Термостат Shuft TF18/HY

Цена: 6518 руб.

В наличии 4 шт.

Описание

Капиллярный термостатShuft TF18/HY специально разработан для защиты водяных теплообменников в системах отопления, вентиляции и кондиционирования, где необходимо, чтобы температура не опускалась ниже определенного значения.

Данные термостаты предназначены для установки за водяным калорифером. Термостат должен быть установлен таким образом, чтобы температура окружающей среды вблизи него не могла упасть ниже задаваемого для регулятора значения.

Термостат представляет собой прибор принудительного отключения системы при возникновении угрозы замерзания теплообменника. Чувствительный элемент — газонаполненный медный капилляр. Корпус термостата выполнен из высококачественного пластика.Размеры:AAAfYHazeWTzNruzM8/8HwMAgED4P1snW0BXABAMoCsACAbQFQAEA+gKAIIBdAUAwQC6AoBgAF0BQDCArgAgGEBXABAMoCsACAbQFQAEA+gKAIIBdAUAwQC6AoBgAF0BQDCArgAgGEBXABAMoCsACAbQFQAEA+iql8ULFubNytUZnz5+pPt0d3evWbkqLiY2PCR05vTpv92+bfiY/f39v2zbPi5hbERo2JScSWdOnda358SMzLSUVC7/PYDwAV31IneTEYR1xssXLxiGefH8uY+Hp3q7yAHV19XpO+Dnz59HBCk1DjVz+nTtPRvqLxCE5W4yC/7zAAECuuql6WrTpcZG9di2ZStBODwkdHBggGGYUZEjCcKTs7N//PjBMMz+8nKCsKvUqaenR+cBZ0ydRhBOjE9409Hx/du32poakQMiCDdevEh3eNPR8Ufr7yuKipyIGHQFtAFd2fL9+3elf4DcTfamo4NhmPv37hGEnSVSqi4lY8IEgnDZzp06j+AslhCE/378WNUya8YMgvCSRYvorylJyepfvKAroAHoypbJ2dkE4brz5+mvJ0+cIAiPGhmlvk/Jho0E4YkZmdovb29vJwg7EbF64/LCIoLwvPx8+uv1a9dqa2pqa2rm5eeDroA2oCsrqJypyeNVLXXnzxOElQGB6rsVLSsgCEeGhes8SFtb27Onz9RbRo2MIgjvKdutsWf18SrQFdAGdB2awcFBX28fgvC9u3dVjZ8+fqSXrLdv3aItX3u+ernLtR3Wx5qVqwjCCk+v3t5ejU2gK6AT0HVoDh04SBBOiBuj0b5syRKCsLNYUrBk6ZqVq3y9fWhncnBgkOEDvnv3jt6m+nr7PHnyRHsH0BXQCeg6NNERkQThqmPHtTcVFRTSXlyCcNLYxMqjR3WKrc6ZU6dlzi4E4YwJE7o+dOncB3QFdAK6DsGdP+4QhMXYsa+vT+cOfX19bW1t7e3tDMPQJz2qnl5tVhQV0f7kY5WVBt4UdAV0AroOQfH6DQTh5MREjfa+vr68WblzcmerN8bHjiYIX2xo0Hmo3WVlBGGFl7fOC2B1QFdAJ6DrECSNTSQIrygq0t4UHBhEEN62eQv99fTJUwThAIWvaofRo2JClcHr1qxlGKa7u9tFIiUIb9m0qbWlRT1evXypcWTQFdAJ6DoEclc3fTeuVy9focOSwkeERISGEYQljqLmX3/997VuMtVj1drqan1DGlXPXVWAroBOQNchoGP679+7p3Pr762tOVkTveUenjL3jAkTHvz1QH3r4gUL/X0U1MaLFxr0TRioPHJE47C/3b6dNyt38YKFFvpHAQIFdLUs4SGh27dus3UWgJ0AulqQhfPmy91k+p7WAICxgK4WZMO6de/evbN1FoD9wL2uX7582bt7j+rnlt9+O3zw0OIFC+jgdYjhEHvKdq9ZuaqmqvrOH3fo7EKGYXbt2KE93BIwCu513VRSShCuPHwkKz2DPrqAGM4hd5NNnTS5fM8egnD18SrOP2/DCkvpqpoF+u7du2tNTbt3lbUBw4Zfr18/cujwb7dvq6rkvHzxAnQ1H4vrCgAM6MoRoCtgDUBXTgBdAWsAunIC6ApYA9CVE0BXwBqArpwAugLWAHTlBNAVsAagKyeAroA1AF05AXQFrAHoygmgK2ANQFdOAF0BawC6cgLoClgD0JUTQFfAGoCunAC6AtYAdOUE/ur67evXXTt2JMYnKLy8PWXuELYNmbOLxFHkRMTuLq4mvJwWlHRzcrZ0nvPz53LyMeYnPNX178ePA339CMLhI0JmzZihr4YghNViSs4khZe3xFFEEA5RKo19eU5mFkE4fnScRZPMycw6dPAgV59kHsJHXb99/ervo5C7ya5fu8ZhYoD5DA4M0LVnVcXQWWKdi+Hz585pLMlpZ/BR17KdOwnCTVeucpgVwCGJ8QmuUqfBwUH2L7GOriUbNp4/d86ib2Fb+KhrWkqqaonU3t7e3Bkzs9IzIGwetTU19KScO3uWqC1sywbr6DppYnbJho0WfQvbwkddQ5TKiRmZ9Of8vDkSR1GoMhjCtiFzdhE5IHpS7t29SxC+UFfP/pxaR9dAX79JE7Mt+ha2hY+6KgMCp+RMoj9PyZnEcjFywKLQW1b68/179wjCGWlpRcsKhozdZWWMVXTt6+sjCAf6+lnuLWwO6AqwQltX9nH50iUr6Nr1oUvpHxAfO9pyb2FzQFeAFdq6srkYvtHcTPe0zsWw3E2m+uTYJaArwArQlQ+ArgArtHXdU7Z7yPrgRw8fBl05BHQFWKGua8frDqPuXW80N4OunGApXZ89e/beeDAAAQzR0Vd2UMgxDEF5RVKSxf0pSMj2nL1+8YEBXjuBS1/b2dh8PT3qSdv2yY395ubFBTzzoykNAVz7Apa5xMbGuUqdFCxaYfO8KuvIW0JUPmKXrz8GfrS0tNBYvXETPhzldTaArbwFd+YDpul6oq3cWS9TvPGOjRzHm9QwThOfnzw3w9QNd+QboygdM1LVw6TKCcERo2MGKikuNjQcrKgjCXu5yxmxdaURHjqQtoCtPAF35gCm6UiFnz5ylaqEngyDc/OuvnOiaEDeGtoCuPEGnrmU7d9IOwtkzZ2kMkIiLiaWnsr29nQFdOcJoXf+8c4cgnJGWpt5IT4azWDIlZ5KZuio8vZyIOHFMPG0BXXmCTl1FDmjIh3NvOjoY0JUjjNY1YXSczNmlu7tbvZGejNTk8QThlUXLoavJ/tCpK0E4Kz2j7vx5jTESNOhL4GKYQ4zTtfHiRYLw7l27NNrpydhUWkoQHp84DnS1P/TpOi8/X99Lqo9Xga7cYpyuM6dPdxZLtIv0qE7G2DHxMmcX0NX+AF35gBG6Dg4MOEukM6dN196kOhmnT56iZxF0tTNAVz5ghK60k+nUiZPam9RPhrNEShC+1tSkGkHBPkBX3gK68gEjdK06fpwg/Nf9+9qb1E+GMiBgyN5CAzExIwN05SGgKx8wQteCJUsJwj09Pdqb1E+Gl7ucIHz2zJlLjY3GBkF4eWEh6MpDQFc+YISuBh6oqk7GkydP4N7VLgFd+QDHupYWl4Cudgnoyge41LXq2PERQUqFlzfoan+ArnyAS10XzV9AEE5LSQVd7Q/QlQ9wqStdw3N5YSHoan+ArnyAS10Jwgmj42B6ul0CuvIBjnWt2LcPdLVL9OmakpRcW11dWlyiHTOnTQdduYVLXUUOqOtDF+hql+jUVaOciM7ofPuWAV05gktdxyWMNbzbkICuvEWnrscqK+nQ0aWLF/f/l6SxiVTXVy9fMqArR3Cp68J58w3vNiSgK2+B4i98gEtdPWXuhncbEtCVt4CufIDjrqabN26CrnYJ6MoHONZ1yaJFoKtdArryAY519ZS5l2wsBl3tD9CVD3Cpa3REJEE4L3c26Gp/6NT1RG1tf38/6Go1uNR1+9ZtBOHY6GjQ1f7Q0HVFUZH6w9UgP/+s9Az18JC50015s3IZ0JUjOJ5Al5aSSh+dg652hrqur16+JAgrvLxDlcGGw89HQRBuqL8AunICx7oerzxGYL6rPaKu6/1791Q3roZR3eKCrpzAsa5fe77Syu6gq50BuvIBI3Td+csvYuyoc5P6yQj09SMIz5w2PW9WrrFBEF68cCHoykO0dT1y6PD7oTh14iToyiHGlQWPDAvX2a5+MvwVvvSJjglBEJ42ZQroykO0dWUfTVebQFdOME7XzLT0nz9/arerTkbXhy64GLZLtHXNz5uzv7x8yDh98hQDPcMcYZyuxes33Lp5S7tddTK2bNoEXU12iWn3ripAV04wTte2tjYDi24cO1rp56MIUPiCrvYH6MoHjF4wMjkx8dPHjxqN9GQULisgCE/JmQS62h+gKx8wWterl69MnzJVo5GejJFh4R4y9+L1G8zRdX7+3ABfP9CVb4CufMBoXRmG2be3XGOMqKr4y5pVq82ckUMjOnIkbQFdeQLoygdM0ZVhmDWrVi+YO0/1q2pGzqtXrzjRNSFuDG0BXXkC6MoHTNSVYZjz585FhoUnjU3MSs+ghXnCRoQwZleTUHh6ORFx4ph42gK68gRtXXeXlbF/OejKCabryjDMvj17A3396GBuiaMoIiSUgeIvdoq2riOClOxfDrpyglm6qlN3/jxBuHj9BtDVLtE5qunmjZssXw66cgJnujIMM23yFDF2zM7MAl3tD526zpyu4yG8TkBXTuBS1+7ublpQgiAcEqQccjKkdoCuvEVbV2eJVOIoYvly0JUTuNSVMmliNkE4PXWCRnkBNpGTNfF1+2vQlYdo66oMCGR/GQW6cgL3uppz70oBXXkI6MoHQFeAFaArHwBdAVaArnyAA10HBwYuNjSU7dxVVFBYWlySlDCWILxuzVqdiwiyCbmrG+jKN/TpyvJEL128hCCcnTVRvbFi//7r16719vZylSToaojPnz/PnjnLicWqgcYG6Mo3tHUtKih0lTqZf65dJNI1q1YPDg6anyToqpfnz54FKHylIrJo/oLamppXL19+//69v7AAArDqg3vunouHnj5sSMTIJwZFh4e3u7mUmCrnoJHxEid5P93tqq0Q73rnaJRYf4N1686Obk7Oej+P79uzlJgq66oUXc9+7e0/YPHa87aPG7FYVFBOGPH/79djX24KArD7H0jJzWlhaRA1Kf5mUCoKtuTL5pcSJiVd1DF4lU4ijy0KqHKMaO8aPj6BuBrjxBW9dzZ8+eOX36UmMjmzhYUUEQLli6TN8Op06e8vNRiBxQx+sOk5MEXXVw+9YtgnDh0qXHjlbW1tTQOHTgIK18l546gSC8fu2/HYYrioqKlhXQWLxwkaqqcGJ8AkE4YXScRrVhV6lTalIyfS/QlSdo6+r5zyo43Ma+veUmJwm66oCWO3z//r3OrezvXfVdIMHFMA/ROcTf19untaWFTZyorSUIr129Wt8Olxsvtba0iLFjUUGhyUmCrjpYOGq9RJ31bQ1S7RqSv7U8NymITcTTYvP9/kJEFXHczLz5e7yfRtBV3tEnvVdVNJadGygr6+PpPf1JpwrOvLFy/y8/IIws+fPR/yOKCrgLBXXenYLO1avPyEM11v3rhJKzbREDmg6VOmPnv6zMBxQFcBIURdO153LJq/YNvmLTeam/WNmhqOutbX1YkckMLTa/vWbTOmTlONUHOVOv15546+44CuAkKIuqovvSUVkRlTp/12+7bGS4adrq9evRJjxzGxsXSsturetfPt2yA/f2+5h777WNBVQJiga3d397Wmpnlz8vNm5eZkZhGE40fH5c3KLVy67EZzs87xM9zq+urly5Sk5FBlMF1mjUZ0ROS1pibVPsNO1/n5c8XY8U3H/55uq3c1/d7aShDetWOHzuOArgLCKF0HBwaKlhU4ETHdzcNNJnd1Iwi7OTnLnF2oPDJnl9LiEo0XWuje9cePH1cvX1m1YoXCy5umNHPa9C9fvjDDUFdfLcrImqXzV6hpUBgRkT0nQeB3QVEOx1HegfGDsmniA8fcrUX69f//z5M/Pfc93Z2XmpsTE1eTxBeHJOjvprrdDVdPb0maiICIKwwtPr78ePh52uYuw4OfvfP7qGrrHRo/Q9pAVdBQR7XVcuX04Qrjx6VL1R57nesG4dQfhgxQFVi9V6ho8ePixzdnF3cXVzch5Gug4ODBCESzYWq7Zq6LpuzVp9j2FBVwHBUtevPV+dxRL1qy2KvnM9KnKk+kGs+SDnY1dXQtwY+g8ZXrpuKilVbdXQ1cCoCdBVQLDUlY4nv3ihQaNd37mu2LePIPy6/TX91frPXdetWTuMhklo63rr5q2Ef+bTMKCrvcBS13NnzxKEtZ/eDfQPxEaPevTwoUb7+XPnCML3792jv8IgRMNwr6sGoKt9wFLX327fJsZMhd23t5wgrJo0Zwlda2tqgvz86RKnfX19m0pKL9TVv3g+9Kg7HsKNrmtXr9G3c1FBIehqBxh175qZls7ysJFh4Ra9d6X/HRCEqa6fPn5UHzgxKnJk/uy8vbv3mPyOVoaDnmGJo2ja5Cn6dh41MsrLXa5zE+gqIIztGa6trh7ymHQm5qEDB1Ut3Or67etX+ux325at3799o43JiYlORDxpYnagr59K3eHS1cQwTKCvX9LYRH07K7y8J2dn69wEugoIo4ZJjEsYK3JA+XlzWltaXre/fv9fXr18eaO5mS7OkjtjpvoLudW1vq6OIFy4dJn6Ph+7ugjCVceOMwzz/fv3uJjY4aXrxvXrdfYuMAxz5tRp1Z9GG9BVQBila29v7+KFiySOIoKw+gBA8s/0D4Kwi0RavH6Dxgu51ZVeCWvfSMvdZNmZWfTnlKTk4aXrp48fZc4uCi/vtr//Vt/t+rVrrlInA4v2gq4CwoQxw2/fvDl86FBC3JiN69fTwkD7y8v37d27ZdPmxosX6RhADbjV9eyZMwThzaX/6Qft7u4WOSDV3fWw05VhmHt379Jia1NyJv2ybfvWzZvHj0siCAf5+avGEmsDugoI02bkdH3ocpFIPWXurS0tbN6FW12/f/9Op4VdvnSJtnS+fTs+cZy6w8NRV4Zhuj50LV6wkF7/EITdXVw3lZQO9BuqKQG6CgiTJ9A9fvTIz0chcRTVVA3d+cR5z3DF/v0al+IEYbmb7MP7D3SHYaqrik+fPnV3d7M5DugqIMyZ7/r582fao7Nm1WrDe1riuWv18SoPtaKNY2JjHz96pNpaU1VdWlxi+HuFP3CvK3tAVwFh5vR0hmFo3YLJ2dkGlsOx3Kimu3/+2drSYv66HrbFFF0XL1zkLJaY/96gq4AwX1eGYUo2bCQIj4ocqboW1QAGIRrGFF13l5URhFeGHme4OuAkKnrnJXN2NXA52SM0mMHd2cnOfPnaexidYiXrNylclJgq46+Ov+fYLwjKnTVH9oOq2Bxtw5c2gx/twZM7PSM2ikJCUnjI6jER4SGqoMDlUGB/n5E4RdpU4ai24QWDCSf2jrSjv/OY8jhw6bnCToqhsXiVTfn9vdxZVa5y33oFqGKoOjIiJUuqanTqAOZ2dmaSy3oVp0A3TlGzqXtBroHzBtTdCnT55GhIYRhNevXUtb+vr6Av38pSKi83ksS0BX3RyoqCAIl2wsNm2NOcPAxTAPMXMFOm0GBwayM7MIwrNmzGAY5srlywThjevXm3NM0FUvaSmpYux4+OAhDrOhgK48hHNdKatWrKDDadycnAN9/cxcQx101cu3r1+TExMJwnGjYlYWLa+uqmK5duCQ4ePhCbryDZ26Pn70yJwTXV9Xt6dst4+HJ0HYiYgv/TP2yGRA1yHYU7bbS+6hcyS3OQG68g1tXadOmszJuR4ZHlG8YYPcTebm5HzZPGNBV1a8fPHi12vXWa4dOGQovLxBV76hrSst+XmtqcnkE/3H73+o6ki8bn8dFjxC5IDK9+w1OUnQ1QbAvSsP0acrm6UGWdLb20uLDy+YO8+0I4CuNgB05SFW0JWyeOEi+lBXVf+BPaCrDQBdeYjVdGX+qWYaolS+evnSqBeCrjYAdOUh1tSVYZimq020yv7NGzfZvwp0tQGgKw/R1tVZIpU4iiz3js+ePgvy8xdjR/bDEkFXGwC68hCdQ/xnTp9u0Tft6elJjE8gCC8vLGKzP+hqA0BXHqJTV6OuVE0mf3YeQTgzLX3I4a6gqw0AXXmItq4GiuZxzrYtW0UOKDIsvPPtWwO7ga42AHTlIdq67i4rs2YCFy80OEukXu7yO3/oKJFLAV05oLe39/3798+fPXv44GFrS8vVy1fq6+pqa2oq9u8v27mztLikqKBw0fwFebNys9Izxo9LciJi0JVvWGiIv1E8+OuBn49CKiInT5zQuQPoaoiqY8eKN2zUkC0+dnSoMtjPRyF3k7EfOOoslnjK3EOUyuiISNCVh/BBV4ZhPn38GBs9iiC8Yd067a2gq162b92qU7aE0XFZ6RnTJk+Zkzu7aFnBujVrN5eW7i8vP1557PTJU5caG2/dvPXnnTttbW2db99+/vxZu/8ALoZ5CE90pUybPIUgPG3ylJ8/f6q3g656GRs3xstd/s34kWJDArryEF7pyjBM8foNBOGYqGj1EsGgq15SkpItJBLoykP4pivDMCdPnHAiYl9vnwd/PaAtoKteQNdhBQ91ZRjmzzt3vNzlzhJpQ/0FBnQ1AOg6rNDWddTIKFWlSwOxZNEiiybW2dk5MjxC5IC2bdkKuuoFdB1WaOuq8PJWVbrUF34+CoIw/eqzHP39/VnpGQRhKRFPmqh7MWH7AHQFWGHaxfCN5marXTYvLywiCHu4yXp6eqzwdjYBdAVYwX9dGYZxkUhFDijIz//Z02fWeUcrA7oCrNDW9cihwH4tSJk9bUVe4mSxwTL3eTyZxdmq5ctc6bWhPTdU2MT/Dx9OIwFRWgKw9R17XrQ5dRtQ6brjZZJ0na1fTq1asQpZIgXLFvn3Xe12qYruvygkKCsNzVbUSQkq6pkZmWPnXS5LxZuUXLCtauXrOppHR/eXnl0aMnT5y41Nh488bNO3/caWtre/vmzadPnwxMhgJdeYi6rgzDlO3cSeuzJIyOIwgnjU3cX16uHiOClNTVvbv3WC1JVc9wb28vXWd58ULL9ktbGbPGDK9fuy53xsyJGZl0xapQZbC/j0J96dshw4mIPWXuGsLDGjk8RENX9ZtSgvCKIs3p49QWwsVKhezReJCzaP4CgnBq8vje3l6r5WBRLDgj58ePH+/fv3/54sXjR49aW1qarly9UFdfW1NzoKJi965dpcUlywuLFi9YmDcrV0N4AmXB+YcQdWUYpnzPXpEDCgse8br9tdXSsBww3xVghUB1ZRim6cpVNydnuZvst9u3rZaJhQBdAVYIV1eGYZ48eRLk5y9xFB2vPGa1ZCwB6AqwQtC6MgzT3d1Ne8VWrVhhtXw4x3q60lvZZ0+f3b937+aNm5caG2trag4dOLhrx47i9RuKlhXkz86bnJMzYXwKTE/nIULXlTJ75iyCcHZmloXKI1sas3S9dfMmLeNyoKJi+9ZtG9atK1pWkDcrd9LE7JSk5LiY2FBlsJe73ImI2fQSy13dAn39IsPCQVceolPX0uKS0uISKoDGYpAjwyPoaTVcDI1b2Azx37Z5i8gBRUVEvHv3zjpZcQg31STUw0PmrvQPiIqIGDsmPis9I3fGzMULFq5asYI+hq06dvzc2bNNV662trS0/f13x+uOL1aPxXBxfDPESnrmzC2IUzzIHljJy68+edJVIfD897d+9aISsOMauahLur2+1bt+jIh56eHo1KHCYDuvIQfbpmpKXpWw9yzarVfLsYVvHgrwcKL28nIj57+oyls+IQGDMMsEKfrvPy8/W9pPp4FW91ZRim60NXTFQ0QbhkY7FFs+IQ0BVghf3pyjDMz58/p+RMIpZfPYQrQFeAFXapK2X92rUE4biY2M+fP1siKw4BXQFW2LGuDMOcqK2Vioi/j+Lxo0ecZ8UhoCvACvvWlWGYP1p/93KXu0ikjRcvcpsVh4CuACvsXleGYTrfvg0PCRU5oN27dnGYFYeArgArhoOuDMP09/dnpqUThOfOmcNVVhxiuq7JieMCfP04TEUF6MpDhomulKJlBQTh5MTEb1+/mn80DjFdV9oDDtUkhgnDSleGYQ4fPCTGjsqAQMP5d3Z2XmxoUP368MHDgxUHSotLdpeV3Wy+wUkm6pg1Znh+/tyZ06ZDNYnhwHDTlWGYmzduuru4uru4/nr9ur59Xr16FeTnf/7cub/u34+PHe3vo1hRVLRvb/malatio0f5+yjOnT3LVT4MVJMAWDIMdWUY5uWLFyFKpRg7btuyRd8+nW/fBvr6ubu41lZXa2xqbWkJUSrXrFrNVT4w3xVgxfDUlWGY79+Xn7uEqd9O3w9MlTD5m7wtOrtqZG58vDgkecPcPNyGTQFWCFPl0T4sZs2bQpb1audowfl2QHujIMMyVnktxNpm9rcmLiscrKly9e+Hr76DT24YOHCo5K/IKuACt06ipzdiFq63Grh8RR9L/5rp2dVkvS+rq+e/dOtam9vd3PR6HT2LSU1IsXGrTbjQV0BVihU9fampq2tjYBVZMwDQO61tfV5WRNVP3a8bojQOGrfRNbtnPn2tVrzM8EdAVYYR/FX0zDgK5Vx47Pz5+r3vKmoyPIz1/D2OrjVQZu8tkDugKsAF11brrY0KC9RGVnZ6cyILCm6l9jt23ZyklJN9AVYAXoqnPTly9fdG5AAAiEwBdAVbo1HVP2e5h3jNMaai/4OUu1+4Qbvntt+DAIE+ZO1cF3EBXgBUauubnzVEf+x0dEVm0rEA9/HwUdNPiBQutlqStdGUYpq2tLT52dHBg0KL5C0qLS5YtWRIZFh6g8L14oeFjV1f4iJArly+bnwnoCrBCXVf6jco+tm/dZp0kbagr5fGjR8crj+0vL6/Yv7/5119V7Z8+feKkCjnoCrBCXdf79+6pblwNMzgwQBDeVFJq4ez+h211ffb0WVtbW19fH+cJqABdAVaArmzenSCs8PI2MOHOTEBXgBXautJ+JsP8eefOsNLVVerk5S4nCBctK+A8DQZ0BViirSv72Le33AoZtre3+3h4BgcGcX5k9roqA32ahFEAABcySURBVAJ7enpooZXwkFDOy6AKQNcAhe97wNZMnzJVQ9fFCxfV1tQMGVZbhObnz58iBxSiVHJ+ZKN0pT+fPnlK7iaTOIrKdu7kMBM+6ho+IiQtJZX+vGblKqP+I4ewXKimaN/54w5hd+9qZUKUyulTpnJ+WBN0ZRjm06dPEzMyCcJJYxO5WpySj7pOzMj09fZR/Vp59Oj+8nIIm8eDvx7QM3LyxAmC8NAAAi5/3rljfiZ81PXwwUMEYa7qZQCcEx87muVzSCuzdfNm9bqEXGFA108fP7K8Nqk+XmV+JnzU9cePH+EjQsTY8fDBQ7bOBfgPb9+8SRgdRxA+UFFh61x0cLGhob29nfPDGtC1r69PNZDLiYhlzi4ao7tUYbffrgzDfP78mQ469fNRhCqDIWwegb5+TkQsckAiB+Tj4WnzfHSG0j9g1XIOppVqYNq9qyXgqa6U8j17s9IzIPgQSWMTveUeCi/vcQljbZ6MgeC2J5bCUtemq003mps5f3d1eK0rAPAB9mOGLQ3oCgBDoFPXObmzu7u7e3t7aZXWpqtNVsgEdAWAIdCp68zp00eNjNpdVkY7fq0zcgt0BYAh0Knr4OBgUUGhwsub1lU+ckhH/RfOAV0BYAjg3hUABAPoCgCCwUxdJ2dne8rcHz54aH4moCsADIGZutIBP/fv3TM/E9AVAIbA8JhhkQMKVQbPmDqtpqr6+7dv2vuArgBgPdgP8Rdjx2mTp6imLlFAVz5ysaGBzpYSOaC4mFh9CwS+6eggasvDA/zH8MVwfV3dL9u2z8vPD1D4qrydOX26ao4r6Mo79u0tp6JGRUSEKJX0Z53LouTNygVdhQX7e9dHDx+uXb1G4elFZ/MfOnCQAV35Rmdnp8RRJHJAZ06dpi10yq76yihnT58p27kzfEQI/d8XdBUQJnQ1Haw44CFzJwgvmr8gMT4BdOURFfv2EYQT4xPUG0OVwQTh0ydP0V9pVUtVgK4CwrSe4e/fv+fPzlOdcdCVL6xasYIgrLEsLy2Ht3L5cvorrRnd1tY2e+Ys0FVYmPMg51hlpRg7gq484pdt2wnC6akT1BtHjYyiXQ4aO68oKgJdhYWZz107Ozvb2to4yQR05YDHjx7RTvzbt27RlnNnz+q76AVdBQcMQrQ3cmfMpMaOTxwXHzuaIEx7lWZMnaaxJ+gqOEBXO+SXbdvpkzcvd3nFvn3F6zcQhIsKCjV2A10FB+hq/2SmpROET9TWarSDroIDdLUr7t+7F6oMHj8uSdXS29vrRMQSR9GXL180dgZdBQfoam94yz0IwptLSxmG+drzdXJODkF4Xn6+9p6gq+AAXe2Niw0NUhFRHwgRHRH5/ft37T1BV8FhQNeaqupQZfD1a9dULSlJyaNHxVgoE9CVM54/e7Z6xcrkxMS0lNS9u/fo2+2327f3l5dfvnTJiqkBZmFAVzpWXH11L2VAoOW+ikFXABgC0BUABAPoCgCCgY2uo0fF0HV6JI4igrBq2Z6fP39ymImJug4ODmq0/Pjxw+xkgOGFdlec9ueKD7DRVWPGlSoGBwY4zMQUXcv37I2Lif2j9feqY8dXFBWlp06g83FtvgAZhLDC19tH7iZLTkwsXLrs6OHDrS0tY8fEW2JNKjNho+tA/0B/f39/f3+Qn7/c1a3/H7jNxBRd5+Xny91kT588bai/sGXTppnTp0eEhomxo81XH4MQVgQofEcEKSfn5JRsLD539mxbW5vcTabzYbVtEfa9K9WV81QAAHQ1DOgK8AjQ1TCgK8AjBKcrwzAaN6iDAwMD/Vx2L6kDugI8Qoi6quju7r7R3HyssnJ/efnxymM3mpt7enq4zQR0BXiEQHVt/vXXmKhonQ9yYqNHqY8oNhPQFeARQtT15IkTIgdEK0uPCFKOHROflZ6RGJ8Q+s+QCYJwxf79nGQCugI8QnC69vb2ujk5i7HjgYoK7ZFCP3/+rNi3z4mIRQ6o8+1b8zMBXQEeIThdr1+7RhBeUVRk4OV0yqSqZLw5gK4AjxCcrg31FwjChkdiHTpwkCBcfbzK/ExAV4BHCE7Xhw8eEoTDQ0L1dQL/+PEjMiycIPx7a6v5mYCuAI8QnK7MPzX03F1cly5efPjgodqaGhrVx6uKCgrpcPqYqGhOMgFdAR4hRF17e3vTUlJ1PsWhkTA6rutDFyeZgK4AjxCirpSbzTfWrFo9MSMzJio6VBkcGz0qOzNrzarVHD50ZUBXgFcIV1frALoCPEJAurAAAQLS1VvucfLEiU8fP9Ib1H17y62QCegK8AgB6Xrm1GkxdqSrIoGuwHBEQLoyDPO6/XXF/v2lxSWlxSV3/rhjhUxAV4BHCEtX6wO6AjxC0LrS+a6qYRIw3xWwcwSqK8x3BYYjQtRVNd+VIKzw8o6LiU0YHZcwOk7VC0UQPnTgICeZgK4AjxCcrobnuw70D9D5rmLs+OH9B/MzAV0BHiE4XdnPdz17+oz5mZioq4ebrGDJ0rxZuUbF4oWLuF2DQIPq41WGE5iTO/vZ02eWS4D/3GhuHvI0/Xr9urGH/ev+fWM/DNoxJWeSVESUAYEmHyF/dt6bjg7O/2hDznfdvWuXgZfbfr6rs0RKEPaQuXuyDrqICFdFa7Tp7u4WOSAXidRADgThtJRUCyUgCHw8PJ2I2MCfyImIvdzlxh42LHiEVETYfxh0hsgBiRyQ4fQMh4eb7Py5c5z/0Qzo+uCvB3S+q86ltxk+zHedO2cOXSn87JkzlxobWUb18SqC8Lz8fPYvudTYePTIkZrqaq6O7+PhOTI8wqgE7CxcpU4pSckGdkhJSnaVOmk0XqivL9+790J9vYE/bHzsaPNzkziK5s6ZY/Kn+WDFAZNfawDDXU0TxqcQhH08PJcXFtWqfVb5Mt912uQpBmb3QUCYE9lZE03+NI8dE2/yaw0g+Pmubk7OrS0tlovCpcsIwgEK38Kly06fPGnR94IYMq41NRVv2Dh+XBJBODoi8uaNGxZ6IzcnZ3O6msTY8dOnTya/XB/s57umpaSq5rumpaQOi/mufz9+LBWR1OTxlnsLwDQOHzxEEF6zarWFjm9Oz3BbWxtB+PatW9ymxMAgRMMsW7KEIMzV9QPALZlp6TJnFwsd3Bxdz54+QxA+fPAQtykxdqCrq9Tp8+fPnGdDCQ4MDPT1s9DBATPZvnUbQfjl8+eWOLi7i6vJuu76ZYfM2WXDunXcpsSYoev4cUkTMzI5zMTE1dMJwuMSxnKYhzoKL+/UpGQLHRwwkzMnTxGEbzQ3c37k2TNnkaFq9hrgRnOzhRIzWdeYqGg/HwWHmZiiK8MwqcnjlQGBHOahjjIgcErOJAsdHDCTC3X1lrCCumrOXTE/dSUI3/3zT64yMVHXqZMmy13d/vj9D67yUAd05TOW0JW6um7NWnMOYhNdB/oH6PR0nUEfuir9A7gy1kRdG+oveLnLCcLJiYmc/4FAVz7TdLWJINx05SpXB6Surl29xszj2ERXVa2mIcNmgxApgwMDu8vK6P8fcTGxlxobzc+GArryGWrFhbp6To7GlauMJXVdvGChvlu/rz1f6XS5IePypUvmZ2K6rioOHTgY6OtHEB4ZHnH2DAfTDkBXPsOhrhy6ylhSV4Zh3r55Y4nDGgsHulJAAAau4yooBXU3m8qVLY2JjCcLeco/dZWXGFjgHXfkM1dWcCyhLuMqArmZys/nG+MRxBGG5q9uWTZu+f/vG8oWgK58xU1cLucqAribT19dXsGTp9q1b95eXFxUUhoeEEoSlIjJh/Pj95eUGomzHToZhAnz9sjOzLJEYYD5PnzwlCFcdO27Ca6mrq1es5DwrBnQ1gcGBgfn5c52I2LS5jiIHtG/vXicihjHDvOXlixfEpDUmqKurVqywRFYM6MqSUydO0jrIu3bsjAgNEzmgID9/JyJ+0tb23hhu3rhBr7IkjiKFl7f5iQGWwDRdLe0qA7oOycsXL4L8/DW+Ho8eOSJxFC1euMiEoxGEU5PHE4RBV97yuv21sbpawVUGdDVMfV2ds0Tq7uJ6oKKira2tra0tPCR0fOK4sp07CcIP/npg7AGfPnmi0h505S102B37eTPU1ZXLl1s0KwZ0NUBNVTVBeFTkyHfv3qkaY6KiU5KSlf4Bo0fFmHBM0FUQUF03lZSy2dlqrjKgqz5+b20VOaC4mFiNYo0xUdFREZEm9/LTi+GCpcvE2BF05S3sdaWuGi6ZzSGgq27iY0e7u7hqr64VExXt5S6XObv8/PnThMNSXaGrief09fWx0dXKrjKgq07o/CmdZcsjw8JFDqiooNC0VEBXQTA4MDDkOAfq6vJC67nKgK46mZM720Ui1fn9qfDyJgg/efLEtFRAV0FAdTXwtWkTVxnQVZvBgQFniTR3xkydW308vZwlUpNTAV2FggFdqasmX2GZA+iqieHZGGZWpgFdhYK+L08busqArtqcqK0lCP91/77OrVTX9WtNrLgDugoFgrB2edH/ubqswCYpMaCrNnmzcsXYUd+ij1TXEUFK01IBXYWCtq42d5UBXbVZXlhIENa3lepqcm8T6CoU5K5u6rpSVwuXLrNhSgzoqg1dB1rfVloEmSC8bfMWE1IBXYWC3E02e+Ys+jNPXGX063r71q2ksYnOYsnLFy9Ujb29vUsWLTp98pRpYwRsBce6piQljxoZFR0RaUIqoKtQkLvJaP0A6mrBkqW2zohh9OhafbxK5IDoRZ+6rqqCo/4+CvV2nsOlrtERkYnxCb9s204QNqFyHOgqFBRe3tmZWbxyldGl648fP1wkUpEDKtmw8fmzZ+o7Dw4ObtuyNT52NEF4ZHiE1ZM1ES519fXyVvoHPH/2zLTpy6CrUFAGBNKvrPy8PFvn8i/autbX1RGEF8ydp75ba0vLq5cvVb+OHRNPEP7zzh3rJWoGxuk6P3+u3NVN39aYqOjx45IYhgkfEZIYn2BsKqCrUFAGBBKEM9PSbZ3If9DWdX95uXadGoKw+jifPWW7CXdVzi2NcboaXtmV3rsyDFOyYaPIAf3e2tpmDBcbGkBXQaAMCIyNHmXrLDTR1pVO89y6ebOqpaenhyAcovz3WWPBkqWE0zVELIpFdP2j9XejSjSpx9bNW0BXnqM60bxCW1e6nrqHzP3Rw4e0ZV5+Pv2YLV646FJj46aSUjF2dJFI+/v7bZS1cVhE1wMVFQThvbv30BpOLGP7tm3w7SoIVHc9vEJnz/CkidnUT2VAoNxNRhCODAufOX26+jfErh07bJWzsVhE16SxierXGyyBe1ehEBMVHRMVbessNNGp60D/wPhxSSozfTw8Hz18ODgwULSsICI0LCUpuaaq2lYJm4BxuubOmGlAJKrrly9fRA7IhJHDoKtQGDsmXii6Uu7dvVtbU1NfV2fsghJ8wzhdp+RMMrBoOtW18uhRgvD9e/eMTQV0FQopScnC0lVFd3f3+/fv9Q165z9c6kqHSaSnTvD19jEhFdBVKKQkJUeGhds6C0306drT01NaXBIRGqZ+v+oskaalpNbX1dkkVZPhUldfL28vd7kYO5o2MwN0FQqpyeMNfAxshU5d/7xzx0PmbuBJRELcGI0KgXyG44th+ie4feuWCamArkLB8MfAVujUlS4UPjkn58rly7du3tpcWuoikS6av+Dpk6fHKitHhkcQhLPSM2yVs7EYp2t2ZpbhriaCsIGuY8OArkJBKLo2XrxIENZYHu3kiRME4auXr9BfU5KSCcJPnzy1YqamY5yuC+bNEzmgrz1fdW6lumoM0WQP6CoUpuRM8pZ72DoLTfQNQqw7f159t64PXeoz/s6ePkMQbqi/YNVcTcU4Xc+fO0cQbvntN51bqa5XLl82LRXQVSjkzco1+RrKcmjrSmsVaZREbm1pIQjPz59Lf921YwdB+PKlS1bN1VSM0/XJkydET5FhhmGC/AOkImJyKqCrUDA8WsZWaOv67t07iaNIjB0rjxwZHBxkGKa1pYUuwlZ17PhA/0DFvn0uEqnEUfTlyxfbJW4ERtcZHhGk1Df73FvuIXJA2tX9WQK6CoV5+fkGJmbZCp1dTds2b9HuDaYPjWlZT2Jq8RObYLSudMKRzuvhsBEhdKiwaamArkJh4bz5BqY92wp9z12PHDrs5S6nZoqx48zp02nnS9vff6ckJQvr0avRuvb39/v7KHQOCY6JipY5u0AlRLvHcJUCW2F4VNO7d+9ePH8urMpM2piypBXtH8/Pm6PRHhMVTb9gzXnuWrZrF+jKc4Soq31g4vquywuL6KRB9caYqOiksYmuUqdZM2aYcExY31UogK62wvTV05ctWUIQTktJ/fD+A22hQ/yXLFokcRTpezZrAPrtCrryn+L1GwjCfBsoD7oOwZFDh52IWFUYkiDs5uRcX1dPEC7fs9fYoz17+pQgHBwQKHJAoCuf2VRSCrraBLN0ZRjm99bWiZlZRcsKipYVZKalO0uknjL3AIVvcGCQsYeCriahALraCnN11aCtrU3pH0C/aSNDw7LSM9hH0thEgvChgwdBV55DH2Z2d3fbOpH/ALqayJXLl+Wubv4+ilBlsFHh5S6/e+dPT5l7/Og4SyQGcMK+veUE4U8fP9o6kf8AutoGZUAgXdMB4Cegq60AXQGjobp+7OqydSL/AXS1DaArzzlWWUn+u0IUHwBdbQPoynOqj1eBrjYBdAWMBnS1FaArYDRXLl8mCIcqg/Nm5WrE/Py5TVebOjs7rZ8V6GobQFf+k52V5SKResrc1cPDTaYa37Zg7jwrdx2DrrYBdBUu7969+/X69QVz54mxo5+P4smTJ1Z7a9DVNoCudsBvt2/L3WR+Poq+vj7rvCPoahtAV/vg5o2bBOGCJUut83agq20AXe2GGVOnOYsl1vmCBV1tgzIgMD529KXGRgg+R/35Olpe0AAN9RcIwpcaG63wsQFdbUN4SKiBRU0g+BPOEmn9eUOlyahCF+rqrfCxAV1tQ0xU9KiRUa0tLRB8jpqqKi93ueGCw/Tb1eRK8UYButoG1SrsAM+hJfANFPqZMXWaq9RpyGtmTgBdbcP4cUmx0aNsnQUwNBcbGoj+RVhoz7Bpq4eaAOhqG/i5ODegzqXGSwEKXxeJlCB86MBB7R3guasl4KOuGWlpPFycG1Dx+fNnJyJ2d3EdGRYuckCeMvcL9fVtbW1tbW0P/vrLVqOaDh046CyW7N5VZrV3tD581JWfy4cCKuiMnKarVxmGuXihgX7H0lCVxbT+mOGjhw8ThHft2GHNN7UyfNQ1Ky09wNfP1lkAejl65AhRm0D35cuX2poaGnvKyq5evmKTGTl/tP5OrPWM11bwUddJE7OdiNjWWQB6mZIzyc3J2dZZaPL9+3eC8KtXr2ydiAXho641VdUE4d9bW22dCKAbL3d5xoQJts5CB0r/AFunYFn4qOv3b998PDzDQ0IfPnho61yA/9Db25s3K5cg3FB/wda56GDt6jW2TsGy8FFXhmGarlx1kUhFDig6IjIlKVm7agGElWNydo6Xu1ziKCIIhwWPsHk+OiMrPeNNR4etP7wWhKe6Mgzz6ePHFUVF9OGeRtUCCOuHm5MzQZg+v7F5Mgbi/Llztv7kWhD+6goAgAagKwAIBtAVAAQD6AoAggF0BQDBALoCgGAAXQFAMICuACAYQFcAEAygKwAIBtAVAAQD6AoAggF0BQDBALoCgGAAXQFAMICuACAYQFcAEAygKwAIBtAVAAQD6AoAggF0BQDBALoCgGAAXQFAMICuACAYQFcAEAygKwAIBtAVAAQD6AoAguH/AXpqBZM2Ta7EAElFTkSuQmCC”>Технические характеристики:

TF18/HY TF30/HY TF60/HY
Длина капиллярной трубки 1,8 м 3 м 6 м
Температура срабатывания, °С Контакт Релейный выход Гистерезис,°С Точность,°С Сброс Степень защиты Рабочая температура,°С Температура хранения,°С Корпус Размеры, мм Вес, г 320

Поставщик: ООО “ОЗДС”