OILhWgAC57c2uvetTW1VdNcSGrWhnQXd407BReXf7ntHScXuidb+ISZnOlqa0ccK9i8u/Ntt3rpNZEngtAoAAFyy0YxAKBtFFADm4qASEAFpqgZzcEFZg77vpFdtOzFSFbZIoBJ+1Z2H4E9VJ7u8qHLkygdSZGs28aMKqeS+I4r+JshLjQGg9Cs2S6rTL22JFXgBa8mbqyed5oJOU9yDJGl3hCgBFa6gpvf201ly4TlW/ggsLeGaF0en7OW6LToaAzU0FwB4uou3FtMRN9XTMjFQDwFfyT2rvHNFcWVtcAsuo2TNDcngH5OGatkqzooSbE2JzjZzy24GUbj4kfs1yf3hj0FcrxT0bm9U7rabm3eXSwCRwP560JZJhT5Bo7j0lYulizaVHFcXduwzRTa2Mrq8cGJ4pn3gB6WpNrFslaEHMsjI2G9iMbZGtcx8go0g4g621Hnous5fdz8Fia9ZdlpiwjLcwQcAO8ahbyYS2QMznSkdyJpoeGo/EFdUrRYO8T2H8paZINqw9X+qVIAxY3xhiWYjroW9vrVWNa7lFztlpeDHw9VlKfo/aRk9rXEeRdL2ZZwb3dXEAivm/hmuamcwFjqiodTPr1JRUY6SEx2hcWPjJNhOcaUHeiceOHnHYpPZV+2uY7ph7uiQEtkYc2upiPiW5cpYJ7dArkT09R6/jVRERpGGZy9HSooQKD6WXlCyEQW9vGvlHFA5aR3Rn8VelUPQ10t8vagIjANHl8qtQJNTpGXH41nCgcQ/DhmfL2JBysne33mCn/AEEHqK+Z9v8AL+z0cXZ2EX3JrWWtzOIJ7jC1DsGvc0VLa9NDgsfT5PHa+ze+nlMI3tfGSJBRw4L7EueryWYBkauND6lUWbGNrK3MndDcNXEEitG1wLz+SPSlyrOu9z2y33Nzrd79rubgahfOq+0neRTw5gScMMHYdS5WyX2ax0STXDJGyWt0wWN7oJERNYpQB7UMnyuzNdPLpWZOrG5V2Ldb3l+3DIHRMktJY2yT/ZM1OmJGLqHEY4BfE5JbY9k7PQW20PgsjmrMWtDXMaNLMgMzif5K9232vSOU4yPiRWkFnGS2CzZ4du0nU5rc6ajVy823LtfV0msiF8Zc6rjXtxXJQ+EECMYCikWUCAC1QAWqAHBBGQgGiAXNwQVG+2/6RXbTsxe41tCKIjJ+0b2H4FPVfQzz3lSESiBr1opnzEOwK45bQumeXOxTIB80hbSpTJhnbrHNc2rotWLqUr21WbssjIbbbtascyJxMbwQ9jXVaQ4UNWuwyTXks7VLrlbi3/cbcBlxEHBoDe+0sNGimYwXfX7W079WNuKL0XMtu8ASwuYcKlhDhlTLurtPty9+jHxVoxbjYXY+xmbXHuu7hpQDI6V215tb2rF0sLcbyO1YTUeJ3jjk0YYmnYrvyYa00y5syffi68uzS0YdbA/9IR8t/wCCOA4rjn3dJF+xsdz3GN9017YI5NPgxSsLi9pJBc+hq2vALrprtXPbZCLWbb3PkfZuh8QBsklv9pEciKhuLfKExj0MyultLY21kGHF2lznOHSQCu0jnU7WnE8MPromCDSGGvTh/JKpg2nuGudT6C3+GaqpNtc6a23Hane06H73bjpfbEvw7Yi8LWtKCB4mga/MvJ84oP4YrKDLaMAyOf1uz1oI7q1Zcs8F+Go5jNpq2hGWI4JZlZWY6S4hnJcP8VEAJWjATRV7rwOn4cFMtRrWt426jD4nd4tIJHQ6uK1bliwtFXCmQofJ3apgNp1VPCnqCYD6CST2+mtEwmSDaYnjkB5eGKnlJ3WS1I2JrWeJM9sDeLpiGD0rltz6x114dr+gbaba717rWx3C3u7uMVMUbq93qPyj2LGv2ZnrGrw+1DJE5h0UId0HMZYUK9UsscLMICK90eU+byqQcw8D9v7+RkbCH1L5f2/yeji7Oo3OzgvLNsM7Q+MkEg1BrpwIIyIKfR1lzk5bhmR3t/tsjLXctVzA86Le7Iq+pJAZKBx6HDNeyZ0v6MWzaNCLTJruZ3GK0hNHPFNTnkV0MBwLz5mjE9faXPX0Zxgbbfc950uggMVmO7GPZjDT1upUH5Rzcs3kknVMND91YbiJ0N8/XG9ul0bBUEEcS4fAuG/2JjEjevHWjYbJYbdbx2lrEBFA7VEJCZSw/gukLi2nCmS8+3Lb09HSaSLboy46nVcek4lcstloooBlb3SghLclAOlFNpUAuagjIWQBagAtxQRuCKGmKIZwwQUQKSSfTK7aXoxe4lpDOQRn843sPwIGfmqBJQMoIXmtCvNl0RGmopkLhRMiC4yaBxKzVhNZVZaEGNIoRn1JkRv2yzlxdE0Hpb3T6KK+SK79iiOMMrmdRo4fGr5JhBNsl5pLe5Ow5trSvkPxqzfCWAfFcRyxyXkD5GQuD/DcPs3EZV01Bpw4LrrzWXPdLr0bVtzFbE/axOaagnQQ75VePavXr9yescrxLtvum3PoPGDD+HVuTSMzUcV3159L6ud02Xy0GGoNRpOIxx0jiu0qFpwPaPrpQxb3R5PquQIg1FOk/wA1MorSXTtr3Kx3MiscLx4o6WFzg4H6TC4JLhRRw/cNzvdprqZaykxO6Y3EaT5W6Sr64Rb09+nUR9ZEOG1k8oPpagp7jZG6GuIhk8OoxuPYSWn8F3FTaZWVisupLSU3MYMelxFxG75DsiT1fO86xNsdWsNKbf8Ab4Ix4lWE8Xua0cDmTXgt3kkTxVm79NP/AMHBJM3pZGdPR7cmlnpWLy+zXghk3Dcppvu7hbwyBok0vkMrtJJodMQ0/lLF3tamsQm6e57o5b+4lc3B0NjFpoRwJY2Rwy+cuff9WspIbRkj/EZtRlcMptxkLjn80+K70BJx7X9D5NZ+qe8bdGFn7Ss4bq1Heb9yDori3I+XGSauz4U8qztwbRZyy9MDt97mjhEkr/2zt4wF5GB96hHRKz5VOmlepc9Nrr2ddtZe69DPbXcTZbOVs0cnsvaa+foK9vHzTb+ry78Vn9HNT6Wb5vrQO99ziqeotXz/ALf5uvHOjrmtMzWMbiSQAOkuBAHnW/o9Lszyxqt5atpG1urtz9WIjtm0HE4vkA9DFvl589I1pphoR2FlHo8G2jjELdMVavLRmaaq0JOJIzXPbltWa4TFp1VJr2rDRUFVnIVFMgSEAEYoBlHdKghIy7AgYhRQkIBd0KCMhQA5oQAWoAIQCQgBwwQUD+ck+mV117MXucraBcgjd7bfKgFxxRTFEDVBESvLl1wiNdRUUq4UVRDNm1ZqwbWrNVI0YUUlBgDP1K5EjWhMgw0ZpkGGClVPIRy2VrOKTRNf1kCvnV8jCu/YrR/5pz4T1HUPM6qvkmEY2jcLfG1nqDhQEsJHkqF015LO1Zuojeb7bD7WNzx87SHjOvyV31+3vGLxxJHzEPYniFR80kHAEey7tXfX7s9YxeJox7pt8xBbLoNcngtObemvR0rvr9jTb1ZvHtA7nCLu0lZEQ8gEt0kHFhceC65zGZLKgfdib9i7vX/iIv2fdH+ttiGNJ7YnRlXy7Ux6NcNOonoJ/nLSExpHep5PK1EwJ7CAcPa6PolEjJ3fbJS4Xlo3XOARLG0A+I0EgU4ah15jBY2nrG9WbZcv3rDqhtYrLUfbkIc/Ej5up3H5y46630jpbF5uxTl3+KvHOwrpiaGDL5zi9yvx296nnjszd2211pVzy+S1jcTFcivjW5x9o/KZh7XnWduPH9Fm+S27epbOQWt8GuEnsSNwbJ1tPzurzJpyY6Jtpl0TBFLG10LtUbsneZeiXLjZg5ZUtGQFD56K0Zt5tEdxKby3e60uw0NE8eZpQUezJ47Vz345s3pvdWHdRXW3zmWcfs+eQ0F1HjbTH8Nte6ceOPWvJtxXV6NeSVRillk3Td33IayR1pA0hpq3CoFD0FcOXrVdbstzb3t1CfvAt4reaMuY7F736gGNY2uNTmcgPItcGvSpa7qOgY0D+GCwo2oHpigYto5AKBigA5qAJfZKCDMDsCikUAlTIFyACFADkAEIAIUgEhUA4YIM4/nZPplddOzF7mJxW0M4oIz7TfKgF+alWBqgSKiOa8rojPtkoGOSIglxc2mVVKsStwoVi1UzR1qAmtoKevFBKwIDAQSAKA2t6EBtagMMQF4auQMtrDMKSxtePwgD61cilJsli7FjXRE8WEj0GoVmyYV3bFOzvW1wD1PFD52/EtzewuqvJZ7rDaGy8Mm28UXAbEWupKG6dQycO6u2v2dp6ud44uRcwyQ/Z3MFCc6ksNceBHWvTp933jneL2Xrbe7CYBjnGF1cnjDEjiKjgvRr9rSs3jsXvEjmaDE9sjdIILXB3A9q7TeXsxixIfz1egnPrJ/hmqgcdWo9A9GlRUWkaT04jzhBHIwaDhUnPo+UMf8AQg53d9gEQe+xjM1s4kyWnFpqTqi9emvYuG/H6xvXf3Z227xc7W8HX49pJ+kPQDk/oP4XnWNN7q3dcuwtLm3v4Gvt3VGTm8W5YEL0zaWOG0wlLBqApgKV8tKqphDJEyRpEjQ9rhQsIqKYYURXC3trDY7zuttbt0RNgttLak01Y8e1fO+xMbPRpejZ5StIrndRLL/y7o3tbwJ1YV7KLfDMy/0Te4sekxHutrx+Jed0TtwQKuKBE44oGKASoAJQBJ7JQQDIdgUUlAxCgFyCM9SASkAGnFQAc1ABzVAOVWM1x+1k+mV107Oe3cxK2gXHBABPeCi4C5FNRAkEJzXldEbvaJQCXYIirPKWaTpLsQAB14KVZUkc7aDUC3tBCzhVhksbsnAntSwTB9VMCVrqqYEjXKAweKCQZIJWoJM0BDJA4ocEDEIHYBTHoQFpCAHwseNL2hw6CKrWRUl2WwkqfC0E8YyW+pPIwpybA5p1W07mEYgOHwtoVqcmExDMbv8AZGsT/FHQHagfI/4F31+zvPVi8cqYb9cwjReWunrFWdHTUcF6Nfu31jneJYi3ywmo1xdFSlHOFRUYZitF31+1pf0YvHV1r4p6yxPa8CoGkg4EOp1rvrvL2rFlM5hFTxdUkdhctDF3jl4XDn3O3BrZz+eidQRy/A13X51x34s9Y3rvhzNreXe03HiWxewRGj4nA6mEfJI4t6vMuGu11rpZmOy2ndrXdoWiMhk1O+yoyqMW9Iw8i9Wm82jjtrhc01o4+yKU68qrbOXCb1UcybsD/wBPa+pfP+z+T0cfZf5YfeDcCLUsZHqiM8kjmtaGh+Q1ZudkAASrw24v9E2nZ6XC77Nn8OC4V0WAQgQQOTioGJQCUAEplQSHulQQN9kdg9SyHJQNVALslKI3KASgB2SCM4IAJxVaC9wQZbz9rJ9Irtp2c9p1MStMhJRoJ9oIGOaB9KBaUFd7cQF5XRG4HUVERPwB61UZ18CYSAdJ4HyqZwsU7a8uWiviO1NOlwrUduKzVXmXj6faMZJXpbQ+hZyLLLlhHsOb9B3wGquTKeOdpNBK5n021+qnkZWmGUirJIZOoP0nzOAUyJg6cYuheB0tGoedtU6Am3MYwcdJ6DgfSip2Sg5GqgmbIEEgegIFAzjghDxnAdgUi1IFUF5ECKBqBQLSCqGcwEUI8iuRVm22ylxdE0H5ze6fRRXyoqybJC3vQyPjPA55+YqzdPEwtN3gOqGfxAMsfJk6oXbX7O89WbxwbdyvYQRd25OWp7QRgDXrHpXo1+7fWOd4Wdujdu3YNfjaXbBRs+nU0jPS/Ti5vR0Ld+xx7fpUmtjnQy6s5zJDWCaJ2Ok9wkcWvGGPT51JvM9K3h0VnzHuF/bi3tLXxLuOvjSOo2NjcBqeXENZ16iAvTOW2Yx1crpM5cxdySP3vczLcMu3mC31TRV0E1ODSQ2oGWVOhePmtz1dNezY5Usob3dS6Yu/w+iRoBoNWquPmXTgmZf6M73GHpMDqxsXB0WQcFATSgROKmQxKZAkplUZKmQLzgUyIWnujsWYtOSmUMgBxQASoALigBzkEZOKKBzlVRSPHSgzXuBlkP4XwBdtOzFNVaZIopUq8ICLCSgkEaBeGghkgIcF5HRE+I1d5EEMkXdyyQZ13FVo61ijJljMUurgcCtTqixE7hRRVhlcipYiduVVFStAQSMc5rqsJaekYKCy27uqUMhcOh3e9dUBtua+3HGT0gaT+SQgkbOPwm9jq+grWRK25p8uv0m/EU6GU7Lguy0u7HfAaJIuUmskGrXU7Kj0KWESsIoMeHFZWp25KoKlcECIQNSikDgKhEKBnNqoI3igogkDcMlYEWhUV5rS2m/ORtcekjHzq5FCfZLSQdwujPUajzFXyTDOu9ju/BNvDPqgLvEMRq1pdSgJAqCaLtrzVnxYN3s15bTTXQgcXTRtjcIqObSM1BAGNTxWryZTC/ybeCHdpYnRSlsrWN1htAxzST3tVCAvRxck1zljbW2x6LA+kTK54Lha6YWmvqMFMoMOomVJzsUDV60yGc5TIjLkAvOCZEbT3R2LK0icc0QJdSqCNz1TCMvCKifM1uZARULruPpr2CqiK8u4MZUkH8ajfWmTKjPvkLD7bB2EuPoCooT8wR40c930WgetOpk9neGePxTXvuJo7EhdtezNWhItIlGIQSMZV7FiUWfBxVtEohwUC8Hq4Iq+/anPqaZLyZbVnbU4yyNpwamRDNtDww4UTIyb7bXsbUilATXyqWjD3Cxc3CmasqKls12IcMW4E9i1hFxjRxTAlaAp4qlbRTBlI1MGUjR0KWGRgIZFRDIqdKiiwQa3L+8W2z3BmuNutt0a4U8O78QgdbdD2YoOyt+afd/esDdw5fktCc32ly4j+TLqVyi2yy9124GtvuF3tznfJnha8DyxkJ0VJ+4O0XeO0cwWM9fZZI8wuPkkHwq4MoLj3X80Rt128TLxnB0D2SfVdX0J4mWLecq7/Yki6spYqZ6mOb6wphcs59rcRHvxuFOpMANPSoHLTRQRPCgPggE4LQFyCNxQQyHBEVpQCCrKYVLYFlw5wzwotTZa6C3uC5jQSt5ZaDJRQK5RKJArkOX1TIWpAxcoAJKZXBnZY4dqmTCEPYAO9WnAY+pPKBVmd+ZgllPANYfhop5xWXdbuIHOYWhjmmha41I7QAr5IoS7845HyNb8LirmmVSTfJT7LSfpOPwUQyqv3a7NdGltfwa+uquEV5b68lHemfTqNPVRMCq95di4lx6Saq4EJIQROcOClGztja2zT2rrKy0GtNFsWGt7qloswtq5h6/gKzReMY1eQKKm8PuoF4XqVHXQWsbo3AjivG6IRZs8atK1IHoQHLt8ZwpgmEZW6bVG6F1B8l3rUHLb5tIbSg4lBy7ofCc4UzxXWMiawdCoIMxQGGqCRg6Eonjjc7BZ6CXwXjMLIfQ6mSBaTRA2khA4qEUbXuCYEjJ3N4pgTMvZG5OKYFu237cLV1YLiSIjixxB9CviNyy95vN9nRsW5Tlo+TI7xB5n1SZGi33q7jOKbrY7fuLTn41uwOP4zNJTqJ4uceSLsUv+XhA7i+0uHt/JfqCZEzf/AOY7h+bu77bXHhLGyZo8rC0p0DO5L2G8Ndo5kspCcmXOuA/linpTEXLO3HkXmWxgfdQst763jFXS21xE8AdNA6qniZcg/cWNcWvaag0NKFa8DJv2jbHN2n6QIU8aZELqF/sPDuwhTBkLpAgryPCiqsRHiuI6kGlDJQDFa1RpQS6gtotNkblUV6sUyLdvZ3d0aW0EsxPzGOKnkNi15H5tvADDtkzGn5UtIx+VRXyFo8gbhBjum47dtgGfjTsLvM0uKltAO2bkayBO48y+O4Zx2cL3flGgU/1ET9691e34xWd9uj28ZntiafIKlOgrze8/YbP/AOI5bsoiPZdcF058xoEn9BlX3vj5sex0dhLDtrDwtII4yOw6SVrA4TdN0vd1u5L3cZ33VzKavlkOpx7SVqRFBxxVwIyVQDnIInOQROeEEbnIIy4IOj2lmqzjI4rcZaIZQLYma2jSpRYgFHsHX8BUovPPf8gUVOMgqFT1IOlhuw06a5leWxvKM3QEruoj1BJBM68GivYlFK9uQ6N3W13rCzYMbdyJKDtQchewhs1COGC3r2SoWxhbwgxE0qAvB6lDImxgYpR0XLvNu68vtMNqIJ7dx70FzBFMw/y2kjyFY6q6ZnNfJW7DTvnLzLaR2dxtkhhPb4btTEsnsZE7lbkbdhq2fffucjvZg3KIx+TxI9TfQmM+qKV77r+ZYYzPZwN3KAfprGRlw2nTRhLvQmKOYutpvLR5juIXxPbm17S0jyFQVHQuacVQBbRaDEIEFcBV6FMBaiFcB9RpVMBeKQpgF94I40TCiF48fKKeJkD7x76gkkFXAhdIFUD4lFQLix3tNB7QEwBwGDHOZ9EkehMBnGY5Sn8YAqYi5FbubG5zptTycg00HlzU8DKyLtlQAzS0dZqr4mXbbRzL7vrK2YLjY7q9uQO+Z7oCOvUI2NNFmwy0P/6lttmKbPy/t1pT2XSMMzh5XFJDKnd++Hm2Vpjgum2bODbeNkVPMKq4qOev+dt/3Ak3e4XE1fnSOI9aYGTJuU0hq55JPGtVfEV33jjxVwInXJPFMCF1x1q4RC+YniqIXSDpQA6RBE6RADpQgidJVBE6QJRGXouAkojsNjjrtsB6QtxGr4JotyCTwToyVEjIyJov4cFnAsvadaYE4GSYD0TAviRwcCuPi1kJc4yP8nqTxMpCXmOnTRTxMq9w2QsPYfSQs3Uyr3VvI8jDiVPAy4/mG7t9vv2wTu0OMbXUIORJ6FvWYhWe3drI/pR5itImbulj/TN9KglbuNkf0zPOnQSNvrM5SsP4wTAmF3an9KwfjBTAkbdQ8JG/ygsqmZdsGIePOFMQXbHfL2xeJbK5kge3EOjeWnzgp4o6a396G/GMQbmYN3hGHh30TJjT6RGv0qqKTfuQt0af2js0u3Sn9Lt01Wg/2U2oeZymBy+8xbPHcU2aea5gNTW4iETx1Ua94KsgzCQteKAJCeIEuAyTAgnvoLcfaPAPzRifMniMyffdUrbaFzWSSmjAcXHjgFfEV72W5traS7e57/CjfK5uoiugVp1LF7rGG3mqciv3Z/8AffxJIC/emfjbSf338SviG/eiX/ppP77+JMBzzPJl92kr/bD4k8Q37zyj/l5P74fEgb95pT/y0v8AfD4lcBfvLLX/AIaX++CuA45kk/6eX++CYTJ/3jk/6aX++CmDK7tl5um7vMe32b5pB8g3cETj2CR7a+RS3Crt5bc37czxLzl7dYox+l0vfH/LY1zfSsyz3GO/mp7HaHwTNeM2mYA+YrUgY80yf9PN/ehXAE8zy/0Eo/2oVwBPM839DN/ehECeZpqfmZf70IIzzLPwil/vAgE8wzn9FL/eBAB364/o5f7wIAdvlz8yX+8HxoBO93PzZB+OPjQAd5ujhpl/lj40Uv2tdnhJ/LHxqC/BZcz3m03e+2u33k217dT75esBMMVcg947oJrksXkkFV81wBjK7zlbEccs7iXPklcMRRpyxVwh9dyPlyq4HrXKFo+Xl6xkdUlzBUnNddZ0R0BsDQYLQM2VG5IBNoRLGadKCU2xccAT2IJBaS0rocB0kUHpUzA3gHpbnT22/GmYJWgHFYVLE0F58iCw2ME0KCV1u0sOHQmBM2zjecQrgclzpy3yte7jFJurbtlwIaCS1eA3S3UWgs1M48areumUy4Xmnl7lbbrYCz3OWyuZ3UjdcNnc0BoBdhGZumlaLPLr4zt1ItbJ7vobja4ri53OO6nla54dFciIaTTT3Z2RnI41WtNJZ1lGkPdjIQ10YvZW4lzoZIphQPAr3Guph2K/HpTqrv5CjhB8Wa+gxAq9rABVxGOqMcFfg0qZqIcm250uF9cUoKt0xGpLSa10dI6E/wAfUyR5LaMBuMtW1OoxRkEBoNKAjpzr5En1p7nkpbvsdhsrXOvN5EbiCYoTA10hoQPZa8F1fIsbcOs9Tyc/av3vc7sW+xwm7ZUN8SWLwwHcdRDyxg7XLjOPPZrLX3LZ+Ztr22K/JgupHO0zQQtkJjDgC01DquzocFvfg8ZlJXQ7T7u+dd5sotwsmFtvO0FrriGe3DTWhD3SODRTtUnFrZnK5S3fu55ns4TNcbptQIFTCy6kklrStNMQkHD5yThz2TLNHKvMwIH3i2wNHUmmwxph9njmt/41908gHlrmkNq2SB3QBcS5UrXGNL9ankzL6PeLG6lsbx+mWJrXfZyF7SH1pjRvzVy30utxVnVoci8mXXOkVxeTyzeDbzSQm2tABI4RkAudIakVr8keVduLSbTq577WXEdHN7rNm2iN+428V02eDvNdJIHtqcO9hU59K3ycM11tZ05NrcVib/t7GbbctefDZ92m1PpXSNOJoM6dC8Hq9EejQ/8ArZyDJbxSDd92OuNjqtbbgd5oOGplV7fhcrutWv8A66e7qD/iJ90vT+HPFE3zRxV/KU/x/wBT5P0WD7jOUYDXbbe0jPB15bz3p8viXTWfkp/i59aTkUdz9x93uFu60i3qws4H4GO22S0h/LYfE/KU/wASZzmr8tc67/1huR+a5hhP0rRw9UpW/g/Vn5ED/wD1k3ofmt+s3fSgmb6iU+CnyK7/AP1n5pHsbvtzh1icfzCp8NX5Iryf+tfOjfzd9tkn+0mb64k+GnyRXk/9dfeEz2Dt0n0bkj60YU+DY84qy/8Ar/7ym5WdpIPwbuL+dRT4dl84e29z/vf2p2vbrSa2cONpfRRn8iVql4NvY+SL/wC7Pv6hboubC43KPIsvRZX7SP8AbmUrH+P+jXnEEnKnPEv/AMt7uLS6+c+1t5LN58tnOxn5Cn+Pt+p5xTueQvGicHcjcybbcUOl1tMLiKvW2a310/HU+LkPOOVm5A52jLq7BuQbXCtrMTThWjVvwvseUU5OUeaovzmy7g3ttJ/9RPGmYqv2Leovzm23jPpW8o/mqeNMoX7ffR4vtpmfSjePWEwZQmGRvtMc3tBCmDIDpGZA7Sihqz5w84QOC35wPmQbfKG2bFum9wW3Me6R7JtQq+6vHNdI7Q3EsjYwOLpH5N4dKzteg633jc2bpzLsv7C5Q2i72rkLYmF1vA2J+l9MDdXcgGl0js8T3VmcN70y4iVhFO0rY7X3Y+7GTn6K+nO4N26Hb5GMePCMr3mTUe73mAU08V34eLyZ22w9QsP/AF95PtwDf3d9fuGdHMgb5mtc78penX6+vq5/JWrY8rWe2tl2+wjMdpaTPjgY4lxDGnCrjiVx2nVvKc7WK5ImUTtvoaUQyobtDLa2T54DolY5oDqAmhrXNc+To1q5p+4Xzz355D2OI9S45bQvmc7F5Lj1mvrUAeI3oQdK2lF2ZSQnvu8iC2w4hBLJI2OJz3nS1oBJOQCCeJ9aHpQcpzo//M4x0QV+svRx9kryvc9XMPMbbZh1QMOivARR4yH8Y4Ljb5bjucnSNaKAB4AHAVbRenCJGvLXNc3ukE0IwP5wZKi5Bu25xFrY7udoJGAkfT2zwqp4xc1jblzLYWIL7ybxZ30Phx0e8nQ4GoFAMT8pZ2311HPv3/mXmJ7otigNtEARJKCCdOkNOqRwAGVaNxXK77bdjC7t3IVvG8XO9zOv53OroaXeH3SB3nO7z1rXh9zLqbWOC0EUNtGyGJlNMcbQ1oxdwC7SYRsR80b5FaeBbXRtY6aT92YyAkFgzdE1pPnXO8et7rlxc19uWyb69243dxfWN0+ofcyPmc0NdnV5JBZx6QvPP/q2/wC2q6FsgMFWkEOAIIyIMZoV68srDNUkz2NIBLvlENHtt4k0TJhaZtc72geNbNBjr3riICug4e1ms+Zhx3M23vj3u5fI6OQvhgP2UjZKYyYO0k0K8nPt+6NTs6z3C7p+w9p3bQ3W+8lniY4Gmgl4NSt8Gvl/pWbcV1W7HxdvnacdQHrC9fP+FY1nV5xzdbhu0X9BlaXH6tfJ/wBzu97sn/4K2H9TH9QL6scLE4eqh9aILWgcPQwfWhgtYQwWpDB9QQLUEC1hAtQTJgtQTIbUmUpaz0pkQftK0+9u2/7zGLtjBK638QCQMcSA7TWtCQcUyYSmR9faPnKuQJeTgTXtWjKNzIne0xju1oPrCghfZWEn5y1gf9KJh9YTEFZ+ybFJ+c22yf8AStoT62p4wzVaTlTlST85su3O7bSD/UU8Z7GaVtytyvYzC5s9nsLedvsyx20LXDsIarNZ7Gax/ey4n3Z8yMrh9wfhw9pqzy/jV17vly5bSna71r51eh7R/wCuMsUe374x72tc+4g0NJAJ7sgwHFe363aue86vT9x5h261vhsv3gs3C4ic9uhof4LaGkjwSMK5DivRlzwm2W3kksXOuZPvE2t4knLPCL3CgLiz5Fc9PBeXbvWzutmhxwUFOS3GoIMbfoW/dC2ntOp6CufK1o4SSPQ8tPArg6I3NQBQoOka7BdmUkLu+7yILcZxQR7sSNquyM/CdTzJBzHL3NrLWJlnuIMRZUCXFzDxx6PUuuGPJD7w9wMMY3OEF8UkAhikbi3xJA4DEVyBqrL46tS5cdyhZBsU25u9qXVBFn7DMXH8Z3qU+vr0ytrp3OGt5GTtVPO3qXowylDgK/gk1/lhMLlBuEE11YyQW0jop5GfZPaSDqDiQAR05LO2twOY5W2fbL0zyXzDLNE4UheaM0lpxIFKnUOJXm4NJtnPeK7djGR/ZsAa1rDpaBQAaG8P4l68CaSlWdbnfWb2/CmALfaHaPW5MAa/Z/D+IOtTAj3Cyh3CGe2lwBPdfxY7XQEfwCxvpNpijK2K8ntJXbNfgtcwH7u45U0mjesHNq4cW9l8Klb5rqJ6T/PC9SJI4ZnAUYT9nw+gQpmLhiX9vJ+0b10jCNUcBbUZj7TFeH7P5RqNL3VdzbLv/wAuf669H1PVz27u3vH6rWRvSB6135/wqTu4jm9n+T7h/wCHcfq18n/c7PZrOX/CW+P6KP6gX1pHFOJVcGBCUKGBB1cFKYEX+HmNXnUMEJm/MHnKpg/js+YPOfjQwf7wz5g87vjTBgxnYfkAeU/GmEMH1NKootY6VDBa0C1ozgxkVMG8RDDzf3qcsyXrLXd7eJ8k1pL4kl617WPjbk1poKhjcMW0PSSpXTX2dly7PK/bYXz6GvuGNuQGzOmcRKKknUB3eimC0xY1HPA9l1fQmUwX3qQCgcVMGGRzFcbrFYCTaJ7e0mEjTJcXZb4TY+IOqgq40APDrVI822r3hc5X9l+ybi4tWb0++hgnljjaTDAXVme1rHyA4DS1unPpzUltbuuFl3M/M1huosbUyPfuL3xvgkmZI2G4ZKaOh1DUI5GnxCDhTCuC3nqnj0emQzNfEx2tstWjvsPdcaYkKs4ct71Xg+7jmMf9hJ6wscn41dZ1fM922jvxnetfOrs673c2m4z2d5NY3UkAt7iKc2sDWunuXQ6n+HFqoA8Nq7OvpXp4O3+qV1+37Rv+4zXEO27fb298LpguZ7+RlxdxW7i8vpQ92QVrrBrU51C9HX2ZewbC10O3uhk9uOR7HVNTVtBiSSuF7s1I8ipRFOQjUPKisPf6G3b9P4Fz5WtHF30WmUkZFcHRULUAaQg12yYLsiWGTvnyIi3HLiEA7pIDtd0Dxid6lZ3V5wIYWs8LvAVLvaOrFlczU0Xt+OOTB37crqWT9iWcrhbyGPXDWrDLwNDWmmq8nN+XjGo6S0his4G2kOEcMZa0ccGDHyr16646JlOZMO0v9betawJg/vSdp+uP4cEwqWOTGPyfXPn9KmBzr6bPv7Lgd23uRV1Mu/g7jwdivHt+zkz6VXVB/eNPmn6g/hkvbgylkfUt63H6wTBkAfj2H4XJgyXiUZ/D5oUsMiM3ef2jyd/+HQpgyzN6sDfwtmg7tzCwOa4YFzWtLqYceI9a8/Pw+UzO8F/Yd0budlol/wCKiLfFwpWrhRw+FZ4eXy/rGlvw2+HXyfkld8ozZIx+0dxA+bB/+ReH7P5NTss+7Z+iwugf+suPrr0fS9XLfu7CedvhFhOL8AF6PsfhU17uW5v/APhtw/8ADuP1a+R/udvR6ra3FLaEVyiZ9UL7MjimFz1q3UyIXHWs+KpYrjFS6iWScELOFB4yuEIzJgN4wVkDeP1q4MCZP3gpYCM/WpgN46TUN9461fFC+8KTVFe9vrqC3dJZwfe5hTTEXiMEcSXGqviuGTzDNHDy9ctuHS3BmjlGhzyATIC86y0ABsYHZRSzCyMbYrXcZtzjv4dyMdu4umEEbKxSRCkbMyMTHnwBxpxVwZdl95TxZCbmmJOSeI+eveNzHfXG9zWRu2v5Xn3BlyBatkMVy0hgkdI9rnF4ZTRhhXowXDe3P6Oki3yre8obbbXW/wBrFXcrKaKUWhkDvFEILw2OXDQTSml4OHdC3pZ3hY67Y76Pmk2+/brFP42yB1pJcieCSr3nWTK5oijYI8O9jnhitzr1ZrsuXdzsr+z++WLXQQajFHb1BYxsZp3Q0lgr1Lc6ozPefNq93vMLemwk+BY5Z+2rHzrfCjh9J/rXz73dF/l+23qa2kl2xjZobSY3E7JHiNp0seMHOLRr0khozPBduLPoNh79+G9We8CV23bo3VFCJ5HXDJ4YmB8TGOZVrzFHTU19akjsXXr5GHvvJ+4m95et7x7RG+4DnvY0uIDie8AX0dSvTisZc60HzCpRlUkmBNa9KqsfeXh8AH4XwLnytaOZvY64rg6M9zKFBHRBZEuK6oKOaj3Y9CC3HOKZoA3aYHaLxpNAYH4/ilWdyvIGWe6W1BZ7m14GOmRxA9nHPWOpd/j2nauPnPWK0Ee52V2L10IuJBqx1h+L24numuRXLXXfW57t+UrUj5pOIuLZzCQR3XdLaZOA6F1/yfeJdP1XYuYbCQYudGTXBw6acRXoW59jS+qWVfi3O1lJ8KaN1SaDUAcXA5FdZya3tWc1O2706SXNABFTUfPK3mGazN7ey72/xIntdJAQ5tCCdNDqHmxXn+xrNtejUq9s26uurFj5XgSMa6N9SM2tAB8oXTh38tZUtxVmTe7Jj9Lp2EtJJGfyh0Bbu0M0H7fsBnKMxhQ9J6lPKGak/bVhoH2te7WoDj8kdSz56rMhO/bfqNHuONRRp+dXDJS8kXqX7fs2jJ5IbSmHzSK5rPyxcKTtz8G8N/Zt8JzjV7CagmvEYYFfP5747+erc7LzeY53NB0M0kULcQa6aZ1Xo158zJhNt12b+53GdzQzGAAA1wo85+Vebn2zsTspcq71Nt0N1ExjHNNzOQ5xIxMh+Jej6m+LXHm92vtHNV5u+7x23hMbbtJBcK1yOVTxou/PyWyxnSrfN7v8m3H/AMOf9Wvmf7np9E9r7z9wbFG19jC/utADZHAkBvWCvsTkebLSj947/DL5dvIcMdLZRl04tCvyKeP3mMlFYrE04gyivoapeQi3b+8uwfQOtZhhU0c0/EpeSLFmP3j7ZI4tfBMwDj3XeoqTkjWFsc97Lpa7VL3s+4cO3FX5ImKrv94mzMuHQ6JzG0VMwZ3eHCupXyiZTDn3lx2BuXNOdHRyD+ar5QykZzry9I3WL6No6H6mnzEK5jORt5x2AEON/DQ1AoST5gKqWxZslPNmxaDJ9/t9IzJeB6M0zFyqu575aD/D+/sJ6mvI8+mivRPJMzm7YZahl/AadL6euiZPIf7ybQXaRe29ejxWfGnRPJZZuMcrdUL2yA5OaQ4ehU8mVcyWodJ4hknjZE8GIPMkVC8lzgyru+2tKeQUUxF8nN8mXsg3GWCaBzmWINvHOS1rA5ldRaxxLgQCGkjA9Cmq7bO1buEcmLHB/wBEg+pawz5H++jpyxTBNnmXM1ns/Ns1ntvLkkOhj9c11CxrmQ2uo6maKh0uq4ZqNcljbXy7NzbDm905f3A3W1QSXkFZbhkEsllAwW/iMc9zTCGsH2jc8cHE4YArF470amzphyZd3233O3X9zc3hmkfcSmZ0UjPFrQNa5uj7TSKfNFa55dPi6J5us5asodojfHayOEA+y8A0IEjKB79XtEuNa1W5qzdlX3kXOrkTfm1zspB6lnm1/ZV1vV4XfjvD6b/WF8v1dWjs11MOXtwsPCabSadk9xM5rHmsWprWMD696jycBWnQu/F2p6tmO4iDrHZOaWG32rxm/c7y2eGNZJM2N3imR506WadOnRXyLt6ybF/R7Vy862tdpZb2jg+3jc9sTg7VqbXA141zXPbvXNakucc1BWkuetEZ9/Lrjp0Fc+RvVlzx6mri2zZY8Sgg0FBD4mK6ZQ7ZKFyZFhkvd8yloDdZT+ybuv8AQSfVUlK8rjuXaQPEJrhwr7PYvQ84vHBrV+PThXAdiZpk8khLTqcSDwNDw7EWK7zG+vsccQA0+iixcVrIXRx8HemvFY8NV8gk+HlIB0UqPUr430p5QjcEChdUedM7LmVPaTNAJr3acE47i4Tb3PPdMDgWSD6JJ9YXW7MwP3uJvytR4gVOKnkmVmO9h0jvEYLHk2I3sGqoJeerD4lfIxRftGCmnwyRTs4KeRirEd1a6SBWlMnLNwvU0W4eBqc1tRQjSc8RmuGv7NsejV6xtcoXjL0blKwFoEkLcTXENdl51rl7w07MSO9gt4p45Y3PLrqf2TQ/nHLXHcZZ5I2OV7qD9s2ccdQXudUEcQxy77fi5a93R83v/wAn3Ef9nP8Aq14/9z0+jk4N/wBkZpabOQMDRU+KNVadQpRe3zebxXDv2zMAk77GkEsgr4haOgu7vqV8zxJvMewtLQyGQF3t6e6R1iri0qXdfFbg3bltrDpfO15xpIB5aaVm7rIQ3Ta5LWZ7JWskYCWtIOpxrQUB6U8ouKjt91tXQObNJG6TJtSQCDnl0das2iYqtt287Uy5EJc2j6EvY4s0ilSKuAqtbbpItS8wbKWxs0l501L8fM4jj2LHyNeKEb9sx1B8UlR7FSS1wyxotfInirP3nbnQSzxBzZ2v0wwMdXDLUSRl5Vry6MVakvduZbRzNu4pJHtDjEQ5rgSaFrsDQjzKecy1joidvFkIjO4sZpcQGRuMj3UNMdVAAVryhIjZvexO0scXAEnWQ12HZiOzJXzTKKTetmB7hljPABoI9JBU+QsE3mC0YPszOwcT3RnxoHBT5YmDO5khMjHNnmc2LvaZaOa41+bq+FJyr4q8O+wRRvD9Qrrk0N1Uq4kn5RrXDPoWpyM3urft2xGmWKaSMtFGtYC00NcCQfhV+Uwvw8xOkh+7u3KOJ1ARI8Sah1ah0LXyRLMKUV/A0ufDfsbG7FzCXMLndJaS6uZT5YYqG7u9XgkXfhmAMEZjDgWtIIOkN9mg86ztyZa1XLfmi8gbHbQ7jJG2NtAQ6UNpTLPgtzlSxfbzJuADAd4fJ4taNbK6uHE19nylanKjL3/fbu72TcYJdzfK0xafBdI5wfUjALPJy51sa07sq/HeHW9/rC8Hq9KC3ujBFojLmzF7nwmvdD21xLTUV66Lrx7YmGbUZNxewfcvFHh2pJjD3dwOIIdgeOPDtWs29Dyke88iyvg5R22F7/EeyINc6takdaI2JbnrTIgfc4VVEBk8QkV4V9K5cla1C5lQVyaUZ4sUFbw/WgyS/vVW0Jr8Xdqgssd3VBHujv8AKbvrgk+qUlHlEZFWgensXpeZJraSen+JQHI6reofEraKT3t1uoOJXK10hvFZ0GgzGCZMFqY7IOPUEMEADWrXeZUwntnaaAg49ORos7X1WRHPG4SFoaXDgQDkt2s4wARuFTpfQdSuYLLY3aG0Y7tosWtnLJDQCN2GSzkybwpDj4bs6kq5JUwD6fmzUdiyuRGSVjhphdI4Y6cPSpZmLl0nI7qs3I6DETLDVhzB0lc9pjCxhyxSPZM5jC4C6nxHT4jlvj7scjQ5RhnHMFnI6J4a17quINPzbuK77Xo56Tq63m53+UbiP+0m/VryX8nonZ56zaNx7pFvcClCKxOpTrXpy44ov2PuDsHQXIIw/NGlEMCO0Xxo4QXFQKfmj60aMy0ui57fAmLosZKNqW0+cOCgFzZ2igilJOBqDgoHc4ihkjlpWlKZ9SqZitVsgmcy2k8VuI6R0ZZLTOT7eHvAY2N4LakihcT5lNmp2WH21841FtKW1wcGPofQmSq7mXDX0kt5G1rTuuaVqViwUjZWsaHRyAnKocK17QsN3sYR3Gk/YTY5913xKpCbHM7B0Mp69LsPQqYG6NzDQwyHXgKh2OGOBUygdE2rGF4LjgC1wy6FMgvu9zIKi3lcKcGuI9SuVV54JtQc5skbXN0tJFB5DxW/KM4qp91mJ0ta6R1a93OnYp5QsozbXPGKSmHBMxA/drnVUQyEDoFclUC4XHzDgK459VUzFwjL7quIIHRh5FcxcDZJdtILmOpXOgTMTCO/kmfbTFzKN05mmAU2vRrWdWzuAxH03+sLj6uytbWTrmKWRrtHhtfU1oaVrQLWtZ2E2ztoaNM1GkHUcSTlic8VZcM2PZeVJWM5bsRET4YYNNeiq3Facs9eKohfP3UMDsZK3DiMSIzgcvaC5btRoannoHkC51pTuWHGqgqaFRzROK0h2+04oLLCaLNEe6n/ACq8/sJPqlJ3K8rje51a9HDsXqectVKdZz8iYEs0jHtrG3QNIBB6QMSpYMqR5Dz01PHrXKx0hw91ATiDgK4qYUbJtLmvFKtQO+d5cX8UBMn0UriRiAtItTzaGtk4CgPVVSVbAsuoiC2QE14N4+dVmxcbNahrgxrnFgoRXKnZwqsVrBoby2oTKzFvs0qePWUXCI3IL5AKY0DQK+gdaGET5nh+ZwFDXj2oYDJfzQyam0JcKVI4HBB1XIVzJcx38kvtGWEeZhXPfus7Mr766B8jQ0Foupy4HiDI5a07s7tblnd5Jt8trdzWgSSO0kcBocaduC7VjTu6Hmx/+Wbh/wCNL+rXmv5O/o5GTnK+cJ2RN0RzNDYcBqjAzNRmSurmry80bs9rWNe5nhsDe6MXUFCSaVNVFW7Tm7dooiySJtzQGrnMIc0YUrROorz8z7jeamnRC0ijgxoaCQcyc0MM+W+n8Uvc4k0rXMInijduNxpBdjwIpknVPGGZucrGmveBqw4Y04ErSeCSxmldMTCNDjUiuHapirey/wDeN2bG98eoBjdUnhuyaMK4dqt0rMwtW/OG6hrWiKKZ2B1GNpNBww6U6tAt+Yt51SVjEplId9qwUbQEUaKUCiqjRur2h7nua4hzhV2k1riDTp4JToZw3V+BmIDSC0azhhkpgwswbLuF1C2eW68N7i4gHU7AnOtRmu+vBmZc9uSS4U7yyv4Lj7u6QzNgNKgntOBXPbXFw3LMITHudSGskDXVwBNOrJZwuYU0N8HuLI3vY0gMIBIp/GmDJmwX9KtiewniQfgTCZXrGyvb65ZbTTOga4HQ4hzqOAwGNM8s1vTTNwzttJC3jYr+1YJ2Tm5ae46jS1w+aABqquu/DdXPXeVjDbNwDm0Y5zHChe5pZTt1UXK6118osfsOUgVmbqrUGp+JToZCdimbi2doHSalJIuQbjtttbbbO7xy97I8G0wJPWlWL+4e0B+HJ6wserbq+UuWNo3LZGXN0241zueHmKRrRRryMAWngu2s1wxtltO5H5d+7NjaZhKaBxkfRpBbRx9kn2gD2Lfjqz5VtbZbxWFgyxgeJIrZ7omPFaFrXEA4hp9Cy1Esr8vKlqwLmzOb3Y3u7GkplVjbIpvvlJI3Ma6Nwq5pArqacysbwjYMY6R51ysrSCeEuyLfOFcGVT7s/pZn87+JPEcd8pVBsGLgpBZZkpRHuoJ2q7HTBJ9UqweWNiY0Djj09S9Lzl3aV6Dx7EIfVE6rXPDM61/0phcKpgti9xE4zqcKjz161jxnu1nBxbWwyuAKHu93szxwTxnueSQWNu8h33juuxcdPT0ElPGe5m+wXWto3O4J6NLBl14hTGvuvX2RmKKvdLiOzH0VWbfZU8UTXtMTqta7u45jrpgs9Zeq1Zj2m3Y9jjcuOn2hopj1Yrr4z3Y8r7Dbt9sxppO4F2BAaaUzTwnueV9jfs21r/xLsMu4f4FPCe6+V9h/cbPUXCZwc4V9k0CeE9ybX2M+xs3t7k7g4/K0148R8SeE9zyvshuLGzewDxXNLRmG58U8Z7p5V0HI0TLZt7GxxkaZIjUinySMlw5J1jpr2ZwjikbMXuLXfeZxUAH9I7pW+LWWscl6LvLMEMW/WjmSucQXUaQKew5dttZhz0vV0nNTq7bfjptpf1ZXj2/J6Z2cpDZ7Fp0tlk8WQe2GEUJGeIovX4ae7z+W3sum1svBbCJ5tQGkPAqcOgK+GvueW3saKxhjBBurh4dh3mgjHyJ46+6eV9gSWeyNjbHcayfnaQ0nzBTw1Xy29jvsNpfbuiibK2oprawFw45lqs00LvsEQbZEzQTOTj3/AA2nEj6Cvjr+qeWyH7ttRuWTeJd9xppG2Maeuvc61fDVPLY13Ft+sXMRuGysGkCRumMCuNTQY4qXXWdlltX+W5GuvpACD9ka4g8QkTZem2Ow8Z00WuDVnHEQ1h9Bp5Ems9U8rhFJyxbSaZPHeKZHxm1p0GrVqcWiXkpHYNvyfIcOmdvxK/FonlsY7BtdK+OB2yj4AnxanlsslsLaBs8IDRQDWBSi7ZnuypXdlYz3L5XOc4vxLmSx6chkK1XHbjluWparNstvp7M5r0SR4flKXjiy1Ja2UfhkPinc6RumSjmFoPSKGqzrx9OsW7Uce0QyOLfu16QMnVaPNUqzjntU8ledtjYyDwW3DLiNwNJHMLaA4+yTQqzWSmbVefc7m9uWB3dZrFI25Z8eldc5ZsXnRNuibeQnTLVpoaGh6CclnGUzg7dmtYRQvld0apGH4Fn4dWvOqN/FtUNIrltz9o6odG9px6uhLppPRqbbXsx91h2IbXcutxd+M2M6PEc0tr19Sxvrrjo6a7bZWdwzH05PWF573rs9G5AaDyzbn8Ob9Y5ddezF7t+VoOBCoBtGx0GAqfWqInO7w7VKsarpHjJxHlXNUL5JPnHzlMqqyzTAGj3DylMozbm6uh7Mrx2OK1lVb75e/wBNJ/KKZEIbUrmDjZ3nILTI8FBHurKbTdnogk+qUnceWMBLdbiGDDF1GDEddF6XAEk1kB352k/g48OpTyh41A+4s5KhrXSE0wqBw6BVZu/s1NUkdncSV8G20jiX1GH41FJNvZcxM3Zrl5OuWOINzDcTnQ9A9K3OK3uz8kW4dltRp8aV0hPkGdOGPpWpwxm8tWYtnsDpIb0Y1J4Famk9k87SO22Yzr0Zn5oKTSJ5Gudus2RyGGokaDpHWCMFN+LMXXcttba3luZHuOthDXY08qxx6yz9Wt7irL7OyrQl2Da4H8FdPjjHkcwWLQC5xA6XGnyulPjh5VDJNskVPEmGqnsg1OIPQs3xbkqq++2ln5pkj6E8dOOBWM6riqE97qxiaG9uKznLXi3uSZ3SC7c+grLFSn0Vx37xvXszopi187Dl94nI/vXLpxTqxydmny/OTvNsMKVd8kD5B4rttHPTu3OZ3126+/8AGl/VlePb8npnZxjd8vg0CrMh8kLv5Vy8IR3m+Lw/VQjoFB5kyvhBftu+DtZLSez+NPI8IqzbnNI4OdQFtcQ0cU8jxgjv160Ua8ADD2QrNql0Ru36+IqZezut+JXyp4xCOY9wbVvieXQ34lfJPCCZzI+T7G9d4kLwWygsGIPYEm3U8GSdwftm4+Nt02kMOqKVuek8CD5iCue3S9HWTM6u22nnm0u2Nh3LTbTnDxB+acf5q6a7+7htxX0bT7xhi1McHg+y4EEHyhbjnIzp7poqS4KtYVH3YFdLgPKEXCN12HCpcK9qlTCI3FeNUyYRtfh5/WinD0QhIR7Jp2YJlcBfMyIanuDR0lXOCTLMn3d7Xf4XuFpqJDnUdAWduX2a14/d02w2e4CBm57xcurINcMB0tAByc/AYngFrTPeue9naLtxf2TcTcRCmffb8a3ljFcxzJuLH+B90nDiC4u8NwPRStFz32dePVgXV1NJbva6RxBbiCcCuVrrJ1dLfnEfTf6wud7tvQ+QX6eWrdv9ZN+tcu2vZiuhkfgpRCZO75SrFwgc/vDtSq2XU+cfMFyVC8dB84/jQVZq45elBm3INcvMtCvp6kDNCwqWAd9ymRcjaMFMhX8XibfcRj5cbm4YHEUSUcaPdqyQ1dZXDuHemeUxumYC692lzAWPtLEBtCHCWQvdqFcQHLtp0nWOe0tvSjseULq3umxXkTI4QDqb3oz7OAyBTfnmOia8dz1a37u2AJrHFU51fIV5/m393TwiRnLlnIaNZb1PAl46+JCs5t/c8J7Jme7W4mkbN98ijhedWhrHOIBdUAY0PlXrnP0crxdVu05EZYsMcz7e6LjqEkjaUFMBRxXDl5NrejeumIuM5PD262R21Mu6xh4dINMly/ffVvE9lTduTreO2eLyeCyqaskDGNc5zcdLalpxW+Pk20uaxtrKz+XeQNusrg7p+1YnveXaLV/haTWori45V6FfPOf1XxdA7bNujbWTcbRnySA6L4KrjZfduJmcpx7hb645mT287aNkaxpDmu7pIqFZrUtclzD7o9i2TZLvcWXl3JPbW75YmP8ADDXOY0uxo2tMF6ZMsV5X4uAABrSuOWSzVhi80xrVFdTyM6rLo/10f1Vz27rFCKSJlxcGbLx5qY0/SuXXi7ufJ2X9jlj/AG1b+Ge7V31Cuu3Zz07t3mJ9duveu2l/VlePb8npjz9rnFoFcSuzIg8VxcR5kD+MwZIG8YEYtBHYoAfR+AHmCuQPhEj2exXJhG6ClTpJxz/0IkQkQk4jEZ8EaMYrcmmkE9eKhkXgwnAsFB5ClBFjWt0g0bwaK0QB4MbuAPaqF4MXFow6kQQZDj3RXsQG2KLgAEwiRsTRiCR2Ej1IowHt9mV4/GKmUwMSTtxE7uwkH1hXNPGIpGPkJc6Vzj1qXqqo6KhrrJWsM5NNLPdPL7iR0zumQlx9KgjLRkECqcvSqAnr4LzmKZqVY6y+zH03+sLF7tO85GeRy9bj8Ob9YV117M10D34BKRCX93ylTKoXPxHatUbziuSonnNBWlyKChPmtCGiCqJQM1xUcU9CSoLTLjIpkHcXX+HeBhUZqy9YVt7vutvs1tJf3rqVrG1oxfI4igY3pJXvu0nd5ZMvOOYOZd+fuDZGzyWJfED4ULyC1r6jTUdmK8e+/k9GuuGcNy3OdoZNdzyMGOl0jyKnqJXKtJJ+ad9sNFjai28FjQWvljLpDqqTV1ccVi0VZt63ndmui3GSF0MZDo2xR6HB2VSa9C3LAMJkaaB7wDmNR+NLReh1GmokkdOKxkWzvfMe2sZb7RfSWlsQXGJjGOGs5mpFcUlsMKr9x5h3MOZvm4y7jGwh0LJWsaGONakaQOC1dsgYoGg1DR5lgjQhFKUCNItxvNziLo4L24ghaAWxxyuY3poADlVa1rLY2H7xuXJvM1xe3zv8JaSaBMXSPcfCdRrak5nNe3i/GuW7yZhJAXK1qHcqrp+RzRtz1zR/VWL3VgbmRWXj/iJ/1jldUqXlV5G+2tcBV31HLWUw7Tfn1228P/by/UK47fk3HnzpmgAucOGXxLsyjdN8zHtFEDslfWjgCOAqaoJfvDWj2SD1fxqYUf3uIZh3Xh/GmA332HRUBx6DSnwpgRuv2nBjcT0n4kRAJWlxcRUnNUISNGQoVFO6RoOBFOjFABe0nB3kVCFek08iZQgTUNqetMhEPIpiO3/QmVSMaaZplE0bXUxzQSjSBR2BQP3UDFoOOCCAsBrTzLTKExtrSuWaLIAxsIxGRUyYLwaZAoYR3LaWz6HhipSR1N9mPpv9YWb3ad1yP/8AXoP7Sb9YV01jNbr3ZK0iBzjpwxxPrUkVFqxHDFao6NxXJUTzmgryIKcjC4q5A+AUyMPXiFyU8bjqPapRaY40UCuphHaySOyjaXGnQ3EpO4psmvt/vf21ubfDaCfuNpwijOTj+G7iV05d/Ks6TDF5oAG6tH9Sz1lYjShE4DNSitu1yYpInRte+sZ1FoFBQ8SThmpNclQbfffeWy6xoo4BuINcK1wC1dcDQjeyuYWaLkczaZhZFTfL6SGGOSB7GBuoSF7iKVpSgGauuuTKnsW5PkZcfe5A6TWAAAAAACtb64GxHcxV9oLmRZbdwsxLwOOKYaZW47hZzbtZl93S31MbPAwEgtYavLnNxxbhRduOe7GzoLG8tP2Lv9pYn7CaxmmZnjoq3jjk4L18d6XDnvOzzRho2hXnbGSCg6PkogfeB0zR/VWfVWBulTI9o/p5v1jlqJR8uB7N7tq5Vd9QrRHZby7VtV3128v1CuN/JqPO2gNaCM6LqyfVqNcPWoCqQepMgS80Koj8Q/BVUAHOpQAoEKnF1QoDqW40VDOcBU1AQRl+Aoa+VATTUGmdeGKCRjJneyx7j1NJ9QQTssr+QfZ28xr0Mf8AEriplOzZt4d7NpMR9Aj1p41PKLDNh3kmv3WQdRIHrKeNPKJY+Xd5OcAx+c9g9RTxp5RZZy1ugxc1jK9LwfjV8KeaVnLO4HOSFvUXH4AngnmlHK12faniaerUfgTwXzCeUZie9dMwy7rvjWvBnyMOUPn3VSeiP4yngeSRvJ9vmbp/WAwD1lPA86P90rAGrrmU9VGK+EPOqW88ubdabTd3EbpnPjiLm6iKVFOpNtJhZT32Y+m/1hcL3dHfcisJ5chP9ZN+sK669ma25GEBKjO3OOd9q0QCrmyteRWnda+pV1L2Vdrmnngc6dxe8TPFSScAcACeCzGo65xWFRuKCB4rggHw0U/hqjktWK5B2OqSR0qC0x3dQHIQ6FwONQRRTAdpo0AYUWhw/O1/Jb71obpo23Y6pOOLiMlqRHNSb5OR3XsZ1q+MTKGW6fc20jppw/Q5nE072rgMOCuIqSOTwhaRxSAeIMSK1NXV9AKYBN3O4bDrEpcQ/T7PAD+NTxhk7t1u31aDJ0d1jj6U8YZCyOeeGbxY55HBrS3Uw1rqAwr1FXCLrYJjpYIpKeGxwwp3nnvDLMVxRUVdyDj4cc7g3CgIoPOoAcN1kwdFIW8Wucyh9KYML+0WFxI+KKeCkYuGOdWRpOnQ8Eih7FZ3R0VtG+Fk8VrSslvLbhjjRrhI2hqfSt8dxlNoxHcubgHEubatrjjIT6mrFXB/2BeAe1bDs1n+as5ou7TC7aJHGdzXeNIx32TXAANFMagLNvVqMu/2i6MrnSnwWSSyOikA1MfrcXAB2VaHI4rfjWbU20bO623CG5c4uLCc8M2kLWKnlG5uzv8AKrr+wl+oVxv5N+jAj5YhLGuddOFQK0Z0jrK9E0cvKpG8sWQ/5mU9jWhXwh51IOWtuBxfO7ytHwK+EPKi/d3am5iU9rx8ATwh5UQ2DZx+jc49cjk8Imaf9ibM0YQN8r3n4VfGGaX7J2gHu2zD5z6ymIZqQbdtzcraIDrYD60xF6jZbWTP0Mf8hnxFVnqIQ21aaQOxoHqASnVI2OFvsg4IJWFo+URRVLEglxzJH8OtMmErHg4gUQwlaKjEUHWijDI8/j+NQLQ3PDyoGLG0qKg9QogElwFMT2u/iVEZI4DzlFCS3oBPX/pQNV1fkjqwVyhqn5wHYmVZvMNP2JfVcSfBd09Szteizuo3mY+m/wBYXC93R6JyC0HliA/1s36xy6zsxW5I3BUUnju07fWixVja1uAHFSq6AlclRuKAQ2qqpAxAXhjoQcPTvLmHiBNeGKYFprTpUEhb3fIgIsNUwON5y2/x9z8TSwk27RqIqaNJK66a5jNrIt9pZqfWOMCjTTQOLa9C14VPKLse2xsBaGMGroaB7KfHTygJLWgNKey0gdrtKeB5E6xMuijzwOHQ5p+JXwPJLBtDTGwmR3sjDyLU44z5rce2xMOnUTqwNfOr8cJujMMIdGcj4rmZ8GjBZ8YvkkgsbcmXViC8luJyWprEu1QmzgkvWxRijABqCnj1XLUZZ29u4aGAHq6ch61rbWRJVnb7cxbtGzB7HRTatWB/NOywK58c6rvWhHaQucSWjFdbrGc1abawAV0DLoWcRcszcLeH7wQGilBkue8ahrbaXzWr5YKOLiRJBJRzHtByIOC1NalsZzrCOCcPjLoNHt20up1P7N2Jp1O86zaeKDdiP2Zdf2Ev1CvPfydPRmxX9q1jPt4vZGGsdHavV5OVg/2jbDHx4h+OPjTyTBjuFqR+eh/lN+NPIwQ3G1P6eIfjsCeRil9/sjncx/y2p5GKH75ZZieI/jt+NPIxRffbD5U8Ple340zDFOL6wzE8I/GamYvUP36zH/MRU+kFfKJinG4WQwbcRV7aqeUMUbdxtv8AqI1fKGKMbjaV/wCIZ5FLtDCRu4WZ/wCYHo+JXyhipv2jYCn27T5f4k8oYZG4c0Sw3DobNsckbMNbqmp40xC+fzfcs2xq/S/R/hNN+Kbcmc3/ANlY827jTBkQ/Fd/rLl/mcn6PZ/4H6//AHf3CObdxGbIj+KfjVn3N/0Zv8F9f/u/uJvN90385Cx3YXN+Erc+5v8Ao47/AMFw+m20/st7fzVb3lwLaaMwuIJDgS8EjhQCq9PF9jyuLMPk/c/jvhmZt5NI39oRg8/yH/CF6PKPmYofv1qMdX5D/wDUTyhigl3KxijdLJIQGAmmh48lS0DFTbkkmXTi4tt9prJ1rOZzXt7sJI5Wdga74QvPPuT2fT3/AIbknayh3betuu9ouooJgZJIy1rHAhxPUt/PrtO7yb/R5dL1n9j3bgaEGo1OofKmerg9F5CeByxAP6yb9Y5dp2YrblkFEFJ7xp86LFXXQ+VSqvDeW/pYyOtpr6CsYXKVm52TzQyaD0PFFMC3C+OXGNwcOlpB9SKsNYgLQg4J5LGucMwCR5lzoHb5HTRBz3aj0ntorLmFaLGiiImLe6gVAKKwcvzSSNyafkm3006y5ddOzFZzJNMjiBnT1UXXLKR0mFeIBr5lLRWudXiQhoJbQBxHU9pClJ6pYIi3SKk91pNT0N0otizDgxopktIkIcaEYU+JTakV32zi9rpAC0PLgD06GrNrUTtY5rSRQYV9auTBrKB4e6QipORU1KtzNkDQ4NJLcaDPPhVXaprFuzMz9wErmBgDHNAOJ7zSMaLGtxWrMxrRR6R3qHsC3lJqsAilACpa0zb5tZamoXLfZV/aY6QUDhQmtSumm3RnaG3iwhmtHyHT4jPZeMCMVOTrDWOZdYukLayANxFMwa9K8njbW23HyU4tB8ZmIrQMavROC+7PnB/uXITQTt/kBP8AHvunnBDkuUfp2/yQnwX3PkhfufJWguPyU+C+55w/7nycbnzBX4L7nnC/dB//AFJ8yf4/6nyF+6Un/UnzJ8H6nyF+6Lxndu8gT4P1PkL90n1/4t3lV/x/1PkVd12m12ayde3d3JpadLGN9p7jk0Lnycc0mbXb6+m3NvNdXIS7tdSOPhyOjbwAca+Urw7clfpeD+O4tJ1nlQNv7qtTPJX6bvjWPOvV/j6f9M/smZu90zOZzh+ESVflrjv/AB/Dt/twG95ldBbP06/HcC2NweaA9JGOSX7HTDlp/C6XaXNw5Bzi9xc41JNST0rg+6EoUxVjGyGWSgoMyt6x5OXkw0eUdrvt25gs7axqHCQPkkyDIwe+Sfo4DrXp4dLttJHyfub668dz6vXpuUYGVpLKR1uK+j8Gr815q/7q25/SyV+kVfg1T5HDc/fdtvuWbRayOkewCS5qa0LsWt82JXg+1ZL4x+h/h+C4vJf9HHFeWPr0KrFSRXc8ODHkDorh5lrW2PPzcOnJ+Ueme77m3aTt8Oy3Uhs7oOf4bpcIpS9xdRrzk7HI+Re3i5pel7vg/a+ldLnXrHczRvGHEL0PEqPDg3yn1oqpJUIqJzsEEUju+OwrMDR+MX/4fXr/AAK19CUWWb1u1maGRzgOErdXpzWcKm/e6++ZD5nefNXAzpGa2ublqBFe1csLk1hA2CMxjHEkk9JxTsNBgwREpFGoFRWDn+YLVk19G4kg6AKDtK6a3olii2yjDjQGuGJV8kwGe0dQaT01Bx4KWrIN9rFUnOgHrqlphcitYK95te6mRKyO1YPzYwVyBlEDgA0BtDmOwrNpgLWRO01A41PkTKnmbE0AVGICWiWB8DQAKFSbCeS4iLQMMDXAeRLQUEjXXFW4qRGk15p0rqJBlkpRnXoIkXLdV/bDSKi66M1PuBBtXtFMQtbdklc9AyV8oY3v4+y0EnzBeWd3R3drbXUkbaR0wGLu6vX8kjl41bbtc78XvazsqfgS8sPCpmbXEMHSuPYAPWs/KvglbtdmMy8+UD4E+WnhBfsyy4B38pT5KvjAu2q0d7Lnt8oPwK/JU8IrTbQ4YwPD/wAF2B861ORPBQkjdG4skboe3gcF0zGcBFCrlMOB96l06GTbYifs3Nld0DVVo9S+b/IbWYfe/g5P3e/RxDJg7Gq+bNn6KRMx7TxTMXqd7GyNIEvhu4Eio8qztj3a1uGbPZ3de8RNTJzXfAaJ0jrruqPjkZ7TSO0LUsrfUBIVwzdkUsmkYZla11efl5cIoY3XEzIWlodI4NBe4NaK8S44AdZXaR4N9sda9W5c5i5H5H2sWdrI/dNxlAde3Fuw6Xv+a18mnuMybTtXs15+PimO9fH5Po/Z+xtmzGvotM96e3zupLYSRxnItka407CB61j/AMlr7Vu/wPJj8lif3hcvssZrmJz/AB42F0cD2Ean/JbUVGa6/wCfx2dO7h/4Xm8pL2eQXl1PfXMt3cuMk07i+R54ucalfOu1tzX6bXSaazWdorlEoCrHOpLW2NxIdWEbMXu6ugdZVtxHG9SnuA55awARjutbwoFma+qWPQfd5zwdY2He53OY/Sywlkq4tcTTwi75p+TXsXu+vzX8a+P976eJ56/6u/laKHtXsfKihMO9QccgphrKxacvbre0c2LwYj+kl7uHUMyseS4bNtypYxEPunOuXjh7LPMMT51nK4XxYW7GaI42xsGQaAAplUMu2QPBDmgjrTIrfsKz/om51yCLhyIGKwg4cyOtZFxlKBBI4jSgHUrlGHvMoF62vBg9ZW9ewoST0PdNFfIQSTONKFYuwcSE/KzzTyF6OUBlSTkukEEk4BoKrO1AeKTjisWiSCUahXh1q60HPK0t9SbURskI4gLKpxJUYOHmUGntYLgX4CgXTRloeKMiugRlBGFQraKN0auC57KubedLKUXXVmtazZbXLnRXADqCrWVwPTks8tsnRdY0IGwwdyBjYmjg0AepeZpoQy4ZrYn8ZaQvF60D+MUC8ZUP4yZD+KOlMiK4bFcs0vz+S7iCta7YSzLFle6GR0TwA5uBXoly5vOve5HLJaWF42pZE6SJx6C4BzfPQrw/e17V9X+K3xtZ6vMo714wcahfP24o/R6/YnquxX1R0rjtxPTrZeyyy6Dsz5ly20rpNUniNPGqxY1Mm7rq8RxTs3Khkt4XZjPiDQrprvYm2s27oHWVuMcSes1XT5axPr6esyHwQ32QKdSvk7Tj1nY2RxRTeJpTDHlATSl2HBa11w4b1CVuONCVpzpmRvlkbHGKucaAKxy2q5cyxWkP3WI1I9p3STmVmzyv6MYxGaTVdHO1tckWD9x5q26Foq2OYTyHoZD3z6qLtw652jx/b38eOvb5XYHyr6L8+pHmK72S6pBb28zS1rtT2HXiMe8DVcNrcukjRg940DjS9sns6XRPDvQ4N9ayrRg5y5euKVndbk8JWOHpFQmRowX+33Yra3MM1fmPaT5qoqcswyQDoCqvNwcVjLIoji7tWRbacFRJI77MqCFzwAqOX3m8ZJuDgPkNDfKMVuIpOmqMEoQe4rNUYJNK0UE4nLRTgt+SInSNc4416aLOVIyMyqVA7ZGj2anrQGZdZpQ0QEC3j6VBKx9MNNaoNXb59LC2lKrrozVzxStheI4hBXnJNT8Cxe6rNmHhuBXXVFiZ74262Ete3FrgcQQmxFrbuYIpnCG8PgzVoH5Md/qntXlurToYpMAtQTCYKhzKEyhvGTIbxUyH8VMheKmQvGVGVvLg2SOQOoXNIPkK78TG7n9yhttytJbK8HjQTCj2keYg8COC6bazaYrOu91uZ3eTcyco3WyXTG2zzewTh74tIPiBrKatbR0VzC+fyfXuvZ9z6/39d516VgNeQcCvPY+lpvjssR3BHtLldHs4/sWd12Bznt1NyXDaSPbrvKlE1DpBqeKxdVm0IycEw1KBzq8arUjWSDutEyISMyeNQ61MVKjmjt3VMdQeitfWt67VxumVVzng0d3gOnNdXG7bTv2CSDiEkS2UDitRy2q4wfcLfxHYXEwwHFrT8alubhzx61nvcXEk41XSRy2oCqxXonugsonXO47m/wDOQsZBGOgSEuca/iBev60718r+S27R6DO+jSvW+Sx93bqcx/4I9S823d1jLLVMgCFBG4cRmqLVtu26WYH3a7miA4B5I8xqFRc/e7mT/rXZU9ln+rmglAJKwCiaantUFtrXUrRA82psZKCN9huk0Jfa2sk3dqyjcD0UJoqMW393nN99IZHW8cGs1JmlYM+ppcVqI2bX3R7w8A3d/bQ9TBJIfUwKjWtfdDYtobzc5pOkRRtZ6XF6mBq23uy5SgA8RlxcnpkmI9DA1TA1LflDlW1oYtsgJHypAZD+WXKi5PbWVraSfd7aGINAwZG1uTh0AIPEt+Y2PfdxjAPdu5xTIfnHLKqQBIwaR5UBtZThj50ErWVOQ8ygmZFTFxCC7amh6l11Zq5UHMhaD62jigglkaTSqzVWbR7aUyoumqJri4aGEBKMsTtElaVWJOqta13aSzYPAkDWj9E/vM8gzb+KV0+KVi7YaltzTYPH+MBtCPlnvRfygMPxgFjbisa12la0U8VxGJbd7ZWHEPjIc0+ULm0LUgbWgfUeAqoI5LhkQ1SvbG3peQ0elBSl5g2qOobcNncPkwfaHzt7o8pW9Zb2S1kX27G8frLdAAoxtakDrpxXo01w57XLOfdtAJK6MVh7puQbfW8rcfDY8VH4VFzu/Vua9GBusGz7o50krBBcH9NFQEn8JuTly5NNdu708P2d+Pt1jm7rbprQlwcJoh+kZ0dYzC8e/DdX2Pr/AHtN+l6U7ZgyFrG+0RiV47r1fa03xAairhrzSNmOTsetZurpryD1AioxUw6/JA+IOlMJ8kMZB0p4s/JDGVvSteLPyz3C57CM1ZKxvvrYhOB7uK3HmvTstWcTaG7nH2Ufsg/Kd8QWdrjok/dVe5nfPI57jmVdZhN76IStuVSWlncX9zHaWrPEmlOlreHWSeAHFa11zcOPLvNZmvX+WhabLY2+0x6WGShJGbpi2rnE9dKeZfT45JMPzfLyXfe7Vp3skroHtge2Ob5DnUoCDxVy54VZpHXVpFM5nhOfG0ujz0upi2vUVw37uk7M1woaLCgcMFRE5QMAFoKiDp224OKwJre3aS6o+V8AUF+OGMCtEFS8/wAXe222RDGZ4104Mbi4+YKeo6xmlgDGijWijR0ALQsQSBqsFlstVcoMOJSg21QSAYIINwNLOb6BPmxQeL80As5m3RooP8VIfOaqYVnCoHT5FcIJoJONAphUzCBhWnWmBI0k4A4K4RPE4M4rcE4fUVOKocuFMUED3gO+BSiaCV38Ctagbu5c1hLRUq1GLLczSPoa06BgpFHdbr9xhaxoBlk9kHIAcSu8uHKzLKlvZbg6p5C/qJwHYBgmUwGO9MJrC90R6Y3OYfO0hLJTNU905u320vbOG23O8ije77ZolkcC0kZVJ68lw30mY6a24aT+Yd3OH7SvHD+3kHwhdPi19mfKq8u630wpLd3Mg/DnlPrcnhr7JmpNt3FkdyyOZrZWSOAJkAeQTgCC6pWsT2M104nAFAaAZAAABVCM9RgSmVZ243pjZSpx61nerIxZp/EOWC4ZdGdcMIcXBquRUmuHwRuIwJFG9pXPk3xHo+pw/JvPaMsFeF+klG1yYdddhArFjpNhh5Z3h7WQomGvPHUYc6neOPUs1vSX1Ko6vMo309jYdCqdDHOg8vQqxfY8ERlk0k0aMXO6AptcRjqe8uRIRHGKRswaArx6+tY32x0VCujiYqxmiguPBJc0kOOFR0K9Y8++Nlv9p/Yhgc4SaiXOqcqCivlcYee8P7s+gf2hIfaeT2kqeVWaYep8vO8Xlvb3HjAPrOXp07Plc/50pG0K3hxREJkROGagZoqD2q5D0UHWNFFBJbHF/wBL4ApBYkkEcZceAQDyzAZ5rjd5PlEwQV+a01efKcPIpPcdDqWgQcdQVguQkEKostCokaEEgoBmoKW5PBtZx/Vv9DSg8f5wdTmrchlWYO/lMafhVgyxUqg29BCmAbMcEwJW1rQ4BXAmZpGOasBahxKoaSVtOlBWdKK5qUTQTGmC1BHcyO0kIjJlcQ6qiqG6RT3TWS25HiRAgscaagcaV4FdGMMY7h4LtFwHQOHCQEenIpN4eJxescO68HsITyTCjfSiSeJ9a6DULNvVYtm/jaO89o8q15JgH7SY86YQ6Z3AMFfTknmeLR2qCeS4bc3lGCM6o4WmuPAuPV0Ky31MOshlDmDHhirkSCQUwTJhnbqGyADIjiuW9bjGeHR1LyA3iTwWLZGtdbbiKE+4RglsffPTwXk5Oe38X2vq/wAZO+/9lGWZ0pq/HqXn6vta666zEnREY2FXLN4pTeF0FPI+D9TiN460zD49oJrTWpGKldNZfWDWXUyBaqVIz4IzaFz9LaDIDFaky5bb4hxIY4tIzf7SmM08vHX9UBK6OFplWUE0nyG+VdNdXj5+X0iMFaw4SnqVGs0tRRLa9j5S7/Ku2/2JHmkeF217Pl8/51YlbitOSBwwUETggTBge1A9EHUtUB25oZPpfAFIK26TSyBlnb4zXD2xsHW7BS0dPZ28VlaxWkXsQtDAemmZ8pxWpMQTggoJWtJxVFqCtKKots60yD8QNQC6YUQUrp2qCYdMb/qlB5LztVvNV6ae2IneeFisGQ156VRK1x4FBIK51VyCGopkSMFBimQ5fQUqqAqCpkRPbQ8KIJIHgcVZQNzIKHNBkXD6nD1rORSlkeMitZFaR+sUeAR1iqluUUpbOzfiYm16hRTEVTlsrYPAazDjmpgSx21q3KJtekiqvQWo3aaBjadQVyLVvK4OxwWpsjbtLqrQK4q+SWLQkrjiqrM3jcbe2ADzqecmDPy9C483LNf6vX9X6m3L26a+7m7zcJLxgjd3GA1Ab8PSvFtyW933OD6WnH1mcqQNDQ49ay9EuKMOaeNO1ZdZtBAHt7FHSU6jeThRT1RcmqiGqiGVjNC5ppgtRz21RnVXELTjbfUNVWPJd23Z7zdjILYtjbEKukfXSCchgDiuvFxXZ4/tfanHP1Sv5M3gV0OhkPQH0J/lALt8VfNn2tfVBJynzBFibNzx0scx3qKzePZ1n2NPdBJsm8RfnLK4H+zcfUFnwrpOXS+qo+CaNxZJG9jmirmuaQQOsFMVrznu9g5MOrlTbuqN4/3r1017Pm8/51enbiq5KzxmggcgUeR7UIJGnTBRkzHhjZCfnn1BZgfYoTebjJfvFY7UeHF/aOGJ8jfWk7jo9WC0DYakBBejAAxWkEHhpRUomPSiF4nWgYuwogilxieOlrh5wivJ+fO7zPMT8qG3d/ugPgViMJj6lUTA1oQgmiABqTVMCcOFaVqgc0pRBE4A55KhqAZFQA4B2bqLIeNrGHHHopVamBHeOGiitvQZbyD1LGRE8N6QqK0gacAMlRA6gzCCs8t1YNCgWqgwQIPPSglica9So0LaYtIxWoLF9uH3O0MwILz3Ywek/EscvJ4x6PqcHy749HKTTPnkMsji5zjUk5r5/fu/T66zWYnZGTQVRbcQCrlBBG4IEqNyjDz2rOHSbHDx0KYbm569CmFyVVTJlcJkkS0yM2mJVShICsYsie2v72zGm1mdE2tdIyr2Fb15Np2rzcv1ePfrtF2PmbcmGryySnSKepdZ9jZ49/43jva2Naz53hADLuBzel0ZDh5jRdZ9iery7/xu07VoRc17TJ7Fz4NfkyNc305Lc5ta8u30+WejNfuNo/eby6dK2WB1oASCCHaQKgK3aZ7ud4tp3jq+RseU9vOWEv656wcndqztRhTkbRBWegGM4uHlQg6o06WoUZUrq4LIHhmLnPIaOknABZHR7XaiwsorbN4FZD0vdi4+dagt6kEkThqqguiWgotIjfJioo45cFQYkRD+Iik5/dPYVB5X7wQP3ibJT85aQH0EfAtao59uHUqJo3Y1KCVrzTAhTIcPec3V7KKB3PHSqAMreOKBtbKZYIBMjaYBSqOGThnVWIiuWammmKoyntc1xrksKENBTIYxjPKqZEUkNVciu+3JPdCZQH3dw6CqGMBGNadiKJsVDWpIRFqFvQ2qop789wbbxHDBzqeYLz/YucPr/wAXJ+6sded9fJnVOAxPQrHPfboBsgKtjGvJKkBCzXaU4UblOjR1FlPVFyWpF8irxQ8jVTDOT1QyZAyISqGIVZsCQjGDFVihVc7HrnI3e5UsscvFH+9cvRx/i+J9qf8A2VrzNwW3nwpyswqcAiYUpSOCCOPN3kQg0adDLKI2FxxpkFGUW1wNutxxOptkRJL/AGrhVo8laq7QdMHFQPq6UBxvFUE3irQEyqAmSFMiUSoH8RMgg+vlTI8z94YI3izf8+xi9DnBXVHNNcVoStPaoJGUriMEBinUFAj1miZAVYEyEXtHWmVRmnFA8bhwTCCc49qCvNHqOQWVVzGASgZ0eGePUgjdHU0rimQ3g0PCieQXgl2ASUAbcjE4lXIcQgYnz5JkTNEYxr5lZRjcyEeLbkZaXD0rjzd31f464lZFVwfV8gl3FVz2qB76OwC6SPJyb4omvIxBUsXTkqRsx44rN1enXnSNkaepZsdteWUdVl1lJFydQM44KxnambiKdCGvWHxGYRexVTC5JEJAyIZVDEKue0AVY5V657vmmTlW1AxpJMP94V6OP8XxPt/8ldFJE1gx7zujgFt52fcMJJJQUXW0kmIFG8XfEiYROttOArXpQwDw3/OOaKt75uZ29kU5dpiZKPFOGVCQPQkZbfKtjJY7WJLkUvL95u7ocQ+XEM/EbRqg2QUBaulAzX8UB6kDg14oDa6iCQPCAwcEEjDiEHnXvCa0naLlo70lvIxzjx0PFPNVa1HKNc49CqJGFwzI7AgPVU0JTIOjRnUqKFzwMh5VBGZCtIEydamQOsk5q5BNJGFcSmRJU8VFMWhZEckJdiASfKpRD3xUEU6ipgMeioCYUjqyqEwGHd41KuEJ3STkqAwOOasBChBbl0IMjmCJz4IphiI3Fp/Gy9SxzT1e/wChvi2e7DquD6uQOOKrltQOFcVqOW8ye3tri4fpt2l1MzwHaVvDzbbzVNc2slo4NeQ4EV1N+JS64a4/sTZED0Gqxh6ZfY4kc1TxdJy2JGz9Kl1dtfse6Rr2uyWLHfXklJxSJvQh2IAVwxN+qWqw9OSIBVTENREwbFEJEyZVKRKrNDgjFeue7Un91YmNJxnmr5xgF6eP8Xw/u/8AI6gwFwoBicgFt5S/ZJpruPIz40Fe4tqYAUA4IM+a3xOCCv8Ad+pBRmtpN73+y2hzRJa2tNwv/pNJDIz2mmC1t06Mu6b18VgGD0IESgVaICDvKgIHigMFAbOtBKEEsftDtQef+8Bv+XbM/i111H5pB8S1Bx7ATgiJWNKZVIG9JUyHJ4BMgMXZoAc3jkgBwaOKAasHSUBte0H1IDEmGAQLW7pooEXuPFBE+hOIUETmHHT50ACoNHYlUKmNBVAxb0lA7QBmgckg0AqqAuYGXED4ZMpW07DwK1ZmYb038dpXJTQyW8joZRpew0IK8lmH3dN5tMxE1jpHaWAuJIFB1mgVky577zXvVt23S2bmy3sRlg+X4Tqlp610mmHj3+z5TEaLLy0MIFqWhgyY3CnaF0eHbPqzrp5keXFEiq6NhNaU7Fmx205ttUZa4Zd4LPg9On2pe5qjsWcPRN5S1EKYbmyRj+lZsddORJGKnUVmu/HM9UlVh6MnRSQJAyJTFpOSuXPaUB1tzBorHLNgdS1hPN7J7pIH3nLeiOh8K5lDycm6g0iq78d6Pjfd/wCR6Gy3gtR3e/Jxefg6Ft5VechyDPmjBQUJoKoIPu/rQU+S7Eizn3q4aWXO8yG4LXZtiGEbfN3vKpetyy6VtAcEEgyQI5KAQqCBQGCgJpQSNQTNQSs4EcEHCc/s/wAm213zLy8Z/vHfErBxjAexBOwAY0GClDCR1MlQbCXN+FQCQfjQQyHhVUQkk9SBq1wBwQOKoJG9ZQLUAfiUC1AoGLuFKoBJJFQ1ADga1IogIAZIGLASCckC0AnJUFpIy86BDiKZrQo3dtbXVDcs1FmANSD2YUU21ldNObbTtVK/bHDDGyJgjj8Ro7ooK1BxKVi7W9zT3b4vzZq8+bypUU3ssbk1nYbSb+mhwbXrCjU2Qz2N7AzxABdQZ+LFjTtHBGsSqrXNcMD2qJZg1OKqAcK5hGtdrAEdBWbo76/Ys7pIGFx1OyGS5b3HR9H6s8+vosLi+jIdRSRTopkQkCBoiH10TDFAQx2Y82C1Mud0lWNv3LctonF1tN3LaSj5Ubi2vbTA+VamzhycMvd3Wy++bdLfTDzDatvY8jcQUjl7S32HehdZyPByfTno7rZ+c+XOYGgbfeMEzv8Alpvs5a/ROf4tV08o8e/Ftr3aUlQcVphXeMVBHpCC0xoaAAKACgAUZEFBIMkCKAUDjzIDFEBt6VRKwVQTNFAoJ4mVVHD+8Bv+QQkDGLdLlv8AKfKUHCxvOAyVE7QCaVqTgoCERdh0cEyJI49AxJPQplcAlwxoQElFZ5HBVEfHJXIfQ44jDyJkLQ7ImhUD+G1hAqTXMlAzms150QG3QPZz6ECq4oGq4Y0oUAkVxyQJreKAhGPKgemnEK5DAl2HBAntwrRayKczXPdUDDjVBn7hbslYGOxc0grG1XCk+B7Dq1FwPlVyiu5zhgBWmZGKxauCjmuLd+u3eWk50yPaEVK59heV++MNtOf08WR+kFcrNle42+6gb4raXMJ/SRYmnW1Vel7KocCKjyhXKYwYN1GjeKl2xHTi0u+01nqshoaNIyC8duX6TTSazEJRskDoEikgSIZVDKs0iiBKrnQ6iBgmGNjFwzpiMQRgVpy2kdFsPP3Mu0vEIuTeWzRhDdVkAp0O9oeddtK+d9njkmY7raveXst/pj3BrtumObj34q/SGI8oXTDx5b37a2f/AK639nxPzrPZ6c0wZbAWUEBioDCBFAKAhUICCCQdSCVgQTs4ILtrGXHDFUcR7wIf8juh/RbvJ6XP/wBZB58yMILUMdSMMAFKq0Gta2tFFAXihcBQFBVuJAckiVSfI84Ci0hmvoSCcED+IAQalAnSmtAM+KCPVSgccQgIB7utBM0EYDBA9OnEoH0oBI4Up0IGANcOCCQNdWuo9SBi11a5hUGWkZDPpwQC6uR9CoikDaEdVOhQZ1yyMVFanrWbFQEAjAUQVZ4Wkl4GXCqiqUjCCTSnkKzQBI4qB4ppbd2qB5ac6cPMt5Ez32N6a3Uf3eY/posiescVZVm1QPspbVwkLmywuwbI0+sLHL2fQ/jsfJ/oZed9wlEJAkDIEgSBKpTKskckShKMAK050BWo57Ctx9oewrrx93z/ALf4rFcV1eA1UH0aFzBiqAggYoGAxQEEBDFBI0BBMwdKCaIVNEG1tlvqPmQcR7xYgNn3cDKPdA7zlv8ArKjzKIE4qKvQgUJOHBRU5LXNocQRigrvDGtIb244oKcjicSM0iIHNFaqmEfdaSaZ8KKoJjNVeCBzE0ZDHpNSgdjCB8JQHRoKi4GAM+npQwRw7UMAcXHKvagdjK/KQPTGjSqgtJPFAQaBhVWB+o+RBE40qarVEEjgBQ4rIz7ijzgMummKzauFV8jgQ2opXED1KZULg9xr8ngghewkVLeqlarNFWSAg18qghNWlalCBac/QqESANIJpWtOC579nv8A47/kv9CquL7mSqhk6YXJIGUCQJAiqyaqqGRAlVzoSVXOgcVqOW1HbCpcepdePu+f9u9InK6vEFZH0gAFkEAgMAIGKAQgcIDA6EEjUEjehBZg9oIN7b5Axoqg4fnv7TaN+6rxj/RCfhQeZxaRTAVUaTMdTAZnHzoJXYAAmiCvLJG3MoKz5Gn2MQgrveQfiVDGpOOHaiDBHBAiX5ADtKAgXcSgVcaZIJmt6UCcMcMkUuGVEQ2IPX0IC00OXXUKoevoQPjwCoZ9ciQEFd4AHSgqyMJrhSuSlgglicKUHDLPBRpWMGkVcKAYivCvSoGe00qBTrUEbhhjTq7EEBjAoT7NePCqzRFJGzoQVpIiMlciLFpxxCba5j0/U5px75vY9a5LhY+9rvLMw6jZ0DIHqhkqoZJFMSqztQ1TDHkYuVwzdgkq4c/IJcrhjbYBK05VYtWkMc7gTQeRddHz/s7ZsiXSujymoUwPo4EZLmDFEB1QC7FAyAuxAQqgNqA214oLETqZoNGC4LRgUHLc1v8AG2bf8PZkZh+JC6qVY8vYJMqU6yoqermnVlVAnvGZNUFO7dQgtQAaaQAfKqB0triiHJHAIHrQdaqGJBwrn1qKWpxyFQiibU1e/A9HxIDaScQSacOCA6nP0IgTqJrlw6lUMXEH2sCgl1HQ3zIHGOBqAFQRjpmTQoAewAClSCgHQGYupVBVmlaMqOIyCi4QGUEEOFSBjVRVZzqYMA0uripRGRI4VOIzUERjORp0qYAvYNJBNMFRXcwtxGNVmwRSCoOFAgqvC1KRE7pCuMumnLtp2pCTg7zrntx+z6XF96dtugw4HJcrH0Nd5ex0aySBIFVEtC4qxjahJKrFpqqs5Xdhod828PAc03UILXAEH7QZg5rWvdx5b+2vfWbVy5fw+JJtdkXjuyD7vFg4fi8V6MPked91G55T5UfUnabPyRNHqor4w+Tb3Zs3KHK1KN26Fo/B1t9TlWKoy8m8tnK10/RkkHwqog/czl3+hkz/AKV/xoPQAaLiDB4ICBqgRKAaoDwQOOCCQEAoDagmYUEzH8OCDC3wa9q5hGeDHf7iI/AlWPMw9rauOOVAooXTDLOnBXCAdL1JgyifIDgUAF3HJA2PBVCxyyQPQDMoGOdeAUUbW0FQDiipGx4g9CIka3D4kBaSgRjFKIA8NuZQGwUaWg9aqHc4gYCvGiANcgJw6AFQDvF6aA8c6II3A46jX0JRCY2+TPpUWI9Ds3NGBwoaGimKoHNb0Z+VBC8EcTlkcURC5rvJ0oIXMGbsUVE4Vy9CxRHKw0UFSRhGCsFdwxWwJCoHvDEYKWZdOPk206yjbKR7WPYud4/Z9Di+/wD9Qw4HI1XKzD36ck2nS5PUqN5MSqlpiqxQlGDFVmrezO07xYHouYT/ALwLWvdy5fxr3KK8Nnda3H7KQ6ZB6j5F6HxstGbEdNclcqozDNWJVOSqqIqoOlBouIJpQHVA1UBDrQODwCAmoDGaCRuSCRqCRpOQQZO6DVYcwN6YGu//AM4/1UHk7pNeIQIuAGXagDWBmUAF9TXzIBxqSBVUPR3T2oHALutBIABnigIafKoqQEEIo2CgpSqAwD2KZD5KhElEAR0jLNVBRgaq5dIQKukkEYqh6VqTigjcSOpBG4hyCE1pjkgjIxUEbmA/AgicwN/jUw0gcAXEAjqUEJaC6hxPQmQiwCnTw8mKZEbmkihwWbBBJCCKk1UFSS3ocMaKyiBzCFrIAtOQCoEtNVQOAKNa72dhCRwWLxx6tPu7zv1P4lVi6V6dfu63v0LUOlZ8a7Tm1valVMN5MVcM2rG1ODd0sz0XEX1wtSPNy7ya17XdY6vKuz5S3tF540Rs5T9pEKsJ4s6PIgnmYqKcjFciDQfSmR0GqpXMECgIFAQ6EBBA6AwUBDpQSNQSA9CA21QZ14zXDvrPnWjf1Mg+BB46x9WjsQOT1oBJA4oFUVqVQg8eTiUDh/AIDaSRlTqKAqOIUUQAJoc0VKBQ45dIUEjaAYYFXAIIHooEQVUROPoVQg4nDFBKfa1EYEVyVDccMKoAc1xGKCFwNaHNKAeCDgK1UXBgxzsQEMAlaQ3DNQwpuaK1JJ6lKoAzUaD+AUoXh6QCQADlXNMBnRluXHGqdhG5tK1oOhTyETywijRjxUtyIntAzaDjnxqouED4qiuARFeWAt4LWRCYg4VyIzWpRC9pBWgKBkSmKInNDZjqccVMNeVV1Tyvun2803C1PRPEfywjL2+4PeK0KXiyW07Z4jR8ZqPi8qg6OKWO8gbcR+y8ZcQeIPYgryxoIfDQa1cVkEDggMHigIICCAggNuSAwUBt4IJGoDagpvbrl3aP59pH6WTBB4lEe4BXgqJA7yoBJ6ECpU44UQE1gKCRrGDjRQSAt7UUYIwwRRjLAICAOSAmtJUEjGlAn4ClcegIAe4jNWIj7VUO3AoJ2VLew+tAIYAa1yVCJrggieKH2aqgdDn5YqWA2wgioUaQzRYV1Y9CCo5gDqjvN48Cs5A6GjECleCzbRFIZKirq9XQpaI3MrjWmefEKKje0gVJz8uHBQROaSPMqGcMRh2oiN7CMhn0oInAFqCEx0Oof6UAyW4cNQ4rpKKz7UhXIiMTgqAc0gIyMf8ADFv4VfOg6T3c7BtvMfMR23dY3S2zrWaSjXFjg9unSQR0VVg6/cfc1BBM252XcHNET2yeDdN1YNNaB7KdHFqviN6fEkqDPuBiUFjY9wFtc/dZTSG4NATk1/A+XJB0EsRqUEHhdXFBbCyCCAxRAQPBA4QEEEgRRtBREjUBiiAwgrxiu4XrPn2sPrmCDwsO093ow8yoLXU0QKqA24oJBRBI0BBKA0daiioipBVATW40KgMYZIFqJPqQI9ZQA+mZK1EDhVEE2nAKwSx4GnSMFKHOPQmVwYChqT5QmTByQSqYMWUywCige4tGBw61MCrI7Eive4+VBASMnOqfhUA44YUr05qWCvK066gZdlFmwBWSmfs4UpkpMhFjSTXGuCviIHVq7Tl0JIZNjgXd2nBQCWVFDgFRG6IcD5FBGW4EDggEAtOORVlDOFVsROYDmEyI3W7SrlMIzAQwgE06FR2fugi082vd0Wc3pcxWI9gnOY6VsctLjUUIAqsClOGoM+UUQbEW/XTYWNe1shDQNRzOHFA/7wS/0TfOmRvLIJuSAxwQEM8EBdqAxTigMIDb1IJG8EBtrXBAQ60EVv8A/LT1y+6w1/vJkHhL/wA7JTLW6n8orQQzQO1QSDPoQGM0E0eSipaDpRRjTTFQSDTwQHj8nBALjNQginWKII26uOPaqH71MVWTNGJqezNATQOJw4oJempH8SLDqBNpwySKfjgqFjRAJ1eRBC+upBXdXVU1PUoIB7ZIxxyQRyfeCDUANrn/AKFBG8OLTjTKualDmnh0dieJCCBpdQVApjnnXyrIZ2snDDHBWiIdSkDitMOjgrQxrX41BE6lMFBGczRA1BTPDgrADqLYY0VAn2T0IjsPdHp/emX/AMOX67FYj1ySi6DmLmmp1OkrAz50GfLRAba6G9gUCx6EH//Z" /></p>
<p>Printre principalele caracteristici pe care le prezinta tabla expandata sunt: versatilitate, durabilitate, rigiditate, omogenitate, prelucrare si manevrabilitate usoara. Metodele de protectie anticoroziva aplicate tablei dupa expandare constau in zincarea ei termica sau vopsirea in camp electrostatic pentru aplicatii ce necesita acest lucru.</p>
<p><img alt="" 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" /></p>
<p>Ca exemplu va propunem o casa cu o poveste interesanta proiectata de arhitectul Eduardo Arroyo, si anume  Casa Zafra. Este o locuinta desfasurata pe doua niveluri, amplasata pe un teren de golf din apropierea Madridului, are o fatada adosata realizata din tabla expandata ce are rolul de a-I proteja pe proprietari de eventualele mingi ratacite de golf. Locuitorii pot schimba oricand perspectiva asupra imprejurimilor actionand panourile mobile de inspiratie geometrica ale fatadei. Datorita transparentei tablei expandate, comunicarea dintre interior si exterior este libera, casa oferind o minunata priveliste asupra terenului de golf din apropiere.</p>
<p><img alt="" 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" /></p>
<p>Sursa:</p>
<p><a href="http://www.griro-tabla-expandata.ro">www.griro-tabla-expandata.ro</a></p>
<p><a href="http://www.dezeen.com">www.dezeen.com</a></p>
<p>The post <a href="https://www.geometrica.ro/en/tabla-expandata-2/">Tabla expandata</a> appeared first on <a href="https://www.geometrica.ro/en/">GEOMETRICA ARCHITECTS</a>.</p>]]></content:encoded>
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		<item>
		<title>Proiectul Sediu Mr. Fab publicat pe www.lindab.com</title>
		<link>https://www.geometrica.ro/en/proiectul-sediu-mr-fab-publicat-pe-www-lindab-com/</link>
		<comments>https://www.geometrica.ro/en/proiectul-sediu-mr-fab-publicat-pe-www-lindab-com/#comments</comments>
		<pubDate>Tue, 19 Mar 2013 12:33:00 +0000</pubDate>
		<dc:creator>geometrica</dc:creator>
				<category><![CDATA[Blog @en]]></category>
		<category><![CDATA[Finisaje noi in constructii @en]]></category>
		<category><![CDATA[Testimonials]]></category>

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		<description><![CDATA[<p><p><a title="Proiectul MR FAB" href="http://www.lindab.com/ro/pro/cases/Pages/Sediu-Firma-Arad.aspx?refpageid=af2b6732-7aec-494b-8f08-07ae64cdbd4e" target="_blank">Link</a> către articolul de pe site-ul <a title="Lindab.com" href="http://www.lindab.com/ro" target="_blank">Lindab</a>.</p>
<p>http://www.lindab.com/ro/pro/cases/Pages/Sediu-Firma-Arad.aspx?refpageid=af2b6732-7aec-494b-8f08-07ae64cdbd4e</p>
<p>&#160;</p>
<p>&#160;</p>
</p><p>The post <a href="https://www.geometrica.ro/en/proiectul-sediu-mr-fab-publicat-pe-www-lindab-com/">Proiectul Sediu Mr. Fab publicat pe www.lindab.com</a> appeared first on <a href="https://www.geometrica.ro/en/">GEOMETRICA ARCHITECTS</a>.</p>]]></description>
				<content:encoded><![CDATA[<p><a title="Proiectul MR FAB" href="http://www.lindab.com/ro/pro/cases/Pages/Sediu-Firma-Arad.aspx?refpageid=af2b6732-7aec-494b-8f08-07ae64cdbd4e" target="_blank">Link</a> către articolul de pe site-ul <a title="Lindab.com" href="http://www.lindab.com/ro" target="_blank">Lindab</a>.</p>
<p>http://www.lindab.com/ro/pro/cases/Pages/Sediu-Firma-Arad.aspx?refpageid=af2b6732-7aec-494b-8f08-07ae64cdbd4e</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>The post <a href="https://www.geometrica.ro/en/proiectul-sediu-mr-fab-publicat-pe-www-lindab-com/">Proiectul Sediu Mr. Fab publicat pe www.lindab.com</a> appeared first on <a href="https://www.geometrica.ro/en/">GEOMETRICA ARCHITECTS</a>.</p>]]></content:encoded>
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		<item>
		<title>Termeni de specialitate in arhitectura si urbanism</title>
		<link>https://www.geometrica.ro/en/termeni-de-specialitate-in-arhitectura-si-urbanism/</link>
		<comments>https://www.geometrica.ro/en/termeni-de-specialitate-in-arhitectura-si-urbanism/#comments</comments>
		<pubDate>Mon, 15 Apr 2013 09:24:03 +0000</pubDate>
		<dc:creator>geometrica</dc:creator>
				<category><![CDATA[Termeni de specialitate @en]]></category>

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		<description><![CDATA[<p><p>MIC DICTIONAR DE TERMENI FOLOSITI IN PROIECTAREA DE ARHITECTURA SI URBANISM
C.U. = Certificat de Urbanism;  P.U.G. = Plan Urbanistic General;  P.U.Z. = Plan Urbanistic Zonal;  P.U.D. = Plan Urbanistic de Detaliu;  R.L.U. = Regulament Local de Urbanism;  P.O.T. = Procent de Ocupare al Terenului;  C.U.T. = Coeficient de Utilizare al Terenului;  H.max. = Inaltimea maxima ...</p><p>The post <a href="https://www.geometrica.ro/en/termeni-de-specialitate-in-arhitectura-si-urbanism/">Termeni de specialitate in arhitectura si urbanism</a> appeared first on <a href="https://www.geometrica.ro/en/">GEOMETRICA ARCHITECTS</a>.</p>]]></description>
				<content:encoded><![CDATA[<p>MIC DICTIONAR DE TERMENI FOLOSITI IN PROIECTAREA DE ARHITECTURA SI URBANISM<br />
C.U. = Certificat de Urbanism;  P.U.G. = Plan Urbanistic General;  P.U.Z. = Plan Urbanistic Zonal;  P.U.D. = Plan Urbanistic de Detaliu;  R.L.U. = Regulament Local de Urbanism;  P.O.T. = Procent de Ocupare al Terenului;  C.U.T. = Coeficient de Utilizare al Terenului;  H.max. = Inaltimea maxima admisa a constructiei, la cornisa;  A.C. = Autorizatie de Construire;  A.D. = Autorizatie de Desfintare;  D.T. = Documentatie Tehnica;  D.T.A.C. = Documentatie Tehnica pentru Autorizarea executarii lucrarilor de Construire;  D.T.A.D. = Documentatie Tehnica pentru Autorizarea executarii lucrarilor de Desfintare;  D.T.O.E. = Documentatie Tehnica pentru Organizrea Executiei lucrarilor;  P.Th. = Proiect Tehnic;  D.E. = Detalii de Executie.   (Conform Legii 50 din 29 iulie 1991 cu modificarile si completarile ulterioare, după emiterea Autorizaţiei de Construire, documentaţia tehnică &#8211; D.T. se constituie parte integrantă a Proiectului Tehnic P.Th., respectiv a Detaliilor de Execuţie, fiind interzisă modificarea prevederilor acesteia, sub sancţiunea nulităţii autorizaţiei de construire.)</p>
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		<title>De la proiectare la emiterea autorizatiei de construire</title>
		<link>https://www.geometrica.ro/en/de-la-proiectare-la-emiterea-autorizatiei-de-construire/</link>
		<comments>https://www.geometrica.ro/en/de-la-proiectare-la-emiterea-autorizatiei-de-construire/#comments</comments>
		<pubDate>Thu, 19 Jul 2012 10:56:08 +0000</pubDate>
		<dc:creator>geometrica</dc:creator>
				<category><![CDATA[Proiectare si Avizare @en]]></category>

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		<description><![CDATA[<p><p>Proiectarea
Proiectele cuprinse in portfoliul de lucrari de pe acest site nu sunt proiecte tip, ci au fost realizate la cererea clientilor. Ele au rolul de a va face o imagine asupra tipului de arhitectura promovat de firma noastra. Suntem insa deschisi in a adopta si alte stiluri arhitecturale, in limita bunului gust.
Proiectarea in arhitectura pune ...</p><p>The post <a href="https://www.geometrica.ro/en/de-la-proiectare-la-emiterea-autorizatiei-de-construire/">De la proiectare la emiterea autorizatiei de construire</a> appeared first on <a href="https://www.geometrica.ro/en/">GEOMETRICA ARCHITECTS</a>.</p>]]></description>
				<content:encoded><![CDATA[<p>Proiectarea<br />
Proiectele cuprinse in portfoliul de lucrari de pe acest site nu sunt proiecte tip, ci au fost realizate la cererea clientilor. Ele au rolul de a va face o imagine asupra tipului de arhitectura promovat de firma noastra. Suntem insa deschisi in a adopta si alte stiluri arhitecturale, in limita bunului gust.<br />
Proiectarea in arhitectura pune probleme complexe, ce, in general, nu isi gasesc raspunsuri certe si unice, in matricea stintelor exacte. In proiectare, solutiile sunt influentate de o multitudine de factori, de natura tehnica sau artistica.<br />
1. EXIGENTE IN PROIECTARE<br />
Proiectarea unei cladiri trebuie sa satisfaca o serie de exigente functionale, estetice, economice, structurale, ecologice, de comportare in timp, de orientare cardinala, de viteza de executiei etc.. Dumneavoastra, ca beneficiar, puteti avea o ierarhizare proprie a importantei acestor criterii, dar de cele mai multe ori veti fi in egala masura interesati de toate criteriile. Din pacate, aproape toate aceste exigente, duse catre limita lor maxima de realizare, sunt incompatibile unele cu altele. Spre exemplu, cea mai economica cladire are o forma cat mai compacta, de preferinta paralelipipedica, are putine ferestre, este facuta din materiale ieftine. Sa le luam pe rand:  forma riguros compacta raspunde slab exigentelor estetice, care cer varietate formala, cel putin intr-o oarecare masura, si celor functionale, pentru ca spatiile interioare si exterioare sunt proiectate nu atat dupa nevoile lor naturale, cat pentru a se incadra in forma prevazuta initial. Numarul mic de ferestre are impact negativ atat asupra functionalitii, cat si asupra aspectului ecologic. Materialele ieftine, in general, nu se comporta bine la trecerea timpului. Din punct de vedere economic, criteriul structural recomanda anumite solutii care, din punct de vedere functional nu sunt viabile: despartiri structurale intre cat mai multe spatii interioare, numar mic de ferestre, si altele.           In concluzie, exigentele pe care trebuie sa le satisfaca proiectarea conduc in directii divergente. Rolul arhitectului este sa impace aceste tendinte, sa realizeze cel mai bun compromis intre acestea, in functie de accentul pus de client pe una sau mai multe dintre exigente.<br />
2. PROIECTE DE SPECIALITATE<br />
Un proiect complet de executie include urmatoarele specialitati: arhitectura, rezistenta, instalatii (sanitare, termice, electrice, de climatizare) fiecare fiind intocmite de specialisti in domeniul respectiv. Noi va oferim toate componentele unui proiect de executie complet. Exista o practica destul de comuna: nu se intocmesc proiecte de instaltii, lasandu-se totul la latitudinea executantilor.  Economia  ce se realizeaza astfel la proiectare se poate reflecta intr-o instalatie electrica insuficienta ca putere, in pozitii arbitrare ale corpurilor de iluminat si de incalzit, in incalzirea inegala sau insuficienta a diverselor spatii interioare si multe alte astfel de neplaceri. Recomandarea noastra vizeaza intocmirea proiectelor de instalatii pentru toate tipurile de constructii.<br />
Neacordarea atentiei cuvenite proiectului de structura de rezistenta genereaza situatii mai grave. In cel mai bun caz cladirea va fi semnificativ mai scumpa. In cazul mai putin bun, cladirea poate prezenta vicii structurale importante si in unele cazuri se ridica problema legitima a posibilitatilor reale de utilizare in conditii de confort , siguranta si legalitate a acesteia.<br />
Coordonarea specialitatilor revine sefului de proiect &#8211; arhitectul. O modificare operata intr-unul dintre proiectele de specialitate enumerate mai sus poate antrena modificarea tuturor celorlalte. Spre exemplu marirea unei ferestre poate face imposibila amplasarea unui radiator, poate afecta structura de rezistenta sau poate determina mutarea unor conducte sanitare.<br />
3. FAZELE PROIECTARII<br />
Tema de proiectare completata de catre beneficiar &#8211; exprima intentiile investitionale, solicitarile si optiunile acestuia<br />
Faza de ofertare si incheiere a contractului, pe baza portofoliului de lucrari sau a unei schite de proiect insusita  de beneficiar.<br />
Obtinerea certificatului de urbanism de catre firma noastra sau de care beneficiar.<br />
Intocmirea studiilor de specialitate: ridicare topografica, studiu geotehnic, sau in cazul interventiilor pe cladiri existente a expertizei tehnice.<br />
Modificarea schitei de proiect conform cu cerintele beneficiarului, definitivarea solutiei de arhitectura si insusirea acesteia prin semnatura de catre beneficiar.<br />
Inaintarea proiectului catre inginerii de specialitati. Din acest moment modificarile la proiect se fac cu mai mare dificulate, implicand si celelalte specialitati. Modificarile dorite de beneficiar dupa acesta faza implica costuri suplimentare si decalarea termenelor de predare.<br />
Intocmirea proiectului tehnic (P.T.) si extragerea din acesta a pieselor ce formeaza proiectul de autorizare a constructiei (P.A.C.). Acest proiect este necesar pentru obtinerea avizelor, acordurilor si a autorizatiei de construire si trebuie verificat de verificatori autorizati de M.L.P.A.T.<br />
Depunerea acestor documentatii la autoritatile competente si obtinerea avizelor slicitate prin Certificatul de urbanism.<br />
Obtinerea autorizatiei de construire.<br />
Intocmirea proiectului de executie (P.E.) care este compus din proiectul tehnic, detaliile de executie (D.D.E.) si antemasuratori &#8211; cantitatile de lucrari necesare pentru realizarea investitiei.<br />
In vererea obtinerii Autorizatiei de executie, exista posibilitatea contractarii proiectarii doar pana la faza D.T.A.C., desi nu se recomanda aceasta solutie. Ea va duce la o economie initiala in faza de proiectare, dar  va determina o crestere importanta a costurilor de executie, o scadere a calitatii constructiei si compromiterea conceptiei arhitectului.  Absenta antemasuratorilor si a detaliilor de executie va da posibilitatea aparitiei unor rezolvari tehnice inadecvate ce vor implica cheltuieli ulterioare pentru remedierea problemelor.         Proiectele de executie se intocmesc in doua sau mai multe exemplare ce se predau beneficiarului.<br />
Durata de realizare a unui proiect variaza in functie de complexitatea proiectului si de problemele de avizare.<br />
Recomandam contractarea unui proiect complet de executie P.E. pentru toate specialitatile (arhitectura, rezistenta si instalatii)</p>
<p>Avizarea<br />
Pentru a putea construi o cladire, modifica sau demola una existenta, din punct de vedere legal, este necesara o autorizatie de construire. Pentru obtinerea acestei autorizatii trebuie parcursi trei pasi principali: certificat de urbanism, obtinerea acordurilor si/sau avizelor solicitate prin Certificatul de Urbanism si obtinerea Autorizatiei de Construire.<br />
1. CERTIFICATUL DE URBANISM<br />
Certificatul de urbanism este actul prin care autoritatea responsabila din zona dumneavoastra va informeaza ce si in ce conditii puteti construi. El se elibereaza de catre Primarii sau Consilii Judetene, in baza unei cereri din partea dumneavoastra si cateva acte care va sunt la indemana: act de proprietate, intabulare, cadastru, un memoriu si o cerere. Durata legala de emitere a certificatului, masurata de la depunerea actelor, este de maxim 30 de zile. Certificatul de urbanism nu permite construirea ci enumera doar actele necesare pentru a obtine Autorizatia de construire.<br />
2. AVIZE SI ACORDURI<br />
Exista doua categorii de avize si acorduri: unele se obtin de la furnizorii de utilitati (apa, canal, energie electrica, gaze, telefonie, salubritate), iar altele de la diverse autoritati, privitor la probleme de: mediu, aparare civila, sanatate publica, aparare contra incendiilor, monumente istorice si zone protejate, regimul apelor de suprafata si din subsol, interventiile pe cladiri existente, circulatie (comisii la primarie si politie) si altele. Nu se cer toate aceste avize pentru fiecare cladire, ci doar cele relevante in fiecare caz. Durata legala de emitere a avizelor, masurata de la depunerea actelor, este de maxim 30 de zile.<br />
Pe langa proiect, avize si acorduri, se mai pot solicita de catre primarii: declaratie pe proprie raspundere ca imobilul nu face obiectul vreunui litigiu aflat pe rol intr-o instanta judecatoreasca, extras C.F, studiu geotehnic, ridicare topografica, acordul vecinilor, expertize tehnice, diverse studii etc. Din nou, aceste acte sunt cerute selectiv, dupa caz.</p>
<p>3. AUTORIZATIA DE CONSTRUIRE<br />
Autorizatia de construire se elibereaza de catre aceleasi autoritati ca si in cazul Certificatului de urbanism, in general primariile. Actele necesare sunt enumerate mai sus. Durata de eliberare a autorizatiei, de la depunerea actelor, este tot de 30 de zile. Taxa de autorizare se calculeaza ca un procent din valoarea investitiei autorizate (0,5% pentru persoanele fizice si 1% pentru cele juridice).<br />
Durata totala a autorizarii, de la depunerea actelor pentru certificatul de urbanism rezulta din insumarea timpilor enumerati mai sus; pentru Bucuresti ea este de 4-5 luni in medie, in conditii obisnuite. Din acest motiv, momentul propice de incepere a autorizatii este cu 5-6 luni inainte de preconizata incepere a lucrarilor, pentru siguranta.<br />
Recomandam contactarea arhitectului in vederea intocmirii proiectului cu cel putin 4-6luni (in functie de complexitate) inainte de preconizata incepere a lucrarilor de construire.</p>
<p>Intocmirea de planuri urbanistice (P.U.D sau P.U.Z)<br />
Daca prin Certificatul de urbanism s-a solicitat inocmirea de P.U.D (plan urbanistc de detaliu) sau P.U.Z.(plan urbanistic zonal) acesta trebuie aprobat de catre Consiliul local sau Consiliul judetean dupa caz, inainte de a se depune documentatia in vederea obtineri Autorizatiei de construire.<br />
Planurile urbanistice se intocmesc de care arhitecti cu drept de semnatura in acest domeniu inscrisi in Registrul Urbanistilor. Firma noastra ofera servicii si in acest domeniu.<br />
Si in acest caz se vor solicita de care primarii avize distincte fata de cele pentru Autorizatia de construire. In functie de caz este necesara intocmirea de studii suplimentare ca de exemplu Studiul de impact asupra mediului. Durata aprobarii unui plan urbanistic variaza intre 6-12luni.</p>
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		<title>Despre obtinerea autorizatiilor</title>
		<link>https://www.geometrica.ro/en/despre-obtinerea-autorizatiilor/</link>
		<comments>https://www.geometrica.ro/en/despre-obtinerea-autorizatiilor/#comments</comments>
		<pubDate>Thu, 19 Jul 2012 10:52:27 +0000</pubDate>
		<dc:creator>geometrica</dc:creator>
				<category><![CDATA[Proiectare si Avizare @en]]></category>

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		<description><![CDATA[<p><p>MIC DICTIONAR DE TERMENI FOLOSITI IN PROIECTAREA DE ARHITECTURA SI URBANISM
C.U. = Certificat de Urbanism;  P.U.G. = Plan Urbanistic General;  P.U.Z. = Plan Urbanistic Zonal;  P.U.D. = Plan Urbanistic de Detaliu;  R.L.U. = Regulament Local de Urbanism;  P.O.T. = Procent de Ocupare al Terenului;  C.U.T. = Coeficient de Utilizare al Terenului;  H.max. = Inaltimea maxima ...</p><p>The post <a href="https://www.geometrica.ro/en/despre-obtinerea-autorizatiilor/">Despre obtinerea autorizatiilor</a> appeared first on <a href="https://www.geometrica.ro/en/">GEOMETRICA ARCHITECTS</a>.</p>]]></description>
				<content:encoded><![CDATA[<p>MIC DICTIONAR DE TERMENI FOLOSITI IN PROIECTAREA DE ARHITECTURA SI URBANISM<br />
C.U. = Certificat de Urbanism;  P.U.G. = Plan Urbanistic General;  P.U.Z. = Plan Urbanistic Zonal;  P.U.D. = Plan Urbanistic de Detaliu;  R.L.U. = Regulament Local de Urbanism;  P.O.T. = Procent de Ocupare al Terenului;  C.U.T. = Coeficient de Utilizare al Terenului;  H.max. = Inaltimea maxima admisa a constructiei, la cornisa;  A.C. = Autorizatie de Construire;  A.D. = Autorizatie de Desfintare;  D.T. = Documentatie Tehnica;  D.T.A.C. = Documentatie Tehnica pentru Autorizarea executarii lucrarilor de Construire;  D.T.A.D. = Documentatie Tehnica pentru Autorizarea executarii lucrarilor de Desfintare;  D.T.O.E. = Documentatie Tehnica pentru Organizrea Executiei lucrarilor;  P.Th. = Proiect Tehnic;  D.E. = Detalii de Executie.   (Conform Legii 50 din 29 iulie 1991 cu modificarile si completarile ulterioare, după emiterea Autorizaţiei de Construire, documentaţia tehnică &#8211; D.T. se constituie parte integrantă a Proiectului Tehnic P.Th., respectiv a Detaliilor de Execuţie, fiind interzisă modificarea prevederilor acesteia, sub sancţiunea nulităţii autorizaţiei de construire.)<br />
OBTINEREA CERTIFICATULUI DE URBANISM (C.U.)<br />
Potrivit prevederilor Legii 50/1991 cu modificarile si completarile ulterioare, Certificatul de Urbanism este docomentul premargator obtinerii autorizatiei de construire, emis de catre autoritatile administratiei publice locale (primaria sau consiliul judetean), in care se precizeaza toate informatiile privind conditiile juridice, economice, urbanistice si tehnico-edilitare impuse prin legislatia si reglementarile urbanistice in vigoare pentru autorizarea executarii lucrarilor de constructii pe un anumit teren, inclusiv avizele, acordurile, studiile si proiectele necesare autorizarii.<br />
Pentru emiterea certificatului de urbanism, solicitantul &#8211; orice persoana fizica sau juridica interesata &#8211; trebuie sa depuna la emitent o documentatie cuprinzand:   1. Cerere-tip (formularul-model F.1 &#8220;Cerere pentru emiterea Certificatului de Urbanism&#8221;)<br />
2. Acte doveditoare privind reptul de proprietate asupra imobilului – extras CF. (copie)  3 . Plan de de incadrare in zona si Plan de situatie . In cazul in care certificatul de urbanism se solicita in vederea obtinerii unei autorizatii de construire, este necesar ca planul de situatie sa evidentieze amplasarea constructiei pe terenul in cauza. In cazul in care certificatul de urbanism se solicita in vederea obtinerii unei autorizatii de demolare/desfiintare, este necesar ca planul de situatie sa evidentieze constructia ce urmeaza a fi demolata.<br />
4 . Documentul de plata a taxei de eliberare a certificatului de urbanism<br />
Se interzice emitentului sa conditioneze emiterea certificatului de urbanism de elaborarea prealabila a unei documentatii de urbanism pentru imobilul in cauza, precum si a oricaror documentatii tehnice de definire a scopului solicitarii.  Potrivit Legii, certificatul de urbanism nu tine loc de autorizatie de construire/desfiintare si nu confera dreptul de a executa lucrari de constructii.<br />
Termenul legal de emitere a cerificatului de urbanism este de 30 de zile, iar valabilitatea lui se stabileste de catre autoritatea administratiei publice locale intre 6-12 luni de la data emiterii, in functie de complexitatea proiectului. Valabilitatea certificatului de urbanism se poate prelungi o singura data cu inca 12 luni. Cererea de prelungire, redactata pe un formular tip, la care se anexeaza originalul certificatului de urbanism, trebuie depusa la autoritatea emitenta cu cel putin 15 zile inainte de expirarea termenului de valabilitate.<br />
EMITEREA AUTORIZAŢIEI DE CONSTRUIRE (A.C.)<br />
Autorizatia de construire constituie baza legala pentru executarea unei constructii si asigura aplicarea masurilor legale cu privire la amplasarea, proiectarea, executarea si functionarea acesteia, reprezentand un act de autoritate al administratiei publice locale.<br />
Proiectul pentru autorizatia de construire este un extras din proiectul tehnic (are un continut cadru stabilit prin Anexa nr.1, litera A din Legea nr.50/1991 republicata) si poate fi elaborat numai de arhitecti (conductori arhiecti) cu drept de semnatura si de ingineri (subingineri) de specialitate.<br />
Pentru obţinerea Autorizaţiei de Construire solicitantul, orice persoana fizica sau juridica, trebuie sa depuna o documentatie cuprinzand:  - Cerere tip pentru eliberarea Autorizatiei de Construire;  - Anexa tip la cerere completată, stampilata si semnata de proiectantul general;<br />
- Certificat de urbanism si plansele anexe (plan de incadrare in zona si plan de situatie) vizate spre neschimbare; - Act de proprietate (extras CF) ;  - Dovada achitarii taxei de autorizare si a taxei de timbru catre O.A.R.;   - Declaratie pe propria raspundere privind inexistenta unor litigii asupra imobilului;<br />
- Autorizatia de desfiintare ( in cazul in care anterior construirii a fost necesara demolarea unor constructii existente pe sit);<br />
- Hotararea Consiliului Local ( in cazul aprobarii anterioare a unui P.U.D sau P.U.Z);<br />
- Avizele si acordurile impuse prin certificatul de urbanism;  - Dovada de luare in evidenta de la O.A.R. (Ordinul Arhitectilor din Romania);  - Documentatie Tehnica pentru autorizarea executarii lucrarilor de constructie (D.T.A.C.) elaborata de proiectanti autorizati- in minim doua exemplare, ce va cuprinde:   1.Piese scrise:  - Foaie de capat;  - Fisa de responsabilitati;  - Borderou piese scrise si desenate;  - Memoriu specialitatea Arhitectura ;  - Memoriu specialitatea Rezistenta;  - Memoriu specialitatea Instalatii &#8211; electrice, termice, sanitare;  - Deviz estimativ;<br />
- Program de control al lucrarilor; - Expertiza tehnica &#8211; daca este cazul (interventie asupra unor constructi existente si cuplare la calcan in anumite conditii)  - Referatele tehnice de verificare a documentatiei tehnice intocmite de verificatori tehnici atestati de M.L.D.P.L. ;  - Studiu geotehnic;   2.Piese desenate;  a. Arhitectura  - Plan de situatie elaborat pe suport topografic vizat de O.C.P.I. (cadastru) ;  - Planuri nivele curente;  - Plan invelitoare;  - Sectiune caracteristica;  - Toate fatadele;  - Proiect imprejmuire &#8211; daca e cazul  b. Rezistenta:  - Plan fundatii;  - Detalii  fundatii.   c.Instalatii:  - scheme de instalatii: electrice, termice, sanitare;</p>
<p>Taxe, termene de emitere, valabilitatea autorizatiei de construire si durata executarii lucrarilor autorizate:</p>
<p>Taxa pentru emiterea autorizatiei de construire: este de 1% din valoarea devizului general pentru persoanele juridice si de 0.5% din valoarea aceluiasi deviz pentru persoanele fizice.<br />
Taxa pentru timbrul de arhitectura: este de 0.05% din devizul general<br />
Termenul legal de emitere a autorizatiei de construire: este de 30 zile de la inregistrarea cererii.<br />
Valabilitatea autorizatiei de construire: Inceperea executarii lucrarilor de construire este obligatorie in maxim 12 luni de la emiterea autorizatiei de construire. Din momentul inceperii lucrarilor autorizatia de construire este valabila intre 12-36 luni (se specifica de catre autoritatea emitenta in functie de complexitatea lucrarilor), timp in care trebuiesc finalizate lucrarile de construire. Valabilitatea autorizatiei de construire se poate prelungi o singura data cu inca 12 luni. Cererea de prelungire, redactata pe un formular tip, la care se anexeaza originalul autorizatiei de construire, trebuie depusa la autoritatea emitenta cu cel putin 15 zile inainte de expirarea termenului de valabilitate. Taxa pentru prelungirea autorizatiei de construire este de 30% din valoarea taxei platite initial. Prelungirea autorizatiei determina ultimul termen pentru executarea integrala a lucrarilor, depasirea lui implica necesitatea obtinerii unei noi autorizatii de construire.</p>
<p>Obligatiile titularului autorizatiei de construire:<br />
Inaintea inceperii executarii lucrarilor:<br />
sa anunte inceperea lucrarilor emitentului autorizatiei de construie (Primaria) si Inspectoratului in Constructii<br />
sa plateasca in contul Inspectoratului Judetean in Construtii o taxa de 0.1% din valoarea declarata a lucrarilor autorizate (deviz general)<br />
sa monteze la locul santierului un panou de identificare a lucrarilor (conform Ord. MLPAT 63N/1998)<br />
sa angajeze un dirginte de santier autorizat care sa supravegheze executia lucrarilor<br />
Pe parcursul executarii lucrarilor:<br />
sa intocmeasca cartea tehnica a constructiei<br />
sa asigure efectuarea receptiilor lucrarilor de constructii si instalatii conform Programelor de control primite de la seful de proiect<br />
sa plateasca esalonat in contul Inspectoratului Judetean in Construtii restul de 0.6% din valoarea declarata a lucrarilor autorizate (deviz general)<br />
sa prelungeasca autorizatia de construire daca este cazul<br />
sa efectueze receptia finala a lucrarilor<br />
La finalizarea executarii lucrarilor:<br />
sa regularizeze taxa de autorizare pe baza valorilor reale a lucrarilor de construire, cu cel putin 15 zile inainte de expirarea durarei de executie.<br />
sa inscrie constructia in Cartea Funciara<br />
sa declare la organele financiare teritoriale constructiile in vederea impunerii ( adica sa inceapa sa plateasca impozit pe ele)<br />
dupa caz sa obtina autorizatii de functionare ( daca in cladire se vor desfasura activitati economice)<br />
sa urmareasca comportarea in exploatare a constructiei</p>
<p>EMITEREA AUTORIZAŢIEI DE DESFIINTARE (A.D.)</p>
<p>Atunci cand eliberarea amplasamentului in vederea realizarii unei noi constructii, impune demolarea unui constructii existente, este necesar ca inaintea emiterii autorizatiei de construire sa se solicite o autorizatie de desfiintare (demolare). Certificatul de urbanism se poate emite separat, sau unul singur care sa cuprinda si demolarea si autorizarea.<br />
Pentru obţinerea Autorizaţiei de Desfintare solicitantul, orice persoana fizica sau juridica, trebuie sa depuna o documentatie cuprinzand:<br />
- Cerere tip pentru eliberarea Autorizatiei de Construire;  - Anexa tip la cerere completată, stampilata si semnata de proiectantul general;<br />
- Certificat de urbanism si plansele anexe (plan de incadrare in zona si plan de situatie) vizate spre neschimbare; - Act de proprietate (extras CF) ;  - Dovada achitarii taxei de autorizare si a taxei de timbru catre O.A.R.;   - Declaratie pe propria raspundere privind inexistenta unor litigii asupra imobilului;<br />
- Certificat de atestare a valorii fiscale a constructiei care se demoleaza eliberat de catre serviciul de taxe si impozite locale din cadrul primariei;<br />
- Expertiza tehnica – in cazul constructiilor alipite de alte constructii ce nu se demoleaza;<br />
- Avizele si acordurile impuse prin certificatul de urbanism;  - Dovada de luare in evidenta de la O.A.R. (Ordinul Arhitectilor din Romania);  - Fotografii ale constructiei ce va fi desfiintata  - Documentatie Tehnica pentru autorizarea executarii lucrarilor de desfiintare (D.T.A.D.) elaborata de proiectanti autorizati- in minim doua exemplare:   1.Piese scrise:  - Foaie de capat;  - Fisa de responsabilitati;  - Borderou piese scrise si desenate;  - Memoriu de prezentare ;  - Memoriu specialitatea Rezistenta;  - Expertiza tehnica a constructiei ce va fi desfiintata &#8211; intocmita de un expert tehnic atestat de M.L.D.P.L. (Ministerul Dezvoltarii, Lucrarilor Publice si Locuintelor);  - Referatele tehnice de verificare a documentatiei tehnice intocmite de verificatori tehnici atestati de M.L.D.P.L. (Ministerul Dezvoltarii, Lucrarilor Publice si Locuintelor);  - Evaluare cost desfiintare;   2.Piese desenate;  - Plan de situatie elaborat pe suport topografic vizat de O.C.P.I. (cadastru) ;  - Releveu Planuri nivele curente;  - Releveu Plan invelitoare;  - Releveu Sectiune caracteristica;  - Releveu Fatade;<br />
Taxe, termene de emitere, valabilitatea autorizatiei de desfiintare:</p>
<p>Taxa pentru emiterea autorizatiei de desfiintare se calculeaza conform legislatiei privind impozitele si taxele locale si reprezinta 0.1% din valoarea fiscala a constructiei sau a partii de constructie care se demoleaza. Autorizatia de desfiintare se elibereaza in aceleasi conditii de valabilitate ca si autorizatia de construire.</p>
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		<title>Legea 50/29 iulie 1991 privind autorizarea lucrarilor de constructii</title>
		<link>https://www.geometrica.ro/en/legea-5029-iulie-1991-privind-autorizarea-lucrarilor-de-constructii/</link>
		<comments>https://www.geometrica.ro/en/legea-5029-iulie-1991-privind-autorizarea-lucrarilor-de-constructii/#comments</comments>
		<pubDate>Thu, 19 Jul 2012 10:47:48 +0000</pubDate>
		<dc:creator>geometrica</dc:creator>
				<category><![CDATA[Legislatie in vigoare @en]]></category>

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		<description><![CDATA[<p></p><p>The post <a href="https://www.geometrica.ro/en/legea-5029-iulie-1991-privind-autorizarea-lucrarilor-de-constructii/">Legea 50/29 iulie 1991 privind autorizarea lucrarilor de constructii</a> appeared first on <a href="https://www.geometrica.ro/en/">GEOMETRICA ARCHITECTS</a>.</p>]]></description>
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		<title>Despre fazele de proiectare</title>
		<link>https://www.geometrica.ro/en/despre-fazele-de-proiectare/</link>
		<comments>https://www.geometrica.ro/en/despre-fazele-de-proiectare/#comments</comments>
		<pubDate>Thu, 19 Jul 2012 10:44:37 +0000</pubDate>
		<dc:creator>geometrica</dc:creator>
				<category><![CDATA[Proiectare si Avizare @en]]></category>

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		<description><![CDATA[<p><p>FAZELE DE PROIECTARE</p>
<p>Un proiect se desfasoara in etape succesive ce pot diferi in functie de tipul si complexitatea investitiei:
completarea temei de proiectare
anteproiectul (studiu de pre/fezabilitate)
obtinerea certificatului de urbanism
proiectul tehnic
documentatiile pentru obtinerea avizelor
documentatia pentru obtinerea autorizatiei de construire (desfiintare)
listele de cantitati si dealiile de executie
urmarirea de santier
receptia finala a lucrarilor</p>
<p>1. Tema de proiectare – Tema de ...</p><p>The post <a href="https://www.geometrica.ro/en/despre-fazele-de-proiectare/">Despre fazele de proiectare</a> appeared first on <a href="https://www.geometrica.ro/en/">GEOMETRICA ARCHITECTS</a>.</p>]]></description>
				<content:encoded><![CDATA[<p>FAZELE DE PROIECTARE</p>
<p>Un proiect se desfasoara in etape succesive ce pot diferi in functie de tipul si complexitatea investitiei:<br />
completarea temei de proiectare<br />
anteproiectul (studiu de pre/fezabilitate)<br />
obtinerea certificatului de urbanism<br />
proiectul tehnic<br />
documentatiile pentru obtinerea avizelor<br />
documentatia pentru obtinerea autorizatiei de construire (desfiintare)<br />
listele de cantitati si dealiile de executie<br />
urmarirea de santier<br />
receptia finala a lucrarilor</p>
<p>1. Tema de proiectare – Tema de proiectare determina conceptia si realizarea unei constructii si este stabilita de catre beneficiar, exprimand intentiile investitionale, solicitarile si optiunile acestuia, completate si definitivate, prin colaborarea cu arhitectul-sef de proiect si dupa caz cu alti specialisti, cu conditionarile tehnico-urbanistice generate de amplasament, coroborate cu prevederile din legislatia si normativele tehnice in vigoare.</p>
<p>ATRIBUTILE BENEFICIARULUI:</p>
<p>Stabileste tipul si marimea investitiei si formuleaza tema de proiectare;<br />
Obtine certificatul de urbanism CU;<br />
Clarifica, daca este cazul, situatia dreptului de proprietate asupra terenului si comanda documentatia cadastrala;<br />
Asigura conditiile pentru obtinerea de date suplimentare privind amplasamentul(comanda ridicarea topo si studiul geotehnic);<br />
Comanda pe baza de contract elaborarea proiectului;</p>
<p>MISIUNILE ARHITECTULUI</p>
<p>Misiuni suplimentare.<br />
Completeaza tema de proiectare cu urmatoarele:<br />
Date privind particularitatile naturale si tehnico-edilitare ale terenului;<br />
Reglementarile urbanistice cunoscute dintr-un certificat de urbanism preexistent care se obtine la aceasta faza(eventuala elaborare a documentatie de obtinere a CU);<br />
Conditiile de proiectare si de realizare impuse de legislatia si normativele tehnice in vigoare in domeniul constructiilor si in domeniile complementare.<br />
Consiliaza beneficiarul la alegerea terenului<br />
Comanda, in numele beneficiarului, la solicitarea acestuia, studii topogtafice si/sau geotehnice, sau de alta natura.</p>
<p>2. Anteproiectul – AP(Studiul de fezabilitate – SF) – Anteproiectul constituie o etapa complexa de elaborare a proiectului, la care se stabileste conformare functionala, architectural-volumetrica, constructive si nivelul de echipare si dotare pentru noua constructie, ca raspuns la toate problemele ridicate de tema de proiectare, pe care trebuie sa o ilustreze complet si sa o imbogateasca prin solutiile adoptate, in limitele unui efort financiar care sa tina seama de posibilitatile beneficiarului.</p>
<p>ATRIBUTILE BENEFICIARULUI</p>
<p>Analizeaza solutiile propuse;<br />
Completeaza si definitiveaza datele de tema;<br />
Comanda eventualele studii suplimentare impuse prin CU(expertiza tehnica, studii de insertie in sit, impact de mediu, circulatie, etc.);<br />
Avizeaza anteproiectului ca tema pentru fazele urmatoare de proiectare sau dupa caz notifica oprirea proiectarii si achita lucrarile elaborate pana atunci.</p>
<p>MISIUNILE ARHITECTULUI</p>
<p>Misiuni de baza<br />
Propune, dupa caz, completari ale temei de proiectare si variante de solutii corespunzator conditiilor concrete de amplasare si realizare, interpretate conform conceptiilor sale profesionale.<br />
Ilustreaza tema de proiectare stabilind:<br />
Amplasarea constructiei pe parcela si incadrarea acesteia in sit;<br />
Conceptia volumetric-arhitecturala si functionala a noii constructii;<br />
Solutiile de principiu privind structura de rezistenta , nivelul de echipare, dotare si amenajare;<br />
Intocmeste estimarea valorii de investitie.<br />
Alcatuieste echipa de proiectare pe specialitati.<br />
Misiuni suplimentare<br />
Asigura in calitate de sef de proiect elaborarea studiilor suplimentare impuse prin CU(expertiza tehnica, studii de insertie in sit, impact de mediu, circulatie, etc.);<br />
Elaborarea de materiale pentru promovarea investitiei(perspective,simulari video, machete).</p>
<p>3. Certificatul de urbanism – Certificatul de urbanism este documentul premergator obtinerii autorizatiei de construire, emis de catre autoritatile administratiei publice locale(primaria sau consiliul judetean), in care se precizeaza toate informatiile cunoscute privind conditiile juridice, economice, urbanistice si tehnico-edilitare impuse prin legislatia si reglementarile urbanistice in vigoare pentru autorizarea executarii lucrarilor de constructii pe un anumit teren, inclusiv documentele, avizeleacordurile, studiile si proiectele necesare autorizarii.</p>
<p>4. Proiectul tehnic – PT – Proiectul tehnic este alcatuit din totalitatea documentatiilor care cuprind solutiile de realizare a unui obiectiv de investitii, pe baza carora se autorizeaza, se poate pregati si desfasura executia lucrarilor de constructii, se urmareste si se controleaza calitatea acestora</p>
<p>ATRIBUTIILE BENEFICIARULUI</p>
<p>Analizarea si avizarea proiectului tehnic de arhitectura intr-o prima faza de elaborare ca tema de proiectele de specialitate;<br />
Asigurarea verificarii tehnice a proiectului;<br />
Aprobarea proiectului tehnic in ansamblu, certificate printr-un proces-verbal de incheiere a fazei de proiectare;</p>
<p>MISIUNILE ARHITECTULUI</p>
<p>Misiuni de baza<br />
Elaborarea proiectului tehnic de arhitectura;<br />
Stabilirea temelor pentru proiectele de specialitate;<br />
Coordonare in calitate de proiectant general a proiectelor de specialitate si asigurarea conceptiei unitare a proiectului;<br />
Urmarirea graficului de elaborare a proiectului si asigurarea editarii si predarii la termen a acestuia;<br />
Prezentarea proiectului tehnic verificatorilor atestati stabiliti si agreati de catre beneficiar<br />
Misiuni suplimentare<br />
Consilierea sausi intocmirea documentatiilor pentru cererea de oferta sau licitatie in vederea selectarii constructorului.</p>
<p>5. Autorizatia de construire / desfiintare – Autorizatia de construire constituie baza legala pentru executarea unei constructii si asigura aplicarea masurilor legale cu privire la amplasarea , proiectarea, executarea si functionarea acesteia, reprezentand un act de autoritate al administratiei publice locale.</p>
<p>ATRIBUTILE BENEFICIARULUI</p>
<p>Asigurarea documentelor si actelor legale a caror obtinere este numai de competenta sa;<br />
Asigurarea intocmirii documentatiilor(dosarelor)pentru obtinerea avizelor si autorizatiei de construire (dupa caz si de desfiintare);<br />
Asigurarea verificarii tehnice a proiectului-faza PAC;<br />
Obtinerea in mod direct a avizelor si autorizatiei de construire(dupa caz si de desfiintare) sau mandatarea pentru aceasta a unei terte persoane(eventual arhitectul);<br />
Achitarea tuturor taxelor legale si a celorlalte cheltuieli aferente obtinerii avizelor si autorizatiei de construire(desfiintare);</p>
<p>MISIUNILE ARHITECTULUI</p>
<p>Misiuni de baza<br />
Elaborarea documentatiilor si afiselor tehnice pentru obtinerea avizelor aferente acordului unic, cerute prin CU;<br />
Elaborarea proiectului pentru autorizatia de construire – PAC(extras din proiectul tehnic).<br />
Prezentarea proiectului- faza PAC verificatorilor atestati stabiliti sau agreati de catre beneficiar.<br />
Sustinerea documentatiilor si aPAC, daca este cazul, in fata organismelor de avizare abilitate si completarea sausi modificarea documentatiilor conform cerintelor justificate ale acestora<br />
Misiuni suplimentare<br />
Elaborarea daca este cazul a documentatiilor pentru obtinerea avizelor specifice pentru PACPAD, PAD si intocmirea dosarului pentru emiterea autorizatiilor si obtinerea acestora ca mandatar al beneficiarului.</p>
<p>6. Listele de cantitati si detaliile de executie</p>
<p>7. Urmarirea de santier &#8211; Urmarirea de santier pentru etapele principale specificate in proiect constituie o obligatie a arhitectului (proiectantului), stabilita si reglementata prin legislatia in vigoare si este inclusa in onorariul(tariful) de baza.</p>
<p>ATRIBUTILE BENEFICIARULUI</p>
<p>Selectarea ofertelor de la constructori, desemnarea constructorului si semnarea contractului pentru executia lucrarilor;<br />
Instiintarea emitentului autorizatiei de construire si IC privind data inceperii lucrarilor de executie ;<br />
Angajarea dirigintelui de santier;<br />
Asigurarea conditiilor pentru desfasurarea urmaririi de santier si dupa caz a asistentei tehnice;<br />
Asigurarea intocmirii cartii tehnice a constructiei;<br />
Organizarea receptiei lucrarilor executate;</p>
<p>MISIUNILE ARHITECTULUI</p>
<p>Misiuni de baza<br />
Urmarirea de santier conform prevederilor legale in vigoare;<br />
Participarea la receptia lucrarilor executate.<br />
Misiuni suplimentare<br />
Acorda consultanta sau intocmeste cererea de oferta pentru selectarea constructorului, dupa caz poate organiza licitatia pentru atribuirea lucrarilor de executie;<br />
Asistenta tehnica a lucrarilor de executie, conform conditiilor contractuale stabilite cu beneficiarul;<br />
Intocmirea cartii tehnice a constructiei.</p>
<p>&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;</p>
<p>Devizul lucrarilor de investitii – Devizul este documentatia economica prin care se stabilesc toate cheltuielile necesare realizarii lucrarilor de constructii si instalatii prevazute in proiectul tehnic.<br />
Detalii de executie – DE – Detaliile de executie nuanteaza la nivel de amanunt solutiile stabilite in proiectul tehnic, fara modificarea autorizatiei de construire si a costurilor prevazute prin devizul aprobat de catre beneficiar.</p>
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		<title>Sfaturi de alegere a amplasamentului pentru constructii</title>
		<link>https://www.geometrica.ro/en/lorem-testing/</link>
		<comments>https://www.geometrica.ro/en/lorem-testing/#comments</comments>
		<pubDate>Wed, 01 Jun 2011 11:37:50 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Alegerea terenului @en]]></category>

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		<description><![CDATA[<p>Vestibulum elit lorem, volutpat eleifend rhoncus a, commodo sed arcu. Proin convallis consequat lorem, vel condimentum ipsum porta ut. Fusce vestibulum scelerisque neque, at porttitor nisi auctor sit amet. Cras tincidunt bibendum consequat.</p><p>The post <a href="https://www.geometrica.ro/en/lorem-testing/">Sfaturi de alegere a amplasamentului pentru constructii</a> appeared first on <a href="https://www.geometrica.ro/en/">GEOMETRICA ARCHITECTS</a>.</p>]]></description>
				<content:encoded><![CDATA[<p>Amplasament / teren<br />
In momentul achizitionarii unui teren in vederea construirii unei cladiri sau in vederea renovarii si modificarii celei deja existente ar trebui sa aveti in vedere o serie de factori, dintre care cei mai importanti ii enumeram mai jos. O parte dintre acestia pot fi usor cantariti de dumneavoastra, altii sunt tehnici si aveti nevoie de opinia unor specialisti pentru evaluarea impactului lor asupra calitatii si valorii terenului in cauza.Echipa noastra va ofera consiliere in acest domeniu, fara obligatii financiare din partea dumneavoastra, in cazul realizarii proiectului de catre firma noastra.<br />
1. PREVEDERILE URBANISTICE<br />
Modul de construire este strict reglementat de legislatia in vigoare si de catre regulamentele de urbanism. Exista trei tipuri de astfel de regulamante:<br />
1. Generale, care privesc intreaga localitate &#8211; P.U.G. (plan urbanistic general);<br />
2. Zonale, care privesc o anumita zona &#8211; P.U.Z. (plan urbanistic zonal);<br />
3. De detaliu, pentru o zona restransa, o parcela sau o vecinatate &#8211; P.U.D. – (plan urbanistic de delatiu).<br />
Planurile zonale si de detaliu pot schimba unele prevederi din planurile generale. Constrangerile impuse de aceste planuri asupra unui anumit teren privesc, in principal:<br />
a) Functiunea permisa; nu orice functiune este permisa pe orice teren. Spre exemplu, nu sunt permise activitati de productie in zonele destinate locuirii.<br />
b) Inaltimea maxima, exprimata in numar de etaje sau distante fata de vecinatati.<br />
c) Retragerile cladirii fata de limitele terenului; sunt zone unde este permisa construirea doar la frontul stradal sau<br />
zone unde se poate construi retras fata de frontul stradal.<br />
d) Procentul de ocupare al terenului (P.O.T.) este raportul intre suprafata construita la sol a cladirii propuse si suprafata terenului<br />
e) Coeficientul de utilizare al terenului (C.U.T.) este raportul dintre suprafata totala desfasurata a cladirii propuse (aria desfasurata) si suprafata terenului.<br />
Daca sunteti in postura de a achizitiona un teren in extravilan sau unul aflat intr-o zona periferica a unei localitati nereglementata urbanistic (in care de exemplu doriti sa dezvoltati un cartier rezidential) ar trebui sa stiti ca cel mai probalil veti fi nevoit sa contractati un PUZ pentru acea zona, ca etapa preliminara initierii demersurilor pentru obtinerea autorizatiei de construire.<br />
In functie de conditiile enumerate mai sus si de alte specificitati ale terenului, Primaria localitatii respective sau, dupa caz, Consiliul Judetean, va elibera certificatul de urbanism, act oficial cu rol informativ ce sintetizeaza conditiile de construire si/sau desfiintare.<br />
Este recomandabila obtinerea unui certificat de urbanism inaintea achizitionarii unui teren.<br />
2. DIMENSIUNEA SI ORIENTAREA TERENULUI<br />
Primul pas in alegerea unui teren pentru o locuinta este comparatia cu dimensiunile minime impuse de regulamentul de urbanism. Acestea se refera la latimea frontului stradal si la suprafata minima a percelei (stabilite prin HGR525/1996), care sunt de 8m latime si 150mp pentru cladiri insiruite si de 12m si 200mp pentru cladiri cuplate sau amplasate izolat pe lot. In cazul achizitionarii unui teren pentru o alta functiune, acesta trebite sa fie suficient de mare incat pe langa aria construita a cladirii, sa existe suprafetele necesare asigurarii: parcajelor auto, zonelor verzi, acceselor sau a eventualelor echipamente conexe necesare.<br />
Orientarea fata de punctele cardinale este esentiala in alegerea terenului, de ea depinzand in mare masura configurarea constructiei, in raport cu functiunea propusa.<br />
In vedrea achizitionarii unui teren se recomanda consultarea unui arhitect.<br />
3. UTILITATILE URBANE<br />
Este recomandabila achizitionarea de terenuri care sunt racordate deja la utilitati.<br />
In cazul in care acest lucru nu este posibil este bine de stiut ca singura utilitate cu adevarat obligatorie este curentul electric. Chiar daca, la limita, exista generatoare cu combustibil lichid, aceasta nu este o solutie viabila. Toate celelalte: apa, canalizare, gaze si telefonie/internet/tv, pot fi asigurate prin solutii alternative racordarii la retelele urbane. Apa se poate asigura dintr-un foraj de adancime , apele uzate menajere se colecteaza intr-un bazin vidanjabil subteran care se goleste periodic, sau intr-o statie de epurare de dimensiuni reduse, iar incalzirea se poate face utilizand multiple sisteme cu combustibil GPL, lemn/peleti sau alti combustibili. Desi aceste solutii exista si cunosc o dezvoltare si o rafinare a solutiilor fara precedent, ele sunt relativ costisitoare, atat dpdv al costului initial cat si prin exploatarea pe termen lung (vidanjarea, combustibilul), marind valoarea investitiei. Daca exista utilitati intr-o zona relativ apropiata de terenul vizat , costul racordarii la aceste retele este destul de ridicat, astfel ca si pretul de vanzare al terenului ar trebui sa fie mai mic.<br />
4. CAI DE ACCES, VECINATATI SI UTILITATI PUBLICE<br />
Indiferent de natura functiunii, accesul la teren este recomandabil sa fie facil. Este bine de stiut in cazul terenurilor amplasate in afara localitatilor, ca nu se pot solicita si obtine acorduri pentru accese din drumurile nationale in orice situatie, sau in cazul in care acestea se pot obtine, costurile investitiei cresc prin amenajarea de intersectii, podete etc.<br />
Nu achizitionati sub nici o forma terenuri fara cai de acces (de preferinta domeniu public sau servituti).<br />
Daca nu doriti sa cumparati un teren pentru o investitie industriala, este bine ca acesta sa fie ampasat intr-o zona nepoluata. Daca vizati un teren intr-o zona aflata in dezvoltare, trebuie sa va asumati faptul ca pe o perioada de macar cativa ani in zona vor exista santiere producatoare de zgomot si praf.<br />
Achizitionati terenuri situate in zone fara poluare.<br />
Prin utilitati publice se inteleg dotarile existente in zona: magazine, parcuri, gradinite, scoli, transport in comun etc. Din acest punct de vedere sunt avantajate cartierele vechi, unde aceste utilitati functioneaza deja. In cartierele noi pot aparea, cu timpul, utilitatile necesare, dar este de luat in calcul cat de indelungata va fi acesta perioada.<br />
Pentru locuinte este recomandabila achizitionarea de terenuri in zone ce beneficiaza de utilitati publice.<br />
5. NATURA TERENULUI DE FUNDARE<br />
Se pot realiza cladiri in orice conditii de fundare, indiferent de natura terenului, cel putin teoretic. Problema nu consta in imposibilitatea construrii ci in costurile pe care le implica acest demers. Intr-un astfel de caz, costurile constructiei cresc semnificativ in functie de calitatea terenului de fundare, in unele cazuri impunandu-se solutii foarte costisitoare. Pentru evitarea unor astfel de neplaceri se recomanda intocmirea unui studiu geotehnic inaintea achizitionarii terenului, studiu intocmit de catre un inginer geotehnician.<br />
Daca aveti indoieli sau suspiciuni legate de natura terenului de fundare comandati un studiu geotehnic inainte de achizitionarea terenului.<br />
6. GREVAREA DE CATRE UTILITATI<br />
Exista terenuri grevate de utilitati, adica traversate de linii de inalta tensiune, magistrale de gaz sau altele, de regula situate la periferia localitatilor sau in extravilan. Ce trebuie stiut este faptul ca fata de aceste utilitati trebuiesc pastrate zone de protectie obligatorii, cea ce presupune interdictie de construire sau indeplinirea unor conditii specifice pentru acea zona. Daca liniile de inalta tensiune sunt vizibile la fata locului, marea problema o constituie utilitatile subterane.<br />
Daca aveti indoieli sau suspiciuni legate de existenta unor utilitati ce greveaza terenul pe care doriti sa-l achizitionati solicitati informatii oficiale de la compania ce gestioneaza acele utilitati.<br />
7. AMPLASAREA IN ZONE PROTEJATE<br />
Unele terenuri sunt amplasate in zone protejate (rezervatii naturale, sit-uri arheologice, sit-uri istorice), cea ce presupune ori interdictie de construire ori permisiunea construirii in anumite conditii. Aceste cazuri nu sunt foarte frecvente, dar totusi exista. De regula centrul fiecarui oras istoric este constituit in zona protejata, ca atare este nevoie de obtinerea unui aviz suplimentar de la Directia pentru Cultura si Patrimoniu National in vederea construirii in aceasta zona.<br />
Daca achizitionati un teren sau un imobil intr-o zona protejata trebuie sa o faceti in cunostinta de cauza.<br />
8. ACTE SI STUDII<br />
Pentru autorizarea constructiei unei cladiri aveti nevoie de actul de proprietate asupra terenului (extras CF), o declaratie pe proprie raspundere ca terenul nu face obiectul nici unui litigiu, o ridicare topografica intocmita de un topometrist autorizat si un studiu geotehnic. In cazul in care terenul se afla in circuitul agricol, in vederea construirii trebuie efectuata scoaterea terenului din circuitul agricol. Daca terenul are o suprafata foarte mare si nu se intentioneaza utilizarea in vederea construirii decat a unei anumite portiuni din teren, este recomandabila divizarea terenului in mai multe loturi.</p>
<p>The post <a href="https://www.geometrica.ro/en/lorem-testing/">Sfaturi de alegere a amplasamentului pentru constructii</a> appeared first on <a href="https://www.geometrica.ro/en/">GEOMETRICA ARCHITECTS</a>.</p>]]></content:encoded>
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		<title>Sfaturi despre alegerea arhitectului si constructorului</title>
		<link>https://www.geometrica.ro/en/lorem-ipsum-dolor-sit-amet/</link>
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		<pubDate>Tue, 31 May 2011 11:57:33 +0000</pubDate>
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				<category><![CDATA[Alegerea constructorului @en]]></category>

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		<description><![CDATA[<p>Lorem ipsum dolor sit amet, consectetur adipiscing elit. Sed ac urna euismod ipsum vehicula fermentum. Proin a sapien ac elit scelerisque porta. Pellentesque habitant morbi tristique senectus et netus et malesuada fames ac turpis egestas. Donec eget diam dui. Quisque sit amet erat a sapien fringilla congue. Cras elementum, nibh quis varius mollis, lacus purus luctus magna, ac porta ante elit at massa. In blandit risus urna</p><p>The post <a href="https://www.geometrica.ro/en/lorem-ipsum-dolor-sit-amet/">Sfaturi despre alegerea arhitectului si constructorului</a> appeared first on <a href="https://www.geometrica.ro/en/">GEOMETRICA ARCHITECTS</a>.</p>]]></description>
				<content:encoded><![CDATA[<p>Alegerea arhitectului<br />
Arhitectul este persoana care are capacitatea si talentul, sustinute de o pregatire profesionala , de a concepe volumul si de a modela spatiul in toata complexitatea sa plastico-arhitecturala si tehnico-functionala. In alegerea sa trebuiesc avute in vedere,cel putin, urmatoarele criterii:<br />
pentru a avea drept de practica arhitectul trebuie sa fie inscris in Tabloul National al Arhitectilor;<br />
fiecare arhitect are un anumit stil caracteristic ce reiese din lucrarile sale, deoarece gusturile sunt atat de diferite va sfatuim sa alegeti unul al carui stil va satisface<br />
experienta este iar un factor important – un arhitect tanar este mai indraznet, mai inovator, dar lipsa de experienta poate sa creeze anumite probleme, in schimb un arhitect mai experimentat poate fi incorsetat in propriile idei si solutii uneori depasite de progresele tehnologice<br />
firmele de arhitectura care executa proiecte complete, respectiv si rezistenta, instalatii, au sanse sa conceapa un proiect unitar fara diferente intre specialitati<br />
recomandarea persoanelor cu care a mai lucrat este de asemenea una bine venita, dar este relativa<br />
vizitarea constructiilor realizate de arhitect va poate da o idee foarte buna asupra stilului si profesionalismului sau, dar din pacate beneficiarii fac modificari in timpul executiei si cladirea s-ar putea sa nici nu mai semene cu cea proiectata, asa ca ar fi mai corect sa cereti sa vi se arate proiectele autorizate<br />
pretul de proiectare este de multe ori singurul criteriu luat in calcul de beneficiari, desi aceasta abordare este din punctul nostru de vedere total gresita. Nu va asteptati sa gasiti un arhitect bun la bani putini.<br />
Recomandam alegerea unui arhitect cu drept de semnatura, a carui stil va place si care are colaboratori directi in domeniile conexe. Economia de bani in faza de proiectare este una nesemnificativa si nu poate duce decat la cresterea semnificativa a costurilor in executie.<br />
Alegerea constructorului<br />
Firma noastra va ofera consultanta si in acest domeniu, in vederea obtinerii unui raport cat mai bun intre calitatea si pretul oferit de constructori.<br />
Alegerea constructorului ar trebui sa se faca prin selectie de oferte, in baza unei cereri de oferta intocmita de catre beneficiar impreuna cu arhitectul, adresata mai multor potentiali ofertanti. Numarul acestora se stabileste in functie de exigentele investitorului, dar de regula, nu mai mic de trei.<br />
Ofertele diferitilor constructori se intocmesc pe baza cererii de oferta ce va cuprinde : memorii tehnice, caiete de sarcini, antemasuratori, plansele desenate inclusiv detaliile de executie. In analiza ofertelor este profitabil sa solicitati consiliere de specialitate, pentru reducerea costului constructiei. Exista doua moduri de plata a constructiei: pe baza unui pret fix, negociat la inceput si prevazut in contract, sau pe baza de situatii de lucrari realizate, conform preturilor din devizul oferta. Prima varianta are avantajul lipsei batailor de cap cu privire la costul final, el fiind fix, dar are dezavantajul ca, pentru siguranta profitului sau, constructorul prevede un pret mai ridicat. In varianta a doua, se platesc doar lucrarile executate, dar cineva de specialitate (un consultant) trebuie sa supravegheze ca situatiile de lucrari sa corespunda cu realitatea din teren.<br />
In lipsa unei antemasuratori constructorii vor oferta doar pe baza planselor desenate cel mai probabil lucruri diferite si va fi dificil de comparat ofertele.<br />
Conditiile contractuale pot diferi de la un constructor la altul. Este necesar ca toate punctele sa fie clar definite, cum ar fi: modul de plata, avansul, termenele de executie si penalitatile, posibilitatea achizitionarii materialelor de catre beneficiar, medierea situatiilor conflictuale si altele. Si in cazul contractarii este recomandabila consilierea de catre o persoana de specialitate<br />
Recomandarile sunt utile. Discutiile cu persoane care au beneficiat de serviciile constructorilor pe care ii considerati optimi pentru propria lucrare sunt importante. Pe cat posibil faceti vizite la cladirile in cauza si discutati problemele ce au aparut pe parcursul colaborarii cu constructorul.<br />
Recomandam sa alegti constructrul impreuna cu arhitectul, acesta avand acelasi interes cu dumneavoastra, de a obtine o constructie cat mai apropiata de proiectul autorizat. Pe langa acesta arhitectul are deja experienta in discutiile cu constructorii.</p>
<p>1. OFERTA CONSTRUCTORULUI<br />
Ar trebui sa cuprinda si sa expliciteze cat mai concludent urmatoarele aspecte:<br />
- prezentarea generala a firmei: atestarea desfasurarii legale a activitatii de constructii, nivelul de solvabilitate, nivelul de dotare tehnica si forta de munca<br />
- prezentarea principalelor lucrari realizate: de regula cele apropiate ca program sau ca si complexitate cu cea a solicitata de catre investitor<br />
- recomandari de la alti beneficiari: pe care investitorul ar trebui sa le verifice pentru a se asigura de autenticitatea acestora<br />
- insusirea documentatiei tehnice primite: lista de intrebari si observatii legate de proiect, care se vor clarifica impreuna cu proiectantii<br />
- modul de asigurare a organizarii de santier:<br />
- propunerea contractului de construire: care se va clarifica cu investitorul<br />
- graficul esalonat al lucrarilor de executie: termene de executie<br />
- oferta de pret: sub forma de deviz pe categorii de lucrari<br />
De regula pe piata, mai ales la lucrarile de mica anvergura (locuinte) se practica oferte gen X euro/mp, dar acesta abordare are un grad foarte mare de aproximare, el fiind propriu doar pentru estimarea ordinului de marime al investitiei la faza de anteproiect. Unii constructori au tendinta de a subevalua indicele de cost pentru a face mai tentanta oferta, sau in alte cazuri il supraevalueaza pentru a avea o oferta cat mai acoperitoare. In primul caz beneficiarul se trezeste cu constructorul solicitand sume suplimentare de bani sub amenintarea ca nu mai continua lucrarile, iar in cel de-al doilea caz beneficiarul cu siguranta plateste din start o suma prea mare pentru serviciile oferite.<br />
In mod firesc costul constructiei este partea din oferta care-l intereseaza cel mai mult pe investitor, dar care nu trebuie sa fie neaparat hotarator in alegerea constructorului. Costul trebuie corelat cu celelalte raspunsuri cuprinse in oferta: bonitatea firmei, seriozitatea contractuala, termenele de executie, experienta in domeniu, nivelul calitativ al lucrarilor, dotarea firmei etc.<br />
Daca numarul ofertelor este suficient de mare, ar trebui excluse, in opinia noastra, ofertele cu pretul cel mai mic si/sau cel mai mare, dupa clarificari cu ofertantii si numai daca acestea se situeaza intr-un ecart nefiresc fata de media celorlalte oferte.<br />
Recomandam alegerea unui constructor competitiv, cu siguranta el nu poate fi unul foarte ieftin.<br />
2. FIRME SPECIALIZATE VS. REGIE PROPRIE<br />
Legea va da (inca) posibilitatea construirii cu lucratori angajati direct de dumneavoastra, indiferent daca beneficiarul lucrarii este persoana fizica sau juridica. Acest mod de lucru se numeste regie proprie si are avantajul major al reducerii costului final cu o parte a cunatumului profitului si cheltuielior indirecte ale potentialei firme de constructii si al tva-ului adaugat peste acestea. Regia proprie are si dezavantaje importante: in cele mai multe cazuri nu exista un contract intre dumneavoastra si lucratori si, prin urmare, nu aveti pe cine sa trageti la raspundere in cazurile neplacute; nu aveti nici o garantie a calitatii lucrarilor; nu aveti nici garantia ca echipa angajata pentru lucrare isi va termina treaba, sau nu o va abandona intr-un stadiu oarecare; va trebui sa va ocupati direct de achizitionarea unora sau a tuturor materialelor etc. In cazul in care faceti o lucrare in regie proprie este foarte important sa apelati la un consultant de specialitate pentru a putea controla mersul lucrarilor, atat tehnic cat si financiar.<br />
A doua posibilitate este sa angajati o firma de constructii pentru realizarea cladirii. Dupa cum rezulta din comparatia de mai sus, singurul dezavantaj al acestei variante este pretul.<br />
De asemenea foarte important in alegerea constructorului este gradul de dotare cu echipamente, unelte si utilaje al firmei, deoarece lipsa acestora duce la realizarea defectuoasa a lucrarilor si implicit la cresterea consumului de material si al costurilor.<br />
Recomandam realizarea cladirii cu o firma de constructii specializata cu referinte bune in piata de specialitate.<br />
3. DURATA MEDIE DE EXECUTIE<br />
In principiu o cladire mica (locuinta) pe o structura clasica (zidarie portanta/mixta) se construieste la rosu in 3-6 luni, acest termen fiind generat de conditiile tehnice de punere in opera a betonului. In cazul constructiilor pe structura de lemn timpii de executie scad considerabil, chiar si sub 4 saptamani in cazul in care se utilizaeza elemente prefabricate cu livrare direct in santier. Timpul de executie in cazul structurilor metalice se situeaza undeva intre celelalte doua.<br />
Astfel constructia unei cladiri pe structura de lemn sau metal se realizeaza fara efort int-un singur sezon.<br />
In cazul constructiilor clasice de caramida este recomandabil sa se execute la rosu pe parcursul sezonului cald, iar pe parcursul sezonului rece sa se execute instalatiile si racordurile la utilitati, urmand ca in urmatorul an sa se execute finisajele si sa se faca darea in folosinta. Acest grafic poate diferi in raport cu solicitarile beneficiarului si situatia concreta din teren.<br />
Nu recomandam executatea finisajelor pe timp de iarna sau in conditii de umezeala atmosferica.</p>
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