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mAwFY1sOnqkcv8qP/0dXP5QrcllWvmnl6Zi8D0tPylTG7yPQ7xzSc+6p2qb0ua3OysrsavEc5zb3M+/itXdyM8998tt3qa2sWPUDbxHmmqig1UXv25ppQN51MGsrJ2qxdM++PxYmXGy9v0CbHfjOGa1nh/zI9GL28V1OXmz7NPNMyJLp+Tag3K7ycp97y+uauOlrOlF1j0fC6Yf/ZxdMPVCqPmX5mVt6Tu5+6zYBuxUejzbo1/flvKg243tbLneasvZxWV5XhYROdSzPTn+EzSwPbs0Leetfracn74hZ1vfyqOyTEfkHFJ1nuh3Dnm+sS4ze6eKxMFDMrOyGuyzLb9nQXdXS75y/cyX7PnOZK/BsSME3bvdSIG3HTDh+jjVbTMs598E2Hq/AKFOmRjf/rBtAE1KHbOpfGXrse3h+lAOLMgP7R/lkwOWPiLHDoq82Oi9D6YXQb24eXrhk+mpyJ2tNfkv23Ritrz7dHxWTsgT+WejSAKvGxurfpm0fHwebMkHNrYz+z9bkBNP2/JH6k1wYvxHZYH9lRUN3M/J0TJLHf3mcjbe78nvQfC++RxSdZ7odw5Zkz/a4gLmlhybC/b5bENeHJyXE9nziWvLtdNZnxa/7p7/sGuN5cuVkxQ7SaQWY28CLBgP0+Pk2w4XYLuy4zM8XmNpU1UmTIfCMTo0vcDKZfky+LT535dPunecemzIP0/L1T70o+e51uflnaw1ubto55bP5drVbFvP3Tlg6/jxFK5X8WM1XFJ8+8PaPzUtsinI1ru+7o126Nljefi03h3gR6s6vWMh0lZxZ7lnKln0HFJ1nuhzDtF+Zvvxbyre3ntI7q9m0Xjp+eNsvTUre8p06NHVC3J/7jJTTF4T2z7wTp0gUvkmPBnVOXHE2kmxNusswHYVHqdhOiYsE6bHZtOFNwuGl9fl5MdB1F3ekVpbOtXty9XuRU8/wt7TicmnZE/krlNnvmcZCDy/853cFpu6spCdHIKpLcAW8teqcD3Gj9F+y0QcPyfn557I7dO2n8j0D/Hbs+X0Ddl3qSIw7yjGf/yNdyh1DlFV54mKbTrNLfi07Z0jLTfdxO6Ix/un554rK/NyvmLuOnaXbR94m2FOCP1ORqOwk51fqvKB7Sg8TsN0TFgmTMf0277Z5o9eNRh+2Ip9FFvckdIvJRX7uSUn1y/IF3dqfESdebEcfilML5RPZKZ1pEy35H+LvVNbgK2m18TUmArzbfxZvk+HSyiVP6ij39g+iukfVzS4rprjnZWTix/WHsc9dE65BfC6lG/E0+eQ4end9s40FJNPk1mX/QOf+SOeEc51/zEpd4pMtjddkzgHeoZVNkyDsO0FZa3NoZpC2haeKyG6ZiwTJgenU7zCD96bcsvS9PyafSj2OLj5G7ZGfmgdUjW2o/Li7qfj7n5Y2O9rM88vSG/dOZkFmX2TfGxL7YnHWthMBymY+MxVq959sXCLADPxt33ycC6eMPbHccpM/L2dDaOX7ovbhw/lz9PXc7PlXmV5xBVdZ5IbdO77f5uuNFzkMjDx2vlNBN7E+9l57nv9ObCLX5V6TUzcuC9VQPZBpUtdU26r8P2C2ha7FiN5Xmx7bG8kJ4nYoHAZhp0n5Lb08HPcT1Ylft2lyxb8p8Myy7a0V8sMPnHv7GpJb0XyhMLP8oPl+bl/kVrq6hT60tdwBaIjbNwfKXGo43F2BJTta0eHdMfRn6dJD7taxhHZ+ezJ7xc/WtFleeQqvNExbaKu9n7j2Tnr/bP8ks+zWRzsG/T2b5kXvdrZ6J3vEcfsAVtQ08gw7ZVt17qRJUyar+AraTHrV9SeV5seyxvOPq72pGgW7k7WLpc16kf+c8HnpOj+jOEnS9FqmKqSPHxb3H3u/NFp/ziOy1vhxfKfA5qdlHOP5IO75jrnTLmeGN7iY27WJ7nx1C4TE45Bi/6MZp58LPcrvzyZDHuulO+KnTmkPe+ES/mT5eJqnNI5XkivS19Nzuj002yQP/+08j55sG3WeAvcvLrxG+eY1cb6R/o6MC2AWuD3KdT63VpHV9XVdX35UxYX/k2YnXqGLVfwKQM+9/vYmOln2HqJOm8TP8PNoz+fm4QiA/0zy/ygL77zyq624J/oFO2sS9Pl3fe84+U5+Xk4rrcrvrnIMAYDDt21ahjcdT6+ZiMvEHt/COrTeN7Xs7nQW8mGL8dbuzbP6DppfPC3RcwN+0j2O5sOockzxMqvk379Pus+9UU3f/y3k6b+T5eLpTPoTinPGzdkk9fnoo8l1LFP/3B9lb3H+iM5T9XAtg+6ly8q94ohuxiPEyd3aL3AgpMRt3Ae5xj0drabWMWaBqBN/CaGuWuGQp6J+unvb13xl/03AEDxo+xC+xcdQNvomoACBz9uPh31Xo3cE4/YuafWwAAxoDAGwBC+b+vd18+Y4oJAGAMCLwBAACABhB4AwAAAA0g8AYAAAAaQOANAAAANIDAGwAAAGgAgTcAAADQAAJvAAAAoAEE3gAAAEADCLwBAACABhB4AwAAAA0g8AYAAAAaQOANAAAANIDAGwAAAGjAG68y5XqPX/8q1wDAAAAUOWj998r19IqA+/D+/bIW29yUxzYSVbX/5bZ6XfLFICdgrEL7Fw6fusE3kTVAAAAQAMIvAEAAIAGEHgDAAAADSDwBgAAABpA4A0AAAA0gMAbAAAAaACBNwAAANAAAm8AAACgAQTeAAAAQAMIvAEAAIAGEHgDAAAADSDwBgAAABowlsB7rvVhcqkSbu9XflCp9gbJH3efAAAYl6prVL/r16Svb9p+ahlV2EbYfmz7OFg7Ve0Nu03V6WedMt6g5TFZY7vjvdL+bdOSEjsINK+qzjC0vXBfqf1MYv/AdhYbh3UNW7duvVQ5zR+l38Bu0cQ4sPHWbzGxPL2u2rXVr0+C308V38+wv3XpPsJ6w7QzKv8c6uw/LF+nDsZrW0w1sT/8OA8G30bYpl9XYb7fplL5wE4WXjj8cW5LjObbhS0sr8u4+bZ1v/0uqnU8uur6fLVd5qq2XHP70+WLO2tZ/prcXbR1T8t/Lneflclc2UZPuyLP73wuc4vL8rxMA6PS49Me/XoolRcLHkM25mzc+bTPV7bu85pU9Rp4vt9+fVCxer4PVf1J5WmbsW1Vqp6DtelZ+VQdTNa2mePtD4JxHAzWXthumGdi+XbAhvnAbuGPa3+s2xIKT+Jheb9NaXm/pPKMz7P1WLuj0AD4yvoZuZ63e1lOrFzoBtTPNuSFzMv5cp+6/PDZTLEtakr2HHwiDx+7gFzbOHhIZlZW5VGZpYH7H+0nMtM6IvvLHGBY4bjw6zG6zcaVsvoq3Baj262Mrfu8Kr5c3TpVqtrzz8mE5euwOrEl3G50Xffr++D7EdJtsfoq3GY0z/Jj20O+zTrl0YyxBd52QPilim33j2Ge57fXYeV9vVheim6vGjTA68aPiX7jx9M6tsTSXqycV2fs9vPvyyci01NlANySw3NZWPxyI0/JxktZO7hX3ilSNczIB61D3fqZ54/bWbMLcuzguvzXuRO+If88PSTHjlQF8UB9fizYetXYsLGkZfy60nSd+uFShy+bqtdv3yHfnmdt+Lb8PmP7jrE6sSXc7vnnYeu+LyGrr2X8utJ0WN/v0x77sTZ8ecvzbaM5Ywm87WCILSlhGf9o66Owdnx7sbwU286Bid0oPPH6dLgYPyZ0PSznl1FYff9o61Vj15er8s7eQyLrG+WUj7b8viJyYraVp55vrLugvMKDb/N9XXsgsn9q2rVXBPb7plpZQC7dO+H5nfRpeftAkQRGYePAxkKYruLL6HqdsaVsfPklZHmxbZNmfQ8fVRP9stfP79+nq/gyum79jNUf5LnE6ivLj23D5L3xKlOu9/j1z7/k8L498tab6dg89ofXP2Qq3+j2MB0z7EFR54A0g/Q37DewHa2u/y2z0++WqWqxY7rqOLexEtueaqufQdpK9UtV9W0TDZwv3stWDsnJmz/KJ2VArHO/r2SBeMfBM3J9aSELxHWO9yl52LolP0z9nNUVOd8+J0fzQjqne1n25O3o+qoc1m26j+W9RX1dX52VlW+KAB+IGXTshvTY9+MkNWZidVVY1upXtZOqY+spsfbqiLVpfTSxPqmwXMjXq9pP2L6pUydVP1ZXhWWtnLVr6yrWdpjXL43h6fj96P33ylTayHe89Q9mi5fKN/rH1kVZGV8nVa+OsB1rK5WvYnnA66bqJDzsCTocW2Ha8+cFv24sL8xXqTZD+RcrNQjOy38t8l33C5T/rWcPc5c7bZ2fviFn/Zck298FQbcq5nn/o7NN8vnd5VSV47Ny4ulL+TdbfbR6r3NXHRgXO97rHPeeHd9+6cePvdQYDIXth+lhxNqzdf9o/dNHy1NWx5f3aRMrU4evMwjbh19CsedSxb8Gtq4s7fPQnC37cqU/YPSPb+nUgTDIQWJl/VKV30+/gxvYDXQ8hOPSa2Ic6D5sP7bux6rlWZnB9U4t0TnanyzMy9rSz/JI15eytt1d6aOz89lOu1+SXHua1Th4T37q+XWTYp73i421cn63fYFS54/fk98faEB/SPZM5ZnAlkld88KxHwrHXZhOsbFr+w3TJpZXl9Xzj76tfn0clLY3bF9jUm1pftj3QZ+LlveLieWhOVsWeBs76PQxtj4Mf1DZgeUfw23A6y4cez49qlibPh3y5VTdsVrV5kjcly1nFr+WH74+I7L0Xc9PCOo877X2z/JLW+d3d79AqfPJX2w8ln+yIPwD5nejAamxomPDb/PjrO748qrGmm2zsWvth+lR+T7E9jNpVa+Bl+qL1vfbrL0wf1BhvzQd5mHrjBx42x809YcO80M2QGzxeV4srx/bv2831SfLj20DdjsbX+EyDmF7Pm15Nu700ZdLjcfhx2nxKyb3V236yJrcXb6XNTgrR8vf39YvTBqdIrLpJwAPLMiXiyK3v3O/yZ1PK7kn95/Oy+HjZV5m/5GWSLstL+p8YRMYUr/x4MeVsfEV5sdU1fcsXadNT8vXraP7sP74Or4vYb9GZfu0dnW/fZRZ3v4nK3dMD+lX1ndbmXqtonJa3yO9yAH1bCqDjbLszLG8sPyyrcH7BZ2TPtxEBr1mB+0flh+kPpatk75o9/ckpPrF8pxfUpuT18up5e05Kv2ZZGLxXjX5Ypcjv6O9/7PFrJA+4Z835lyovO8s4fwpwgPTMm+p09kH/O7MWb+WA+PfTt+TWpcaL4v52m+bbf6YdmwvqZ9Wb+EecPy+1DWB3v0ecOyPlq7fjF+3YTbfdraM7H6SvN9uRTrmxfW1bQvY9v00RZLozkj/aoJgO2nzi8j6Ik2dkKOCU/uVXXDsjGpfYVtxtoadF/ATjLIr5oA2F7q/qoJgTewy3DxBnYmxi6wc9UNvImqAQAAgAYQeAMAAAANIPAGAAAAGkDgDQAAADSAwBsAAABoAIE3AAAA0AACbwAAAKABBN4AAABAAwi8AQAAgAYQeAMAAAANIPAGAAAAGkDgDQAAADSAwBsAAABoAIE3AAAA0AACbwAAAKABb7zKlOs9fv3zr3INAAAAQJWP3n+vXEurDLwP79sjb73JTXFgJ1ld/1tmp98tUwB2CsYusHPp+K0TeBNVAwAAAA0g8AYAAAAaQOANAAAANIDAGwAAAGgAgTcAAADQAAJvAAAAoAEE3gAAAEADCLwBAACABhB4AwAAAA0g8AYAAAAaQOANAAAANIDAGwAAAGgAgTcAALvcXOvDcq1XKn9UVe322+ek+gRsBxMJvOsOmmEH16D1tHy41FG33HYxyHMDVHi8DHr8DFM+XOqoW24nGOR5Ayl2HFUt3kr7t015mo7lj2KcbQG70ba6460D1i/DitXVk4stMeG+rY1Y3qgeXf1QvrizVqZUW675/Swuy/NyS0G3fyuPHnzb05fOcrWdP9rz03Xjy1kaaErseNv6sdg73irHYja2ejxbli/K8fn8zufdcjo+ixK53m3d7brOOMW4hGMpTId8vh5jvt44jzl/HPv1UCpv3P0BtpORAu9hB41us+1+XWldOxkMImzDp5XtJ8z3/L5tPUyPSoPuKytlIrcmdxcvyIvFW+U+bslJuSFn/QX/2Ya8OLhX3jl+rtOPfLl5RmbkkJz8uFUW7KXP1Zeveu54vfixEHu09WH4urHjztqv2ocds349TA8nGG/ZGJKlU3LtQbH1+Z1luX/wjFwvt82sXOhsy228lLXpKdmfvQk+uzQt58u+nJ+7J1fcG+Z/Xz6Rmc6Y1uWcHC23hfR16JZjnGLy7JizcejTo7B2dFF+PSbcp9VX4TZgt3jjVaZc7/Hrn3/J4X175K03q2NzP1D8ugrToary4brRPEvHysaE22Pl/T6qVO2nmt5Ju5Bd1OflhNyTF61b8sNnM+W2Xnq37Gy7JdeXFmR/mf5evg7KawBxSh66dvzrknpNUvnYPVbX/5bZ6XfLVLXweLB01fFjrJytq1Q9E26Plff7qFK1n/p6x5G+Mf5pr42pzWNMt/8++5t8dTxPdumnURclC8Q1wC7q/bMQKZfxr1nq9UrlY3cbdOz2Y8eQLxseV/2ONatb53js1yffn6p+hOuqzv6BraTj96P33ytTaSNPNek3UHTd0sPSdlKDzu+3ivWjqi9+P7YepkP92vQOX8raWPpY9pTpetbkj7bIsSNBkP7gZ7n9dF4+dcF4qo9ev+14/djxW+c4rjrGtH6d48vGTNX+/H5sPUyH+rUZ9eyxPHx6qBxfa/LfepEd15bfV+blcCSYfrR6L+vAbHlXe0P+ydrcM5UnNkn13+u3HVB2LNnxEqZNmBeOwTA9rHD/YbqKL6Pr1pe69YGdYmxzvOsOmnCAh+m6bB++bRO2ZX3wSz/D9iutJUcjF+zNNNB+IjOtI/nd7uIiPi1vH8gTpTW5u3xPZhY/Tn58DVTxx7aNh9i4qHP8az0tV6e+lgmXfqyvdfpSn96Vzto8fUPW5hbkEze+9k3Zm9kZeXu6XFU25atM5srvXVxZcVO+tJw8kdunu/3uma4CbLFw/IVpL5Wf4seqX6/Dyg9bH9gJxvrlyjqDJhzgYXoctK2wD7ElxffJlpR+2wf16OopuS1n5Eu7k/1gVe537qSVeu7SAYOLHbc6JjSvamwMyrdn4y62pFg/ZLSb3uvGflkScvfkpPrFzZ/iTLi+eOsTOcNccm+d3FpOgu0P5e7z7I8nQeu3724Wfb55hl5cbHcBoxROIbCdJWwTJ06ddk4rD8eC/l4CRZgtxlr4D3IoNFBXrU9FCuv6dTJwpe19fAxRttLLZOmc7mvrMzL+XJud563sS4ze4PPrPXCfrAlH/TcBQfGQ8eHLqljXvPDMVRV3pe19fAxxsZdbBmfLABfmM86str5VZIXG/YrJ71TT/QLk9274YHjH8vJg0/k4eOsbh6M/9i9i37giByzbcAY6fixJZZO0TEUltF0bGyNf8xtlmo/1k9gpxtL4D3ooPH5qbrjMEzb1i999EuK7mMczyH/QmX+Kwn+1w/i87vz+aT6ywplehCTfL2xs/hjQdfD47zquB/UMMed7d/GoC0puo9h9qNvbiWfQhJMLSkVwXZ6fndBp4T5aSqbVW0LDfM8gLpsHIXHWdX4GlWqbe2D32Z9CvOB3WLkwHvQQeO3+3Uvlk4NQM0Py6uqOv2EbY7SVh36Swmbg+6MTimR8M52cRfuxGz8JwRN7HWZ9PPAzqLHgh0PqeMizK86hjQ/PObUKMdd2Obox3Axt7s757otvyx1v1NxdHZe1tqPi58FLKd05V+SDKd86dxu9/OB+c8QShGY57/h7X+LP28nHrTHXrPRnyOwmR1X/njTdL9jrU6ZlPDYDsWOdU0zBrCbjRR4DzNoND9cQj6/zgDU7VrOjGPQWpv92tJto+1L76Tp4z25Uu6vWL6VR/abwXk5U9xZq8M/h37PA68fPSb8o0qtqzrHkB1zpk6dfvxxXNWWbuu/L53bfVnkoo2LC1lAfbn7U506ZUR/R1+3uS9ebprydfycXG+1i3LZcnZJ5OTN4o3z/s9+7Nk2d7otx8ptMf756dL/OeB1FztOLG3HkefLh8dbuIzK90vXfTrch9/mWR+B3Wjk3/FO0UGTGlQp/erUGbBenYFrA9zai+1j0P0CW6nObwH7Y16FYyC27g06Jnz5FG0n3LepygN2i0F+xxvA9lL3d7wnFngD2BpcvIGdibEL7Fx1A2+iagAAAKABBN4AAABAAwi8AQAAgAYQeAMAAAANIPAGAAAAGkDgDQAAADSAwBsAAABoAIE3AAAA0AACbwAAAKABBN4AAABAAwi8AQAAgAYQeAMAAAANIPAGAAAAGkDgDQAAADSAwBsAAABowBuvMuV6j1/KtcAwAAAFDlo/ffK9fSKgPvw/v2yFtvclMc2ElW1/+W2el3yxSAnYKxC+xcOn7rBN5E1QAAAEADCLwBAACABhB4AwAAAA0g8AYAAAAaQOANAAAANIDAGwAAAGgAgTcAAADQAAJvAAAAoAEE3gAAAEADCLwBAACABhB4AwAAAA0g8AYAAAAaMHLgPdf6sFzbTLdVbR/EoO3065d/3EpN9KHOPrbDa1HHTulnKNbvnfpcAADAcN54lSnXe/z6519yeN8eeevN/rG5BhAr7d8668byQnUCjrCu34eKtRFur9p/altd1kasH6F++xpHf0yd/hi/T9+HWBvj6F/dvum+fNlw376vo6rTp9j+6/D1wjrhczTjeF6r63/L7PS7Zaq/qtez37ZQVf/DtmJtx9pMqdrXdmfPcyc/B4zfoGMXwPah4/ej998rU2ljCbxjYhdV0+8CnErH2ozlKZ+v6ymxunWF+7Z0qk+qqi/eKP1SqT6MK38Yvq1+7dp2/5gyrv6pfv1Sdcp4vrx/PmHeuNS9eMf6EqrqZ7+00ry6tG6sjZi65aqtyd3FU/LPwm/y1fEyS9pyrXVB7pcpNbN4S374bKZMeUHZg2fk+tKC7C+Tz+98LmeXnhQJt833PVw3g7wW2D0IvIGdq27gve3nePuLj12MTN0Lk5bxi88bhdXXfli/KOth2zfvg+xvFFoG+H+NR227ftZp/xWstfGLzuB72esz1v5PPzfPnUcGO1nuM3qVdWxpU46JtX2aIqg+/bTMmmebcgLmZfzrl/xoFvrX5AXWVBelLslJ+WGnL3aLjY/+DYLuqfLdoJtEfocbX+6TOY5AwC22kiBt11w7SLRL+2F28K00YuQsny7KFna1i2t/DZ7DMvE1CmTYv0MH7eCfx62HqaN9jPWZy0zqecQ9sUvnqZjffMm1cdxiz3PWF5TdH/62vnXt85rGZaxelV17bnF6qaEr0uYHsmzZfmilQXd0/Nyoszq2Hgpawf3yjtlMm1GPlnyQfmMfNA6JLK+Ic+z1PONdZFOO73b9Hnbc7H1QV4bAMDONVLgrRcHf4GwtOWFaS/cFqZDmm8X3X51/HYTllGjXMRHqRuj7fllVP518Y+x1yFk+x93n5S2Y/0I+2Vpo2m/X98XW3YK/xztecbymuRfw2Ff0zr19LnZdl/eL6HwdQnTMam2NpuST29mbX0zW6a78oB5eqozXWRY+6emRZ6+lH/z1Jr80X4iM60jnXb7PRfVbzsAYOcZ+1QTf/GrfyFMszZ8m96o7Xt1LoZGy/l967rVDbfVYfu2xdO2hnmew/bJ1/GPoWH6lWqrDq0bLjHD9GuSrD9+qcpvQvgahumYsH++Tr+6flvdOv41Gevrc6AlRw+U64F/Xz7JOnihs7+5xeX8LnV/QXB9/Jys3NwrP+XtFPPI41NWAACvk4nM8R7komoX0zBtfFtV7fUTtqvpUdpTvn7Y1qhtj8qen72mPr2VfH+sL7G8UFjGL9udvu6pJdzeJP/61XkttX9h+djihelB+NekzutTp0y1NflvPXuYu9xp6/x09dxs8+jqKbktZ+TLMrjWL1bOfSfyZdnO4dXstanRDgBgd9uyL1fahU2XWDpGL+JV21PqtK1igUNdVtcvVcJyPm15ZtjnbFLrId8XLWePKVXbUrSOLZa2R5+v/P79tlieF8vbSvo8Uku4vWnha9qPLxfWjbWhecM8r/A1CdOTUczbXvmmVaZFjs7OZ09iVR7l88K7fbj2oCyQ0SD7ysq8nO/8osnmqSVHPz4jMyvLcvdZmQEAeC1NJPAe90Uy1k54kY9d9MN6Pj1sQOCF7YVLP7E6uoR0P7H8uqqep26z9nUZZF+j9MvXtf2GxtH2dqB98c/VL2HeThD7W1VJPS9tJ/W3Cl8Tv55i7Y2dfknywIL84PpkPz9Y/GSg/nrJOTlaZI3NRJ4LAGBLjRx424XTLhJ2YfLLqLQN248X7tv4vihN+7KxOkrzrU4/1o6xffhlXOr2KcaeU6qNcJuta/9TdUy/7SmxtjXd7zWL1YvVGbZfk1bnOW4HVa9f7G9QR+rvZG3VeV0m/9rp73L33s1+tHqv58619+jqh4mgu/gVk7X248788Ec/35C1gy35IDK3PHZcDPs6AwC2t5H+gU54cai6MPoLbOqC4uvHyvi6sX2n2jXD1Kkj1U7V/nS9yij9qnpett+q9mP9HKU/pt9zNrqv8DmEaTVq3+r2R9k+Yv0Yht/3ONrzhvkHOibsi3++sfXUoxerF6pb36TaGUzxD3DkUsU/0NH53m7qSdfmf7RT0N8ALwJxDcyvrBS54T/XidHnZEZ/btiJ+Ac6wM5V9x/oTOw/VwLYGoNevFOBranalmJ1+rXtabk6bZuwXWCnI/AGdi4Cb+A1xcUb2JkYu8DOVTfwJqoGAAAAGkDgDQAAADSAwBsAAABoAIE3AAAA0AACbwAAAKABBN4AAABAAwi8AQAAgAYQeAMAAAANIPAGAAAAGkDgDQAAADSAwBsAAABoAIE3AAAA0AACbwAAAKABBN4AAABAAwi8AQAAgAa88SpTrvf49c+/yjUAAAAAVT56/71yLS0ZeAMAAAAYH6aaAAAAAA0g8AYAAAAaQOANAAAANIDAGwAAAGgAgTcAAADQAAJvAAAAoAEE3gAAAMDEifwfwBtEksqMJCEAAAAASUVORK5CYII=)
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wbaAfRXq2fJLgS9B83IvbTPnCKhk/DqmrBUz3Z3k7aZ/Y1eT5JReDMDa2dX1ThPzr+raRONeljtQ+vE9aZ9sMt+2+x3yuzPGPhh9ypvRvVlY1k2d6ierAeyJrSWJK1zUskxjzYk3LJB6liEy2VrcK3FfmaX3q4mH1tm2J6ars0/eTTrbNErHT7Die3lJ2kqpcRDjJLyBk5aFHmZF6ltWezxYJ27dd9qmQ58gz/5PKRQq+kMF5nU7rMs/zOXwjdqUvlrSFpL9jp4PYBjnLWWbljO6Xv3hlCSF+dJ+Qb0HbC9LPQ9uKjd1afyyX4rXXZW9HAq9cCLN/WUge02UZ7MVYxXM8C9sm7NPFfXHsH3oz6s+vCo7pcVhN9MBq8LG1JQS/nlbP7bp40n5D9dSY9OxWmRfrbKkjtU9oLrZYu7chW0P/8Xr8nXjVrvhQtERnNzudxHTgPeFYssXDyjkOBYlLi41X3oZsBW0vSD+LthO93VpfDOukeO2VGV/T6e0e3WRj8rh8hWwvO58trszt0eLUx1f3Vkyy9i/oPvf/QL1Zf+Gfr+DRCZm87kuQdCtWAkm/0NIWvRcwgvRnxF4T8yMysdk2Mr6UkMzSZL7BYJ4HLJeb7DNLh9Tdm5XIP/3IlQF8G3ZtQq8xy0Ox0Sb0OtAlhmfPJQVtG+rXZO158FVs8tZFth5/doc0+P1cCuLwlQV9tXuqLtPFdGD7NFnHYmu3go1L1osf60tkYrNtZHwpIZkmda55TFc+rBwTP+WwiPsZbfZiWfUO01f8NqyQdCtWtqHiIYEscN3KBJFJwEjQ2Lbty3LPHyPjWTyZRdtwXZeQbDWKK3ST+VWAMf2+nVDHCcbxdT9LwuQWaTrj6+qfYMhPWuVi44Wnn/MBzeDXXsefxIKVa2K6UMxqYv3XYdV5sTxUQni2Ut6b/Fvhwy7dBL4VfvyjRzQcUv4l2BryD1H51feC/Lm6cm3HdGC7cNzp2Jc4tHJGy+w2hOi5rxSvHRvLwnLpJ9i2h9dHl5BsFYqLCPoZNr5DxKef7JyTX6Gb0K0ox7/pdtJZum0aZ0zXlWfSlf8MXlOr3eFqAeWXKKLIN2Bky4TqjNcWma5rtEzbCrZPnQ8h5MOr261HTLcq+bfwMr950V8TUt9yrX5ztvxWrIjsN/LyfsW3kRbfJCpL5RtCy98u0t8IZGwbFPCx9AjJGU+XIpN2zLfANqlF0HUhRebZCCHdpvrE/CSj15cUE+vFt2Kri6RYr7J2im/aVXyob9pV1p/xHdOB7cDH3iMk14iNvIZS99Byz9b28/zEZCFfVq91HnX6xpg1Vl1LxXlMdPMlEDmfMYtvkC+vvYX/6l97KLDfmrXt9lD7d+w4Y9efGnQ7VBck27dyxuqkLbDck3lou5CNhu21nW6LL2/8GCnjfij4gdP8z/uob8iCjWDjy0PHVszW+orFZJMYDM0xdV5MbC5MnX+PUB+Wx/rWzRWApkjceWhdKD51X08Xs9dou5CNIHMRdFv82HYKdeN+OPhv5PFfifiif4+10W/FgvbAf7iYvz6OP4gKAACgTfAjFfJH978iSOwAAAAAAFpC0p87AQAAAAAAHx8kdgAAAAAALQGJHQAAAABAS0BiBwAAAADQEpDYAQAAAAC0BCR2AAAAAAAtAYkdAAAAAEBLQGIHAAAAANASkNgBAAAAALSEN0vsYr9DJzpr4/VJ+T27FJt12cYYTYjNR3QpNjG0DddDJURMx2i9ta3r+5HZ1L5wPymbYpO+6qgbS+9fXYlh9SH7Oj8AaFaJu1CxpMpCaNsm/Zqwit+mfdbZZ1vAgqSfFEs9aKEfH7aEdJ485oeJzS00hoZtPB+6b9MxmhLzr7FzCo0d0wkpNkyd3ab01q6u30eG516H3TevT91x08gxtNhjGmLTx5rHkjmFfMd0Gm3n7YMeJ2W8kA8ALLF4YrQ+ZOvJU2UhrG2TviHYRwo8Tmy8kC7VP+Ptm+4v+tg8vjLJiV3dwbM2uq1fEAvbiG1dH+2f0faWkM6OwXVr29RmXVJ8xcbneoiQ303NP3UeFjt2Xd9NzHUbeMc15Vin2Gi0vdStj6Y2myJ1DD2nEKL3/IX8emjbkD/wteE4SMWLl1CMefElstiY3hiC53PT1I2Rsg+M58P6jo2lx0nt89VplNjx1sMedG1ndYzX1sRshZCcSdVJ3dqH+rNcCPlfBT0PDztHOw+tY2zb4y1sUufh2TEpfT8ysh91pByTOrS91K2PkE+WC03GTCE2ppWvKpO23lpiPkL+wNcmNUZC8SJy3grS1n012k/Mbype/ybUjRXzH5q/RmysbUjOeDquW2y/r8zWrtiFdIy09TaE7VeHtmdsH2/cUB9vbGsr1Ok1Mn4Ma6PbMV0ItvFYxU/Ipkl/a5vS9yPizTv1ONRhj4+GdTKO6Lx5MJ4fayvU6YUUO2vDbWufIhM/jJXbvozYi073F7x+4GsSiyMbb4yOq7q6kCrzYDshZi92KT6F2Bya6qxMt1N1XA8R6g/e6Iodo9u6n7aN9dGkylP8aZnUPTuG5Yy111gbIST3EL/SxyI67Uu3dT9ta/toYjqhqQ3XU7Hzk7rno24OH4mUY+Dtjz4WKYSOXcg3Y+011kYIyUOIvYfnm2V1fcRO0P08uSZky3gy8LWpiwmr122uhwjFXqhPaA66n956iO+Q3iM0H0F86XFT+6yLHZPrdgtKOLGr4+DgoLLVhHS6bW1ifbTOK5qmbUbLpM5bWzxC8nURv57/kE63rU2ojyamE9ax8eSbGvMjs6391vZS560tHiH5pqkbx9OLTOusHbdTikba1kYXAJqi4yYUQ55cx5zVh/wwtk/MdhVSxhZSxvb6xIqHyLXeykJ9vyrv9nfsbPbNhREZb6XotkX6Sn/b9vD0ehyN9afbIvuI8Ny847UNUsfWx1FKTP5Z8ObuyTysnS4WT96WOOb5x+al91OK17ZYvW2Dr41dF16pI2ar5U1jjvvZPtz2xlkHmaMtFj0X0dutN1/Z2pKKNxdgKBO8KDor9oroNJ4uZCtoeaiuCcljeH5DW02qTGBdTK8RO+lji+g0ni5k6/GWNiyTIjTxlWLbNur23cp12/a1W02qTGBdTK8R21jRePpQ0Uhb6+zWYuXSN2QPAFMXH1ov9dBWY2UxWyZkL3j9WBbyFyJmn6Kz2xBWH7IP2YW2oKDRFTsvy+Zi0dk612VriWXeoT5NaeJDz/c94HG9YpF9Yp3M19vPJvu+SfTceQ4yxxDWRvoxsv0syL7EioVlsePTFDl+m/SZAo+nS0imsXqvaOT4ydbqU9DHhrfiC4BV8OKnaUxJHHrxHJJrNhnH7McrFk9mCdnIfKWE9k/LtZ21D/X/spQJXpSUbDhkY+U6ww7pLE3lmtgYUg9tBdsWQvKmpPhJnYO0eRvzG9MJ69jY8W2b0TK7Zaz9Z6Buzp7e7nOoaHRb6qGtYNtCSL4udX5Zn1o8RG71nr1nG6oDINTFRUoMeXIrk3bIhyXVrikxv1pXV7dbDcus3JNpQn70FixY+8+dsE6wNrbfKm3B+ha0TQjpq/1LP27rOmPtpC5Y+3XxxhBkLMabh5bF2tpPHbqPHVPQ/rwxYv08nfS1upD8o6KPQQi9L/Z4xI6PyG2d4bauM6E+grVfB/GVQmxOHiG72PxtH89H6vjgayDxlEJKLGl/NhYZlum64Mks3njroucbw8411Lb7YdseqX30OIxtf3WSEjsAAAAAAPDxebdvxQIAAAAAgM2CxA4AAAAAoCUgsQMAAAAAaAlI7AAAAAAAWgISOwAAAACAloDEDgAAAACgJSCxAwAAAABoCUjsAAAAAABaAhI7AAAAAICWgMQOAAAAAKAlJCd2/FtsoZJCip1nU9evyRxCNOm/7lig3aTER8hG5HX6VKx90/7MumNugpDPtxgLfE1isZQSZ3X96woAm6TRFTv+kV1b3hIOeB4jFvgyj7dYHLLodInJPzvj60O6HueVbJ+uiatg+7xVPG8auwZkziH5qtjjEfOnx7TF6gHYVhzIeYqL1wZgk/zvNaOsR4ktgJTg5P4hO+ub7ax9rL9QZ2PHYbyxQqTaNWNM14d9GpYt6vTo4f6C9rMqJ1r9uaKg03ug+4uXrM+Adh/u6YINGU7GMuNOt0s0nNHJkm5GvSUZ0c3TJR0XgsznIx1xe0kHQngxZdExo+0l9kLYWPPiz/b3fIZkGm8e0s/ahmhiuw6huWpkLqE5bWuu4GMTiiUdH6G6IDJPx8T62Pq6TO/O6fSWKu/1+jxSnD/kJDClu/NTup0Ure7NE13mb/h8Ltj0+QVsFU7sUjg4OChrVUJyS52d1kudt1KkHaNOL2g78W+LIHUtY0LyZvx9HZxl412N3PboSus0o9erg7PXwd+y+XfwejZvFz50t9xPNs+zeQfuclb1PbpatLl+cJWNAuoIxYXgxUcoZmJyr4hO0HUm1LZyjfXnFY20U+Xrov15vlkWKhrbBl8PHQOx+FhVx3A7taxN/r7Nvhbnhur7fPXcwOeFxTlBn1Pe4PwCtkrtrVj+NMFF13XRckHrtS4ml088jHx64a0UaYewPlLRvqVotE/eShG5tRfELoXukXym2afvJ52ynsj0js5PR+oT1D7t7GUfqh7lRuqU/s061Ot1afL8Mpf9GU2os/utbGcfsB6Hah4F/7JPf7If+S1asDYSMxIbcnxDbYbtJc50PQXttyl2TG9clukxpIjc6yM2KYit2Hv+LGJjtwBYdGzZWAsh8cR2us5wW/vQMSgl1LZoP7XIFbKHHukzyMuzfp/X5wY+LxDt7cgltm+025nQ6M+0bJds6PwCtkttYmcDUddtEUK6kJyRAJZg9oLatreFna/drk6RyA37h3R+xwuqWBCVBGvYnx+LwkYzpuvKois4PuoSzf5l3jKmfyizoO/fd6kzfCyfm3uh50mHTr7Pr5vT47BL1bxumPX7L9/Hh142x8Fd4Q8sIa+PxKdt12Fja9240mNrv5bU+dUhc7ZjeWM2RftlZN9k7rZdRxNb0G4ktiS+bLsObcd1iSvPh8Sd2Nj2WnDyld8Ktbc9bfKWpW+7kvYV54BF7lUkbFU2dX4B26bxt2IFHZha7sF6HfgWvRDslqnz/9bI+HY/YvPS+xRj/tJ/glrcnua+TulW+rRj3J1Hl8u3miesk9ilNksrpxNsqZ6Nk/zLVtkkxHlH75enmmyt0P7+9/ppDOjfyyb/qMZ7dF8vY8fadg9Mm8KXfpZruZ9XvGT52y5Ao/5a1S+3rZtsfHDW6++Kt7Y7JNl6/r20HPXY4TG8uaXiu6rt9qfzIPhrZ2HtQdfF44NHa82VuqQPnU+JOYk7mzbo05f4CdfBZxglVUNJ2X5OWCZxVW3DZ5fwNZJTuxskEm9PvCaoRdIKmyr59Okbx3i287LyleDF+Ut7d0sFvnN3i2dnjtXx/Yv6Cc/tzq/BN7JPqFl9l1egOYbrPkimxCv0cUtVr46SPml9umfEU1UIufdhgVvg7zOUpetV38LxP96cbvArgO93eQ4TbDHz7YB0Eh8rBIn3McWD14HUrz2yvCH8jwJK/1l55NJ2b4e8+3V0k6TJ2I7Weq1zOL26ebOL2D7rHzFLhXuI8HOW8+H9q1t3xIZk0tsLD2fUN1D71OQ/JONvhxeXuZ2r44Vl9XtcwvHlw/U6wypX0kGy1u8j3f58w/Sha+88Scyfu5ikch5t2FBE3Qsee0Q1t7W10H74LqN01DcMjIHr59Fr4NQ3SK+V8Wbl/Yn/nUBYJOEYorlNjZlPUgJySxJsXt8WfWVP2NXJGWXx8Xt1Vl+Ga2A3/sLimfq5hfoyvOLZf3zC3gPVrpiJ8HGbS+Qm6J9C7UBXeKNL/OysEzsvTEtYq9LTN6Y/FNT9ono9+LzEH8CyrK3bNmN6VovpvFvunWfW9ini/sb6k5u6Zd6Bi+/fTq8pVt+/kG6HB9Rd9in/lAlk5xc5uOBVbHxpNsikxjR8WLtbV3DfTx5COvTQ8tlXtIv1EcjfXSJyTcB+9Jz47r1r/dBimWTcwLtw4sZwcagxJKVCyzXJSR7C/iZOv2lBk7e5ApbNekLPRe35vkFvA/lt2OD6K9jSxGkrmWaVeUhv3Vty6r6WL86n83hr5ar43s2eC2+NF7+6ROlW3x73HwdnZGvus+NSr+Vr5yXPudjFF9L119Tz7F/7gR/iQZfg08rFzaWh6qM7H+ughaL4TqHiH9qv3WQXym+GabUBG93oKvjY4HKRYt8/RMSO7RxLYxlT9NUiB/joRL9b2+eo55i/MLeB+S/0CxwJ8u+FOJbAXdlk8g3qcXwbOxvmM+tS5GyM6T2zE8Usf9HPAfqPxF9J/34C1YFYkji44biaOUONQ2dTquaxnj2di6xpOzjPHsNSGfq2L9yTw82C40vpaLj03OE3xuvLjRsZYSK3U+6kA8gk3ROLEDLYK/Jp/ndcUvXQAAAADgc4PEDgAAAACgJSR/eQIAAAAAAHxskNgBAAAAALQEJHYAAAAAAC0BiR0AAAAAQEtAYgcAAAAA0BKQ2AEAAAAAtAQkdgAAAAAALQGJHQAAAABAS0hO7OxPo+h26GdTPPkmbDUpNgBsEhtz3NYlREz3lqwy7lvP9S38v9fxBQCAj0TSL0/wG6b8jp3U7TaE1YfsWa4R3xbbV/x5tow3FgDrouM4VNeE4pMJxWisD5Ma26E55T8pd3pL1Huge/NjwV4fmU/quELdfmia7FMquc/xNR32h9S9eaLL41IBAABthBO7GAcHB0tFyz20rS6is2iZZ+f1Yay8rr1VRlf5+PNyNnj9W6pAu9Bx5sWcyKzOs9XE9HV9Nb7t39fB2cHr1ahsGnQfrjcZz2J9aWK6jZOvyavXwC6nkbKu2cbI/w7Oqv24zA9+8VqIPPSaBPk7eD1z/TKj16u57ux1MJ9UdUwp6WNrv1y074zKnNQxt3O1en188Z4JwErUJnYheOFpbDvEfNGWJUSdP62Xuu1T5+Mt4TfyxZtk+Sba+B0bfAa8WAzBeil1xGysTvutKzlO8qFZsnfhk/tyosSxf1Y5y6fNbw6f/J25ja6WEw/PjxQP9mHn1oTRlZMcyaR00uIldoHjXZ0TH9PFGN6xLGzkuBcJVrW/tE3yns9P+hW60LHwjnXldeG6MigSVz0ndZx0rOVzMEmgUJlf6XNpEgCAOpKesePbHrowfHvDyjRaJnXecj+53aJvu4gfKSGZRuTaj7AsH9N1Jju/m5btt2X/4l7d8tmn7ycdotk/2s7o4K2QmOMibR1nXNd6QWSsl+LZrYr2a4vVM+PHIXV/XmSRGUbb+xzTj96M+ud387ie3p3T6eiE/jO3drUvqdv2nP0L+rl3S6fX41LAd1IPqU837m1U7W/Jl+H4R49o9GdpHaa+FseX97TYtX3a2SurTDbv+2zsh1621pOZ0r8Z0d6OOP1Gu51JNsVihvsXP2nv9pQWh4Lfx/pEN5fZ0Rc6dPJd+h/TUbes0gs9Tzq0+61s7u/QHg3pcXFYg/BxmvXPaf52md+2H9HJf2XM8L6qF2P/+0k2ixn9Y/vpv6y2R4td2qXOZETlLoV5eaZJZzc7AgX7fHCHj9keAwCakPzlCe8NU7+RWp2GdXJSC715aj9cQjLBk1lS36y3wcvzhN+9oydS8PGxcefFoLaRGLT9GJHF4lR0tqzHmB6H6oRfYv3rti0Cf4B5OBnRaZbcjcuk7uF+OWHU/awfXReOL5+yNK5Ph1lGI0ndU+DhOO3P81Vh/zudUEKSkURxHHs/HktMcmSVZnjPFMzyZdNFrNE7fLphqh/mCV3ktTp5wQ5kZvQ7SnruV3MKU/0bIKVJ41ltWSSJY1yzFQezS8s3T9kR+o0S+7GZVL3oJNaAydlMpZJ0IqEUlPMtxj3ep64TYsMdxE7nBCWVQBAA8ord1G8Wxyy9UjRaRuupxZNXZvxZFsnf24kcPsBfEokrnjrFYtnIyWE1cVsBc9mSaZvqQXQfVLGjd1qZOp8hPR8S3DTt+Pc24yNKG538py9fa47FtI/vw3q3Jr097no485bP5fGRYxyub5VHrn9GnqPit06naNv/3r7H557vq+l7dJ+J40NALCsdcVOsJ+QxU7kVm8R316xekH71v7rxto6+bfxZtSLfdoFn5ZYjFq0vs52VdjntteA3H69Ka/cpVwMS5mjXKmTK3caWfcpZfPwVbTi9bsxt4zT4FvYHZrwLeGlq1kFncrlVLlSJ1fuSjHDt0jz9xeJvwfqzcrjFbjitbjtqzj+QT11CzhHbr/elFfu3Be2mNtMfbM6v4W6xPIVYoZv+cpt2m/2cmKOvuIIAEih0d+x894kWRY6QclJRus9mfj2itUL3F8Xgeu6n9ZtHSR1X4LUmGOdtpN6KnqcbRIbV5I6vv16rG7LrnunU99+1bdlNTyvupLKKq8HkycjKzw7u3g0o3im7vmlVJTP3C3Qt1/1bdlSrW+B5qjnefOksXzuLYdv+5bVJQrdPOmTpI7fu47VbdnKji4ndTn5M3XPmceS/JZwADX/PCHUxzLXAQCastYVO34jFJn3pij6ujdM7VvqIZmFfUvR9rpdwG9C2/vyBJK69qPj2o+5KqwTva571PmKUduPT/j6xBtB9pF96v0tGNPv2z26Uc/UyTN3v8w603OSfdP+KnPOkorBrEcP6pk6Se68i2Psx5Yw/vOFaUzp7nzxTBi3/4xSnp01/Xj/hkTdI96/4pm62Tz7Kp65ky9DTO8GeeKkn6krkrvSX35VbkiDxbcc1JxM0pgnWF3Kh+XETR1MHmcouozx71vau1HvXfLM3S9J2gNJHWMTyvyZuxPKH/vLPggshs2OS3Egsr3KMAlh/syd6AAA6ZS3ZKPo51+krmVMajvUX6jzI7Bc67x6tW/1OZC3Jn9eJBuvWvC8SFuoxlYo5hYsYmC5eITkTEzn4dnXPWcWmltInoLta/008ZvqZ8lnwvOFMZbW9dIzYVW9vN/YftX3ofLPppS62OviYsetOCje9wqdfv/RcqtLwD7XV5b5flXmpJ7zs/3sa6H1a7xOAHxlGv3yhHwSlk/X9pOxllc+gZdYeciO0b5DNoL202QMANZF4tTGHJMSh548JWa9MSxiwyzZ8RXlwa77DVYmZQ6pxOaq58ikjqnnZ30wrPPG5Vu8g13nKhMAALSEpMQOANA2+PbgKT3/EI/sZU/N/ZMP5/034ADAIB2kfyMHQCgTezTxX/8R2i3+Nzpe8JXKE/5uTEkdQCAdoMrdgAAAAAALQFX7AAAAAAAWgISOwAAAACAloDEDgAAAACgJSCxAwAAAABoCUjsAAAAAABaAhI7AAAAAICWgMQOAAAAAKAlILEDAAAAAGgJbmJnf3uR27rEqNN7rNJH0PNaxw8ATYnF20eIR6wHAAD4egR/eYJPCvpHtr26JXYiCfVhvH6efardp4B/4qhPdIPfrfzU2LUhrLJGBN03xV7gft4cPB+h+QEAAPjkcGJXx8HBQVmr1jUit3rPvs6fJ/NItUvj7+vg7CD3KeVqVKoqjF6vWD9XLver9P07eD2by6+y3iWjq2obtAZ+rUNYXV3bo6nNKmPE+Ds4y33Mi1koo6uF7mzwt5Qy1bVS7Vauq7ycvVa6JVI3LwAA+Aps7Bk7uQIgVw2keFcGxEbqmlAf7VNKTN6cF3qmHj1kY/P4TzddGvbPqfr76FO6O+/TsGxpOr2Hol9ZLvPLcGO6Ph3RyYP4JOqf32VeAFgNjm+OpfdjSn9Ge3Qzj/Ub6g77dF4ulOndOfXpptQ90MnolK7HuYrG16c0OpF1ki+Gcn0V6ypzWugeTmh0ep2tnma8PBP1ZK2ZeQEAwFdhKbGzCZI9kXBd6zUiL95YixKyFZ+i13a6Loi99h1qWzx/yxzT5f0F7ZctOj6iLk3o+aVs5yef4sSU5XxpTP/RjPZoR5x+26XOZER/ls417Dub4zzpyxLCcs5S5OQIPgb6tUlpa6zOti1Wr9u6aJ3Um6D7htmni3v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![产品介绍](http://i04.c.aliimg.com/img/ibank/2013/444/641/1087146444_1196815074.jpg)
热回收螺杆式冷水机组适用场所适用于酒店、宾馆、商场、医院、工厂、影剧院等场所。产品特点供冷的同时提供大量廉价热水多重保护,可靠性高
第三代高效率五齿对六齿非对称螺旋式螺杆压缩机
螺旋转子为经过对德国GHH转子齿形进行了行之有效的改进之后而形成的专利产品,经过平衡机做平衡试验,平衡良好,振动小,噪音低。主副转子采用五齿对六齿,比四齿对六齿压缩机,提高热效率10%~12%,省电25%,此齿形获得英国、美国专利。
![](http://img.midea.com/cn/commercial_product/sykt/lgj/201305/W020130531611943962750.jpg)
技术领先的双螺杆压缩机技术
相比单螺杆压缩机,它具有无间隙损失、容积效率高、运行噪音小、易损件少等优点。
![](http://img1.midea.com/cn/commercial_product/sykt/lgj/201305/W020130531611944627809.jpg)
变容量调节,高效节能
压缩机容量可调节,系统特设可作精确控制的容量控制阀,容调信号源为冷冻出水温度。通过高精度的容量控制阀,密切追踪机组的负荷变化,调节冷媒量。其容量方式可采用四级控制(25%、50%、75%、100%)或无级控制,为用户节省运行费用。
![](http://img.midea.com/cn/commercial_product/sykt/lgj/201305/W020130531611944730064.jpg)
多重自我保护功能
热回收螺杆式冷水机组不仅仅有强大的微电脑控制功能,还具备一系列自我保护功能,保证机组可以安全运行。
![](http://img1.midea.com/cn/commercial_product/sykt/lgj/201305/W020130531611944833922.jpg)