Total: $0.00
Total: $0.00
-25.93%

Kit de Retenida para sujeción de Mástil de Hasta 6 metros.

Original price was: $3,512.74.Current price is: $2,602.03. IVA Incluido

Kit de Retenida para sujeción de Mástil de Hasta 6 metros.

Agotado

Descripción

Compartir es ayudar.

El KITRMASTIL6 de Total Ground es la solución ideal para garantizar la máxima firmeza y confiabilidad en la retención de mástiles, antenas y estructuras verticales. Diseñado con materiales de alta resistencia y pensado para soportar condiciones ambientales exigentes, este kit ofrece una instalación profesional, segura y duradera.

Conector tipo perro 1/8 (TGAB)

  • Fabricado en bronce.
  • Excelente en conexiones de referencia a masas de tubería de agua desde 3/8′ a 3/4′.
  • Ideal en conexiones de referencia a masas de varilla desde • 1/2′ a 3/4′.

Cable para retenida

  • Cable de acero galvanizado de alta resistencia para retenida. La retenida es un elemento mecánico que sirve Abrazadera doble Omega 1 ½ para contrarrestar las tensiones mecánicas de los conductores en las estructuras y así eliminar los esfuerzos de flexión en el poste.

Abrazadera doble Omega 1 ½

  • Abrazadera de metal para tubo.

Taquetes expansivos

  • Taquete de expansión sencilla.

Armella ½ X 8

  • La Armella se utiliza para fijar el cable

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WUvjii1Rt24ZRp8NYX4+hpgZTc/P/bRswVFVham7GUFVlk16fn0/hyy+jLy3FUFdH6Vdf8bPVyHHe+PGc/de/aCouxtTURG1uLnljx2LS63/dj15Ps3mqUbNWy0/du1P84YfoS0owNTfTVFTEhf/9j59690ZfUgLmY8FoxFBTI+3HWF+PyWCQtiU43i/PPsuRMWPQbtpEs1aLqamJhoICzs6Zw+m//pX6vDzyJk789VxtaKDu8GFOPPUUxoYGDLW1ANI5aayvtzknLeeO0VxOd+YMBU88ge7MGUxNTWi3brUpJ51jVVXkZmZSs2/fr9+PwkKOP/II5+bPx2QwYKivB5OJQyNGULVzJ8b6ehoLCzk3fz7Ve/b8ehzmbo3Do0dT9vXXGOvr0ZeXc27+fPLvv//X7ZiP62YlM9l1uJz6y18ofPll6yThBuA/dSrRH3xA3aFD7IuPt88WrqPwl18m7KWXxHdDuCpe/frRzdyab8tt2SIWBEG4kYhAfJOQbvkqKuyzBEG4yYlAfJMo/eILtqlU5N4io8SCIPwfEYgFQRAcTARiQRAEBxOBWBAEwcFEIBYEQXAwEYgFQRAcTARiQRAEBxOBWBAEwcFEIBYEQXAwEYgFQRAcrMWiP1Vbt6LdssU6SRBua179+uGZmSm+G8JVUYeH4/fAA/bJNloEYkEQBOH3JbomBEEQHEwEYkEQBAcTgVgQBMHBRCAWBEFwsBaDdVu2bGHzJX7WQxBuJ1lZWfS7yl/dFoTLIVrEgiAIDiYCsSAIgoOJQCwIguBgIhALgiA4mAjEgiAIDiYCsSAIgoOJQCwIguBgIhALgiA4mAjEgiAIDiYCsSAIgoOJQCwIguBgt0QgVigUhIWFkZCQQHR0NK6urvZFLqpnz56kpqbi7OxsnwWAUqkkNTWV1NRU+6wrplar8ff3x9/fHy8vL/vsm0pQUBA5OTkEBgZKaSqVCo1Gg0wmsykbGBhIeHg4CoVC+rdcfkucfoLwm930i/7ExMQwfPhwNBqNlGYwGNi5cyebNm3icn6AZPbs2ajVaubMmYNWq7XPRq1WM3v2bABeeukl++wrMmjQIPr06QNAeXk58+fPty9yw1AoFHTv3p3MzEw0Gk2L1255LXPmzEGpVDJy5EhCQkIAqK+vZ9u2bezevRuABx54gI4dO/Lqq68yceJEQkNDeeWVVzAajTbbvBGJRX+E6+2mbpKEhYUxbtw4XFxcWLVqFXPmzGHJkiXo9XoyMjJISUmxr+JQMpmMrl27YjAYKCwsxNvb26Y1eSOJj4/n8ccfZ9iwYTYXOWthYWFUV1ej1WoZM2YMISEhHDlyhLVr16JUKsnOziYiIgKA2tpaGhoaaG5upqamhrq6upsiCAvC7+GmDsQDBgxAJpOxa9cu9u7di1arJT8/n61bt1JXV0enTp3A3LJLS0tj0qRJPPTQQ9xzzz0EBwfbb47OnTszYcIEHnroIbKzs1Gr1fZFJK6urgwePJhp06Yxbdo0BgwYgEqlsi9mIygoCC8vL86cOUNeXh4AXbt2tSkTERHB2LFjmT59OhMnTiQlJcXmFj4qKooJEybw8MMPM27cOMLDw6W8/v37k5OTQ0JCAhMnTmTUqFEAODk50adPHyZOnMjDDz/M+PHjiY+Pl+q1xt/fH1dXV77//nv7LDBvMzAwkFOnToG5PMC3337L7t27OXLkCJi7JACqq6upra0FoKamhpqaGmlbgnC7u2kDsbOzM6GhoQDSl95i165d/OMf/2Dx4sUADB48mCFDhqBQKCgoKCAuLo6JEye2CLR33HEHMpkMZ2dnUlNTuf/++1v0dWLuM54yZQrp6ekUFRVRXl5ORkYGEyZMaLW8RUJCAgAFBQUUFBSAORBb6sTGxvLAAw8QERHBmTNnaNeuHcOGDWPw4MEAdOvWjXvvvRcfHx8OHz5MUFAQkyZNklqd0dHRJCYmMmrUKHx8fPDw8EAmkzFx4kQGDRqEi4sLhYWFBAcHM3r0aPr37y8dm73t27czZ84cNm3aZJ8FQHBwMAqFQgrEFy5cAMDb2xuFQkGHDh1s0gsKCvjhhx8AOH78OD/++KO0LUG43d20gdjd3V0KYJWVlfbZNoqLi9m8eTNffvklmzZt4vz58zg7OxMUFGRTbtGiRXz66ae8++671NfXExwcLAU5a7Gxsfj6+nL27FlWrVrFN998Q1lZGREREdLFwZ5cLqdLly5gDkRlZWVUVlbi6ekp1enfvz8ymYzVq1ezevVqPvvsMwoKCnB2dkYmk5GZmQnA6tWr2b59O999951NusWPP/7InDlzWLhwIZ07dyY0NJTq6mo++ugj1q5dyyeffAJAnz59WlyMLBobG6mvr7dPloSFhQFQWFgIwBdffIFWq2Xy5Mk899xzBAYGsm3bNumCc/LkSal1feLECSkoC4JwEwdi6/7Fi7VCAfbv38/Zs2fJyMhgxowZ0m20k5OTTbny8nIAmpqaOHnyJJhbfvYst9tGo5HU1FR69+5NU1MTgDRYZS88PByNRkN9fT06nQ4vLy/Onj0L5v5YlUoltSJ/+eUXMLcmP/nkE5YvX46TkxPe3t5g7uJITU2Vytvv8+DBg5hMJgwGg3SxOXXqFHq9HswXprq6OhQKBX5+fjZ1L1dYWBj19fWUlZUBkJaWhpeXF+Xl5RQUFGA0GunevTs+Pj72VQVBsHPTBuKamhopGFsClIWLiwthYWF4enoil8sZN24c999/P4GBgezZs4fS0lKb8q2xBC2FQmGfJfXZuri4SFPRSkpKyM3NbXXWBeZgi7lv+cknn2TWrFlSWlxcHEqlUirb3Nws/dvCup/Y19cXf39/PDw8yM3N5dChQzb1rVkuNjqdzibdcuGwvxhdDrlcTkhICKdPn8ZkMuHh4UH37t0xGAx8+OGHLF26lH379uHm5kaPHj3sqws3iK1bt/L666/zyiuvsHz58lbPO4Dc3Fz++c9/8te//pWvv/5a+m4I185NG4j1er3Uau3WrZtNXkpKClOmTGHKlCkEBwcTGxtLXV0dH3zwAfv376exsdGmvIV1sLO0FKuqqqxK/Kq6uhrMLehly5axbNky1qxZw5o1azh06JB9cRQKBbGxsQBs2LCBJUuWSH86nQ43NzeCgoKkYNmuXTswB/rMzEx69uyJXq+XgueOHTtYtmwZy5cvZ926daxcubLNL5Gl28bSesbcv+7h4QFARUWFlH65AgMDcXJykrol3NzcwDxt0PLeNjQ0ALQ540JwrEmTJtGvXz++/fZbtm/fzpgxY+jbt6/0uVk8//zzJCUlsWjRIrZv384999xD7969r+q8Edp20wZigI0bN9Lc3EzPnj0ZPHgwERERpKWlkZmZiclkYvXq1dI8YstteGRkZIsWtMWoUaOIiYmhX79+BAQEoNfrOXbsmH0x8vLyMBqNREZGEhwcjLe3NzNnzmT27NlER0fbFycyMhIXFxf0ej27d+8mPz9f+jtx4gQAXbp04eDBgwAMHDgQPz8/Bg8eTP/+/enWrRsGg4HDhw8DkJ6ejlqtpn///jz//PNMnTq1ze6ZI0eOoNPpCA0NpXfv3vj5+TFs2DAUCgWFhYVX9YWyzNSwDNSVlZWh0+lQqVQMGzaMpKQkevbsCSB1vwg3jq1bt/K///2PP/zhD+zatYv169fz4YcfsmfPHmn8APMMmH/84x9MmjSJ/fv3s27dOpYvX85PP/3EE088YbNN4be5qQPxuXPnWLhwIcXFxaSnpzNp0iSGDBmCVqvl008/5ejRo5w7d47jx4+jVquZPn06Y8eOlW6tLK1Ci6amJsaPH09WVhaNjY189dVX0pQraxUVFXz99dc0NTXx4IMP8vjjj6NSqVi9ejVHjx61Ly51Qfzyyy8tWq6WQB8XF8eGDRs4fPgwnTp14pFHHiE5OZmzZ8+ydOlSANauXcuxY8dISEhg9uzZ9O3bl9OnT7NkyZI2H1ypq6vj008/paKigqFDh/LII4/QrVs3CgoKpO1eqbCwMJqamiguLgbz3ckXX3xBdXU1PXv2ZOTIkajVavbv3y8G5W5AnTp1Ys2aNTz11FNSWlZWFlhdXAHeffddVCoVb775pnShHzZsGNnZ2Xz22WdtDpJXV1czd+5c9uzZQ0VFBW+88Qb33Xcfr7zyCtXV1ZhMJr788kumTp3K1KlTpYd+bmc3/ZN1Fp6enmg0GhoaGqisrGwRmNzd3XF1daWiouKifVwajUYqZx807cnlcmkw6nLKXy4XFxc8PT1pbGxstc9Zo9FIA3+WbpLL4eXlhVqtpqqqqsUt6JWwvGbLQJ2FXC7H3d0dFxcXtFptm11AN5vb4cm6lStXMmLECBYsWMADDzwA5u9Ut27d2LZtm03Zd955hxkzZrBq1SruuOMOmzzMM2kiIiIYOnQo+/fvJykpCZ1Ox6ZNmxg1ahQ1NTUcP36c9PR0Vq1aRWNjI8ePH28xi+l2clO3iK1VVVVx7tw5KioqWgRhzIN7Fy5cuGgQxvwEWElJyWUFVaPRSElJyWWXv1wNDQ0UFxe3GoQxH2NxcfEVBWEArVZLcXHxbwrCmAOwfRDG/H5UVVVRXFx8ywThW93Zs2d5//33mTp1Kr169eKee+4B8/hHdXW1NOXSmmW8wzK7py07d+5k0aJFrF69mo0bNxIfH89XX31FaGgoeXl5fPLJJ8ybN4+GhgZ27NhhX/22cssEYkEQrtydd97JQw89RHh4OB9//DEuLi5gbrhgbhXbs6RdqiHw+OOPM2DAAOn/Y2JiAHjvvfekBbaioqLA6sGf25UIxIJwG1u8eDEff/wx9fX1JCUlsXHjRrCam28wGOxq/J+2pkxa2E/9tKyKaD2wbAnIt/u6IyIQC8JtLC4ujkmTJrFjxw5cXV35wx/+AFbjAK11j1lm2tgPdgtXTwRiQRDw8vIiLS1Nmgfv5uZGQECAtDiVNcvaLpa+YuG3u+0DsVKpJCwsjPj4eDp37nzFDyBcy0XjL1dkZCRZWVk2K69dS76+vqSmprY6J1q4+c2bN4+0tDSKiops0ouKiqSHiTAvlvX999+3KPfNN9/g5uZG7969bdKFq3dbB+KUlBSefvpppkyZwujRo7nvvvt46qmnuOuuuy770V/LurvZ2dn2WddNcHAwiYmJBAQE2GddE8HBwWRnZ5OcnGyfJdwCOnbsyO7du5k5cyZVVVUYDAbee+89fvrpJ0aOHCmVe/rpp5HJZEyZMoXKykqMRiPz589n48aNzJo1q81ftPmtVq1ahZeX1201k+K2DcQ9evRg2LBhqNVqNm7cyJw5c3j33Xe5cOECycnJjB8/vs2n1Rxty5YtzJkzR0yEF67K8OHDeeONN1i3bh1eXl5oNBqmT5/O6NGj+cc//iGVi4+PZ8mSJfzwww/4+fnh7u7OrFmzmD59Oi+//LLNNq8lvV5PVVXVNZ0SeqO7ZR7ouBIKhYJnnnkGV1dXNm7caDNhvX379nTr1o3i4mIKCgrQ6/UoFAp69epFVFQUKpUKrVbLrl27OHv2bIufUcrKysLLy4uDBw9Kjy/HxMQQGxtLWVkZ27dvx83Njb59+xIcHIzJZKKkpIQtW7ZQU1ODp6cn/fv3p7a2ltzcXNLS0vD390er1bJx40bKyspISEigU6dO5OXlkZ+fL/2/ve3bt1NWVnbR/WHuisjMzKR9+/aUlpZSW1tLnz59yM/PZ8mSJWBuJaekpODj44PBYODcuXPs2rXrklOYbgW36gMd9fX15OXlodPpiIyMtFmPxJper+fAgQPodDqioqLw9fW1LyL8Rrdlizg4OBhXV1dMJhN79+61yauoqGDz5s3k5eVJD39c7sLymLsqEhMTbW7re/ToQWJiIpin7kycOJHU1FTKy8uprKykR48ejBkzBsxP1SUmJtKrVy8eeeQRwsLCaN++PXFxcdJtY1BQUJtdE76+viQmJkoLIV1qfx4eHkybNo34+Hj0ej3e3t7Sb+pZREZGMm3aNLp06UJRURENDQ2kpqYyffp0MXJ+E3N1daV79+6kpaW1GYQxr9DXo0cP0tPTRRC+Tm7LQGwJHjU1NTZPgPn5+UnLWvr7+0uB9nIXlse8FjDmfjiZTCb9wjTAzz//jEql4sCBA2zatIlvvvmGlStXAhAaGmozL1Mmk/H5558zf/58Fi5cCNBq4MW8z2XLlrFy5Uqp327v3r2UlZVdcn+9evVCrVZz9OhRPv74Yz744AO2b99us33LT1J99913rFy5ksWLF5Ofn49Go6FXr142ZQVBuHK3ZSBu7RFogClTpjBjxgzpzzIr4XIXlsf8hFBpaSmurq74+fkRFBSESqXizJkzaLVadDode/fupaqqitGjRzNjxgwwB17rQFxbW0t+fj5YLVh/qQn0GRkZ+Pj4UFVVJU3Mv9T+LBcT61XmLPvDvH6E5QJg+bUN63+3djESBOHK3JaB2HpCuuVpH4BPP/2Ujz/+2GZpSJlMdsULy//8889gXqXMEswtaRqNhkceeYScnBwA1q9fb1Xz6nXo0EHqUli1apW0tvGl9mcJ7pa1ju0pFApp0NJ6cfnfsrC8IAi2bstAXFxcLC34bj3/9/Tp0xQWFtoEpZCQkMteWN7COhCHhYVhMpmkifLJycl4e3uTn5/P0qVLW50wf6VkMhl33XUXCoWCI0eO2CzFean9Wd4H6z5C69kier2eurq6FmUsfYVXs56xIAi2bstAbDQaWbt2LZhv54cOHUp4eDiRkZFkZGRIk9r1ev0VLSxvUVFRwblz5wgPDyc0NJRffvlFCmYWbm5u+Pj4XJO5ur169ZJmRBw5coTw8HDCw8Px8vKSyrS1P8ti8z179qRbt24kJSW1+HXnn376CYBBgwYRGBhIdHS0tPC7JU8QhKt3WwZizI9pLl68mLKyMnr37s3kyZO5//77ycrK4vz58yxatIgTJ05c0cLy1n7++Wfc3NxQqVRSCxngwIEDVFRUEBISwmOPPUa/fv2kZSkvtr2LsTxqKpPJGD16NJMnT2by5MkkJSVdcn95eXns2rULZ2dn7r77bu68884WC35v3ryZffv24e/vz/Tp05kwYQJGo5Hly5dLP1clCMLVuy3nEdvz8PDA3d1dmkhu/0ObXMHC8pdDLpfj6emJUqmkvLz8uq88dTn7syxGX1lZ2errB1CpVHh5eWE0GqmoqGh1O7eiW3UesXDjEIFYEC5BBGLherttuyYEQRBuFCIQC4IgOJgIxIIgCA4mArEgCIKDiUAsCILgYCIQC4IgOJgIxIIgCA4mArEgCIKDiUAsCILgYCIQC4IgOJgIxIIgCA4mArEgCIKDtVj0RxAEQfh9tQjEWq0WrVZrnSQItzUvLy+8vLxobGy85K+zCII9pVKJRqOxT7bRIhCLZTAFwZZlGczCwkKxEL5wxby8vEhKSrJPtiH6iAVBEBxMBGJBEAQHE4FYEATBwUQgFgRBcDARiAVBEBxMBGJBEAQHE4FYEATBwUQgFgRBcDARiAVBEBxMBGJBEAQHE4FYEATBwUQgFgRBcDARiAVBEBxMBGJBEAQHE4FYEATBwUQgFgRBcDARiAVBEBzsugdihUJBWFgYCQkJREdH4+rqal/kthMZGUlWVhbh4eH2WYKdoKAgcnJyCAwMlNJUKhUajQaZTGZTNjAwkPDwcBQKhfRvufy6n+KC8Jtd17M0JiaGp556iilTpjBq1CgmTJjAM888w4ABA1p8iRxJoVAQExNDTEyMfdZv5u7uTkxMDKGhoVJacHAwiYmJBAQE2JS9XXXu3JkZM2bwl7/8pcXFKS4ujsTEROrr6/Hx8WHatGm88MILPPvsszz33HOkpqZKZQcNGsTkyZORyWRkZ2czadIkm20Jwo3qugXisLAwxo0bh4uLC6tWrWLOnDksWbIEvV5PRkYGKSkp9lUcxsnJifHjxzN+/Hj7rN8sKCiI8ePHM2DAAClty5YtzJkzh927d9uUvd0EBgYydepU7rvvPvz9/e2zwXweVVdXo9VqGTNmDCEhIRw5coS1a9eiVCrJzs4mIiICgNraWhoaGmhubqampoa6ujqMRqP9JgXhhqN4+eWXX7ZOKCwspLCw0DrpqowaNQovLy927tzJ9u3baWxspKysDKPRSEBAAEqlkp9//hnMLcSBAwfSt29fEhMT8fPzo6SkBJ1OB8Cdd95Jly5dKCkpIS0tjQEDBhAfH09DQwPl5eUAuLq6kpWVRVZWFsnJybRr145z585hMBgAcHZ2JjMzk6ysLHr27ElwcDAVFRXU19eTlZUltVjbtWtHUVEROp3uosfl5OTEXXfdRWxsLCqViuHDh6NWqzlz5oz0Hjg5OXHHHXfQrl07lEol7du359ixYyQkJJCWlgZAWVkZvXv3pmfPnri5uZGamkpGRgaRkZFUVlZSU1MjbS8+Pp4BAwbQp08f4uLicHd35/z5860Gm06dOtGvXz+8vb2JjY2lf//+dO3aFaPRSElJiVQuKiqKIUOGkJ6eTmRkJLW1tdKvePfv35/ExERUKhVDhgwhMjISrVbLoEGD6NChA5GRkQwcOJDKykq0Wi2enp5kZWWRmZlJz549pSBq/Rqs+fn50bdvXw4fPoyzszNqtZrc3Fxp/5b3r6CggCNHjjB8+HAAPv74Y3755Rd8fHzw9/enpKSEM2fOEBwcjIeHB3v37iU0NBRXV1f27dtnt9crFxERQXh4uPiFc+GqqNXqS979XpcWsbOzsxTYjhw5YpO3a9cu/vGPf7B48WIw95dOmzaNLl26UFRURENDA6mpqUyfPh0PDw8wB6DExESmT59OcnIyHh4edOzYkbFjx+Ls7IxSqWTKlCmkp6dTVFREeXk5GRkZTJgwAZlMhkKhYNKkSWRmZmIwGCgtLSU5OZkHH3wQT09PVCqVdHxqtRq5XH7J41IoFCQmJpKYmMioUaNwcXHBzc1N2g6ATCaTti2Xy3F2dgZzK9m6ayIiIoLExERGjBiBl5cXer2euLg4pkyZgre3NwADBgxg9OjRBAYGUlhYiKurK4MGDWLixImtdvN06NCBxMREBg8eTHR0NHV1dYSHhzN69GgSEhIA6NatG/feey8+Pj4cPnyYoKAgJk2aJLUwo6Ojpdfn4+ODh4cHnp6eJCYmMmDAANLT03FxcUGlUuHh4cH06dNJTU2lvr6eoqIiunbtyrRp04iMjLQ7ul8VFBQwf/58li5dSkNDg302wcHBKBQKTp06BcCFCxcA8Pb2RqFQ0KFDB5v0goICfvjhBwCOHz/Ojz/+KG1LEG5k1yUQu7u7S8GhsrLSPtuGpb/4u+++Y+XKlSxevJj8/Hw0Gg29evWyKbt3717eeust5s+fT2NjI0qlEl9fX2JjY/H19eXs2bOsWrWKb775hrKyMiIiIggNDSU6OprAwEDKy8tZuHAhy5YtY/fu3Zw8eRIfHx82btwo7WPJkiVUVlZe0XF9/fXX/Pvf/2bTpk026U1NTWzbtg2AkpISvvrqK5t8e1u2bOGjjz7io48+Ii8vDycnJ3r06IGLiwvp6ekALFq0iLVr1/LRRx9RU1NDWFhYm4EO4OTJk/z3v/9l8eLFrFu3DkBqjWdmZgKwevVqtm/fznfffYdMJpPSLX788UfmzJnDwoULpbTGxkbeffdd5s+fT0FBAampqbi5uZGXl8eSJUtYuXIl69evRy6X079/f5vtWauoqLBPkoSFhYH5Lg3giy++QKvVMnnyZJ577jkCAwPZtm0bBQUFYH6t33//PQAnTpyQgrIg3OiuSyC2vlVurbVmIZfLpVah5ctk/e+goCApDXNAMBqNNDc3S7eISqVSGlE3Go2kpqbSu3dvmpqaAAgJCSE4OBjMX1STyQTA2rVrWbJkCSdOnJC2b3Glx3XgwAEAqRvkalnf9lqOy9/fH39/fxQKBTU1NVLrr6mpSWopWs8osFdVVSV9HpZt+vn5oVKppNZ2UFAQqampUgszJCTEagtw8OBBTCaTzesrLi6WjsVgMEjvSWvv18WO72LCwsKor6+nrKwMzBcQLy8vysvLKSgowGg00r17d3x8fOyrCjeBysrKyx4nOXLkiHS+34quSyCuqamRvvyWL7uFi4sLYWFheHp6olQqpUBt6Q/GHGQw9xFeDssUJRcXFylwlZSUSP2NCoUCgObmZruarVMoFNfkuH4Ly7HK5XKUSiXYHQtXcTzW27Se1uXr64u/vz8eHh7k5uZy6NAhaZ+Xq7VjtByfTCa74u3J5XJCQkI4ffo0JpMJDw8PunfvjsFg4MMPP2Tp0qXs27cPNzc3evToYV/9tmUymfjhhx/Yv3+/fZbk6NGjfPbZZyxcuJCNGze22i10vdXU1PDUU0+Rm5trn9WqgoICnnzySc6fP2+fdUu4LoFYr9dz8uRJMPdDWktJSWHKlClMmTIFvV5PXV0dmPs0LXx9feESt63WqqurASgvL2fZsmUsW7aMNWvWsGbNGg4dOkRVVRWYB+IsYmNjSU9Pb9Fak8lk1+y4rF3szqA1lmO1zBiwpFkHXcuxXar7x8KyzZqaGnQ6nRQod+zYwbJly1i+fDnr1q1j5cqVl33RsrAcg+U9sv53dXX1FW8vMDAQJycnqVvC0v9uMBhobGwEkAKIRqOxqnl7MhgMbNiwgSlTpvD888/z9ddf2xcB4D//+Q8zZsxg69at5OfnM2fOHCZNmsTZs2fti15X8+bNw2QyMW3aNPusVo0YMYLOnTvzyiuvSHe1t5LrEogBNm7cSHNzMz179mTw4MFERESQlpZGZmYmJpOJ1atXYzKZ+Omnn8A8BzQwMJDo6Gh69uwJIOVdSl5eHkajkcjISIKDg/H29mbmzJnMnj2b6Ohojhw5QnNzM5GRkcTHxxMeHs7IkSMZPHgwLi4u6HQ6KVB0796doKCga3JcgBTQ/fz8iImJwdPT076IpF+/fnTr1o2EhARpel9+fj6lpaWcPXsWhULBsGHD6NChA2lpaQQHB9PQ0NBiQNRaly5d6NOnD1FRUQwePBjM75fJZOLw4cMApKeno1ar6d+/P88//zxTp0694guHpQWWkpJC586dCQoKYtCgQXCF75eFZT6x5Xa0rKwMnU6HSqVi2LBhJCUlSZ/H7x1EbjSnTp3igQce4PXXXycwMNBm8Nnajz/+yNdff8348eN5++23ef3113nnnXeorKzk7bffti9+3Rw7doxNmzYxceLEy76bA5g0aZJU91Zz3aav1dTUcOrUKQICAqRJ+ZYpWV9//TXHjh0D80nk5uZG586d6dmzJ/Hx8TQ1NbF69Wry8vIA6Nu3L0qlkj179kitoZ49e6LRaMjNzaWoqIiKigo6duxI7969pcG07777jgMHDtDY2EhJSQkREREkJSWRlJSEyWRi/fr1HDx4EKxmekRHR6NQKFi3bt1Fj0upVNK3b18wD7K1pba2lo4dO+Lt7U18fDwXLlxAo9EQHBwsvdfx8fH4+PhQWVlJjx496NKlC0qlku+//17qQysoKCAgIIDY2FhSUlKIjIyktLSUpUuXSlP4rIWEhEjTzSIjI0lOTsbd3Z1ffvmFb7/9lubmZgoLC/Hz8yMuLo6+ffsSFhbG6dOn+fzzz9HpdDbvsaVV7uPjQ3x8PFqt1ua20jIVsGPHjiQnJ9O9e3dcXFzYu3cvmzZtumQrxn5fffv2xd3dnbVr12IymTAajRQVFREREUHHjh2JiYlBoVCQm5vL5s2bL7n93+JGn77m4uJCcXExzz//PHfffTeff/45/v7+LQZJq6qqiIiIYMSIEdIMHg8PD/bt28fx48cZN26cTXmL+vp6VqxYAcC5c+f47LPP2LhxI2VlZXTs2FHqdiotLWXt2rXk5eW1+Dt//jwdO3YEYOHChZw+fZrnn39e6jbEfMFesWIF69at48cff6SxsZHQ0FCpG83X15ctW7Zw+vRpsrOzpXo3usuZviYz2Z3BW7ZsYfPmzdZJv5mnpycajYaGhgYqKytb/dKoVCq8vLwwGo1UVFS0Ojf2UuRyuTRwU1FR0eJ2WCaTSVOfKioq0Ov1Nvnu7u6o1WrKy8ul/V+L45LJZLRr1w6j0djqF3n8+PHExMTwzTffkJ+fj6enJ1VVVa323bm6uuLh4UFDQ4PU5dKa1NRUsrOzyc3NZeXKlXh7e9PY2NhqHY1Gg0ajob6+XurmuVpyuZz27dsjl8uprKxs8R5fLsvnaBmos5DL5bi7u+Pi4oJWq5UuzNdTVlYW/fr1o7CwUOpyu5ENHz6cxMREXn31VfusFkwmExMnTsRkMrFo0SL7bDAPzE6YMAE/Pz/kcjkZGRnU1taybt06IiMjmTt3LiqVitOnT7NkyRKbuqdPnyYvL4/U1FRee+01ACZMmEBQUBBvvvmmVG7JkiV88MEH3HfffURFRVFaWsqiRYuIjo7mr3/9q3SHNm/ePL799ltWrFiBi4uLVP9G5uXlRVJSkn2yjevWNWGtqqqKc+fOUVFR0WoQxjywU1JSIj30cTUsDyuUlJS0CMKYT7qysjIuXLjQaoCoqamhtLTUZv/X4rhMJhMVFRWtBmF7DQ0NFBcXtxqEMbdOiouLWw2obWlububChQtt1qmtraW4uPg3B2HMn0FZWRklJSWtvseXq6ysrEUQxrz9qqoqiouLf5cgfKtbuXIl586dazFlsTXt27fnww8/ZPr06Tz99NP84Q9/ID8/n5UrVwIQGhrK888/L/09+eST1NTU4OrqysyZM8HcVVdcXGzzyD/A8uXLSU5OZvLkyaSnpzNy5Ej+/e9/M2HCBJvvXVhYGAaDgdOnT9vUv9n9LoFYEIQbz4oVK5g3bx4xMTFMnDjRPruFlJQU1Gq19P9ZWVloNBp27txpU87i7bff5uzZszz66KPSrbllyqP9lENvb2/y8vKkp20BAgIC6NKli033hWXA2bKdW4UIxDeAo0ePsmfPHptHj3+roqIi9uzZ0+o8aeH2ZjKZ+PDDD5k7dy49e/bkzTfflPqMr4RMJiMgIKDVKWV79+5lxYoVpKWlMXToUCm9vr4ezF1+1h5//HFcXV154oknmDZtGgsWLGi11WsJypbt3CpEIL4B/PTTT6xZs4Zz587ZZ121wsJC1qxZIw1GCoLF//t//49PP/2U8ePH8/rrr7d4NP9KuLq6tpjfXl1dzZtvvomnpyfPPPOMTZ5l4M0yddIiOjqaxYsX88YbbxATE8PKlSuZNGkSr7/++lV3Cd5MRCAWhNvIqlWr+Oqrr5g+fToPPvigzYM9V6O2thZ3d3ebtDlz5lBeXs4zzzyDl5eXTZ4l6FumdVpTKpWkpKTwzDPP8PnnnzNo0CA2bNjA9u3bpTK1tbVgHli/lfy2T+EWoFQqCQsLIz4+ns6dO1/xwwFKpZLU1FSbdXGvt+u9sLyvry+pqalER0fbZwk3sdraWt555x1SU1MZO3asffYl2bd8LVNUo6KipLT169ezdetWsrOzpfVRrFm

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