Tuzlar va kislotalarning suvda erish natijasida musbat va manfiy ionlar xosil bo’ladi “+” ionlar katotga tomon “-” ionlar anodga tomon harakatlanadi.Natijda berk zanjir hosil bo’ladi.
Demak suyuqliklardagi elektr tokini asosiy manbasi”+” va “-” ionlarnng atrofida elektro statik maydon mavjud ekanligi isbotlangan. Ionlarning xarakatlanish natijasida suv molekulalari bilan ionlar o’rtasida ishqalanish kuchi vujudga keladi. Hosil bo’layotgan ishqalanish kuchining kattaligi (3) formula orqali aniqlanadi.
Fel+Fishq=0 (4.) qE-6 n r+=0 (6.)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAz4AAAGkCAIAAAB/y2eDAABby0lEQVR4nO3ddVhU2/s+fukOCVFMUFRARew4tqKix+7uRD2i6PHYChYGiljHwu4ORKxjdxIWIogYKEo3v/UZrjc/vjPD3mtm9p6ZDffrDy+YedjrGWacudmxlnZeXl4pAAAAABACbVU3AAAAAAC0EN0AAAAABAPRDQAAAEAwEN0AAAAABAPRDQAAAEAwEN0AAAAABAPRDQAAAEAwEN0AAAAABAPRDQAAAEAwEN0AAAAABAPRDQAAAEAwEN0AAAAABAPRDQAAAEAwEN0AAAAABAPRDQAAAEAwEN0AAAAABAPRDQAAAEAwEN0AAAAABAPRDQAAAEAwEN0AAAAABAPRDQAAAEAwEN0AAAAABAPRDQAAAEAwEN0AAAAABAPRDQAAAEAwEN0AAAAABAPRDQAAAEAwEN0AAAAABAPRDQAAAEAwEN0AAAAABAPRDQAAAEAwEN0AAAAABAPRDQAAAEAwEN0AAAAABAPRDQAAAEAwEN0AAAAABAPRDQAAAEAwEN0AAAAABAPRDQAAAEAwEN0AAAAABAPRDQAAAEAwEN0AAAAABAPRDQAAAEAwEN0AAAAABAPRDQAAAEAwEN0AAAAABAPRDQAAAEAwEN0AAAAABAPRDQAAAEAwEN0AAAAABAPRDQAAAEAwEN0AAAAABAPRDQAAAEAwEN0AAAAABAPRDQAAAEAwEN0AAAAABAPRDQAAAEAwEN0AAAAABAPRDQAAAEAwEN0AAAAABAPRDQAAAEAwEN0AAAAABAPRDQAAAEAwEN0AAAAABAPRDQAAAEAwEN0AAAAABAPRDQAAAEAwEN0AAAAABAPRDQAAAEAwEN0AAAAABAPRDQAAAEAwEN0AAAAABAPRDQAAAEAwEN0AAAAABAPRDQAAAEAwEN0AAAAABAPRDQCKp6ysrLCwsNevX0eIREVFJSYmJokkJyeTAl1dXQMDA3MRS0vL8uXLV6hQofz/kK+trKxU/SAAAMQhugFAsfLu3bvg4OBLly5du3YtP6IVJTs7OzU19cePH0UVmJqa1hCpXr16jf/R09PjoWsAAFqIbgBQHKSkpOzfv3/z5s3Pnz/napuJiYkPRQpu0dbWJunNxcWlYcOGTZo0qVevno6ODlfDAQDQQHQDAGGLjo5euXLlvn37kpKS+B4rOzs7VOTAgQPk26CgIDc3N74HBQAoDNENAIQqISHBx8cnICAgIyNDJQ3UqVNHJeMCQEmG6AYAguTv779o0SKS3lTVgJWVVdmyZVU1OgCUWIhuACAw0dHRI0aMuH79OmtlgwYNWrRo0bRpU0dHRwsLC0tLS01NzfT/+f79++fPn+Pi4mJiYsJE3r59m52dTdkGdrkBgEogugGAkOzbt8/DwyMxMZGhxszMbPTo0WPGjKlZs6bkvcYi5IsKFSq4uroWvisrK+vZs2d3RC5fvvzr1y+GURDdAEAlEN0AQDBmz57t6+vLUKCpqUlCm4+Pj3xTsuno6DQUmTZtWrt27a5du8ZQjOgGACqB6AYAApCRkTFs2LCjR48y1FSsWPHIkSONGzfmZMSXL18yFyC6AYBKILoBgLpLTU3t1KnTrVu3GGo6duy4f/9+CwsLTkaMi4uLj49nKNDS0nJ2duZkLAAAmSC6AYBay8rK6tGjB3NuGzx48O7du0mc4mrQFy9eMBc4ODhgWQUAUAlENwBQX7m5uYMGDQoJCWGoGT169LZt2zQ0NDgcl3VJBhwtBQBVQXQDAPU1ffr048ePMxR07dqV89xWimKvG6IbAKgKohsAqKljx475+/szFNSuXfvgwYOc57ZSFNHNxcWF80EBAGggugGAOoqMjBwzZgxDgaGh4YkTJ4yMjDgfOisr6/Xr18w12OsGAKqC6AYAaicnJ6dfv37M8+76+vpWrVqVj9HDw8NJemMoMDc3r1ixIh9DAwCwQnQDALWzYcOGJ0+eMBS0adNm4sSJPI3OerS0du3aPA0NAMAK0Q0A1EtcXNyiRYsYCjQ1Nf38/PhrANcoAIA6Q3QDAPUyffr0pKQkhoJRo0bxut8LM4MAgDpDdAMANfLo0aMjR44wFOjq6i5evJjXHrDXDQDUGaIbAKgRb29v5oIhQ4aUK1eOvwbi4+O/fv3KUKChoYFz3QBAhRDdAEBdvHr16uzZswwFJDbNnDmT1x5Yj5ba29sbGhry2gMAAANENwBQFz4+Pnl5eQwF7du3r1mzJq894GgpAKg5RDcAUAvx8fEnTpxgrhk+fDjfbSC6AYCaQ3QDALWwb98+5olwTUxMevbsyXcbiG4AoOYQ3QBALezevZu5oFu3bgYGBrz2kJOTExYWxlyD6AYAqoXoBgCq9/z5c9bdXV27duW7jdevX2dkZDAUGBkZ8bT6FgAAJUQ3AFC9U6dOMRdoaWl17NiR7zZY42OtWrX47gEAgBmiGwCoXlBQEHNB48aNzc3N+W4DJ7oBgPpDdAMAFfv58+fDhw+Za/744w8ldILoBgDqD9ENAFQsODg4NzeXuaZp06ZK6ATRDQDUH6IbAKjYzZs3WWuUEN1+/fr16dMn5hpENwBQOUQ3AFCxJ0+eMBeUK1euTJkyfLfBugRWxYoVzczM+G4DAIAZohsAqFJubi7rYcoaNWoooRPWNlxcXJTQBgAAM0Q3AFCl8PDwtLQ05hq+1y3NhxPdAEAQEN0AQJVevXrFWuPg4KCEThDdAEAQEN0AQJWio6NZa2xtbfluIy8vLzQ0lLkG0Q0A1AGiGwCoEk10K1u2LN9tvHv3LjU1laFAX1+/evXqfLcBAMAK0Q0AVCkmJoa1RgnRjfVoqZOTk6amJt9tAACwQnQDAFVinUqNKF26NN9tsM4MgqOlAKAmEN0AQJV+//7NWqOnp8d3G7hGAQCEAtENAFSJ+QyzfPr6+ny3gegGAEKB6AYAqsQ6qRuhq6vLaw9JSUkfP35krkF0AwA1gegGAKpEE93S09MNDAz46+Hly5d5eXkMBWXLlrWysuKvAQAAeohuAKBKmZmZrDXJycm8RjccLQUAAUF0AwBV0tXVzcjIYK5JSkqytrbmrwdENwAQEEQ3AFAlPT091uj2+fNne3t7/nrAzCAAICCIbgCgSiYmJomJicw1YWFhf/zxB389sK6jiugGAOoD0Q0AVKlMmTKxsbHMNeHh4fw18OHDh6SkJIYCHR0dR0dH/hoAAJAJohsAqJKNjQ1rzb179/hrgPVEtxo1apD0xl8DAAAyQXQDAFWqWrUqa82DBw/i4uLKlSvHRwO4RgEAhAXRDQBUieZYZF5e3unTpydMmMBHA4huACAsiG4AoEqUwcjf33/cuHGampqcN4DoBgDCgugGAKrUsGFDmvlBwsPDd+/ePWrUKG5HT01Nff/+PXONi4sLt4MCACgC0Q0AVInktsaNG//333+slfPnz3d3dy9btixXQ798+dLDwyM3N5ehxsrKiqdz7AAA5IPoBgAq1rNnT5roFhcXR6IbqTQ2NlZwxPDw8OXLlx88eDAnJ4e5snbt2gqOBQDALUQ3AFCxvn37zpgxg3nvV75nz5516tTpwIEDlSpVkmOgjIyM06dP79ixIyQkhHm9+QI40Q0A1A2iGwComK2tbffu3U+ePElTfOfOndq1a69du3bkyJGUVy18+vTp+vXrZ86cCQoKSk5Olqk3RDcAUDeIbgCgel5eXpTRrZRoNfqxY8cuXbq0X79+rVu3dnJyKlOmjIGBQWZmZlpaWkJCwufPn2NjY8PCwl69evX48eOPHz/K3RiiGwCoG0Q3AFC9Jk2a9O7d+/jx4/Q/Eh0dvVpE7kHbt2+fkZFx8+bNogq0tLScnZ3l3j4AAB8Q3QBALaxduzYkJOT3799KGMvIyGjZsmUeHh62trYMZdWqVdPX11dCPwAA9BDdAEAtVKxYcceOHX369OF7oE6dOm3evLly5coRERFfv35lqMTRUgBQQ8qIbpGRkeSPV0W2MGzYsN27d3PUDgCoqV69ei1fvnzOnDk8bb9q1apr1679888/87+9du0acz2iG6hQWFjYjBkzLl68qOpGii13d/c1a9bQrMWnbpQR3V6+fKngFvAGClBCzJ49Oy8vb+7cuZSTd1AqW7YsSYTjx4/X1dUtuBHRDdTT9+/fFyxYsH37dtZ5B0ERQUFBly9fJm8LixcvtrS0VHU7MhBGdMOsmAAlx99//+3k5DRq1KifP38qvrWKFSv+9ddfEydOlDxr7caNG8w/i+gGSpadnb1u3TofH5/ExERV91IikHC8adOm/fv3L1y4cOrUqXyskswHZUS3Ll26aGtrP3/+/MWLF2/evJHjzwi8gQKUKN26dYuIiJg1a9bevXvl3vHQunVrDw+PHj16SH07fvfu3ffv3xl+3NTUtHLlyvINDSCHe/fujRs37tWrV6pupMT5/fu3p6cnebfZtm1b/fr1Vd0OO2VEN1eR/K8zMjLI65JkuOci5IuEhATmH7eysrKxseG/TQBQI+Q//s6dO+fPn+/v73/48OG4uDian9LQ0GjcuHEfEeYVFx4/fsy8KezsB6VJTEycM2fOli1buD1PoCjJyckvRUJDQ2NjY+NEyI3p6enkMzo3N1dfxMjIiHz42trali9f3snJqY4I+ZNGCR2qxNOnT8m7x5QpU7y9vcljV3U7TJR9hamenl59kfxvHzx40KRJE+YfwRsoQIllZ2e3du3aNWvWkPeK27dvk7wVGRkZHR2dlJSUlpZG3k8sRMhHS8OGDcnbbqNGjSjPWXn06BFzAXb2g3IEBQWNHj1a6h8n5E8RDge6f//+uXPnQkJCyIufeWd2isiPHz/I/7XCt2tqatarV69Dhw5//vkn62e3+iO/XrGsTGLr+vXrT5w4ERgY2Lp1axX1xU7Fk4PQnAaHN1CAEi5/XxrB4TZZ97rhnQf4lp6ePmvWrI0bN0q9t2rVqtu3b1d8lJ8/f27dunX37t1v375VcFMk2TwSWb58uYODw/DhwydOnFi6dGnFm1SJK1eujB079v3792K3x8TEtG/ffsaMGd7e3jo6OirpjZmKo9uLFy9Ya7DXDQA49+TJE+YCRDfg1bNnzwYPHhweHi55l6am5rRp00huMDAwUGSIHz9+rFixYsuWLSkpKYpsRyoSBOfNm0e2P378+Dlz5lhYWHA+BN9at25NQsjcuXM3bNhAUmnhu8i3vr6+ly9f3r9/vxrOHiKAvW6IbgDArXfv3jFfwaehoYF3HuDP9u3bp0yZkpGRIXlXhQoVjhw5ovjhyN27d3t5eZH0puB2mCUnJ69ZsyYwMHD16tXDhg3jdSw+kHC8du3avn379uvXLzY2VuxeEq8bNmz477//Dhw4UCXtFUXdoxv546NWrVrKaQYASojnz58zF1SpUsXY2Fg5zUCJkpWV5eHhQdKA1HubN29+/PjxMmXKKDJEUlLS0KFDz5w5o8hGZBIfHz9ixIizZ8/u2rVLiP9xmjZt+ujRo969e9+5c0fsrtTU1MGDBz98+NDX11dLS0sl7UlSZXSLi4tj/YPA3t5ewT3GAABiWP9oxNFS4AP51CP54N69e1LvHTdu3MaNG7W1FfpcjoqK6tSp05s3b2iKzczMOnfu3KpVK2dnZzs7O/KtoaEhCZcpKSmxsbHv378nrYaEhLCeXZCPhM7Q0NBLly5VrFhRkYegEjY2NteuXZsyZcq2bdsk7/Xz83v69OmRI0esra2V35skVUY3nOgGACrBGt1cXFyU0wmUHK9fv3Zzc4uJiZF670IRBYf4+PFj69atxS4LlapChQoLFiwYPHiw5M4RPRELCwvy+dujR49SoiW5Vq9evWfPHrETwiRFRESQBkgGYp6aRz3p6Ohs2bKFZLilS5dK3nvjxo1mzZoFBweTjKv83sSoMrrh8lIAUAnsdQMle/jwobu7e1EHmkiKUjy3/f79u0OHDjS5bfz48evWrZNcX6QoTk5OO3funDp16tChQ0NDQ5mLP3z4QBLqgwcPBDoD3OLFi0lC9fHxkbzr/fv3zZs3v3jxosr/tMNeNwAoWdLS0iIjI5lrEN2AQyEhIb169UpOTpZ677x58xYtWqT4KCRXvXv3jrlGQ0Nj/fr1Hh4ecmy/bt26JJCRB3Lp0iXmyjdv3gwZMkSZJ9txa+nSpSS9LV++XPKuL1++tGrV6vTp0+Rf5TdWQN33uiG6AQC3Xr16xXzcx8jIqGrVqkrrB4q3GzdudOvWLT09Xeq9JG8tWbJE8VG2b99+7tw51rIFCxbIl9vyGRgYkNTStm1bydP5xZBmdu7cOWrUKLnHUi0fH5+oqKiDBw9K3pWYmNilS5fg4OBmzZopv7F8KotuOTk5UuezKYy8SqpVq6acfgCghGD9o9HZ2ZnbWeyhxHry5AlDbnN1dd26davio/z8+XPOnDmsZfXr11f8sKyuru6xY8ecnJx+/frFXDl79uzu3btTrm6ihkgaJn/mSX27SE1NJemNhHJV7Z5XWXR7/fp1ZmYmcw3eQAGAczjRDZSDfMx16tQpKSlJ6r0WFhYnTpygP+GMga+vL838bVKPAMqhbNmyZFMTJ05kLiMtrV27VupJY4JgYGBw8uTJBg0aSA2pv3//7tix482bN1Wyg0ll0Q0nugGASiC6gRL8/PmT5Lb4+PiiCrZs2VK5cmXFB0pOTiabYi1r3bp1+/btFR8u3+jRo1euXBkVFcVctnnz5jlz5ghxprd89vb2mzZtGjRokNR7v379StLb48ePzc3NlduX6qIbLi8FAJVAdAO+5eXlDRw48OPHj0UVdOvWrU+fPpyMdejQod+/f7OWDR8+nJPh8mlra48ZM2bevHnMZb9+/Tp8+DDJeRwOrWQDBgzYt2/fhQsXpN774cMHEuzOnz+v5COE2OsGACXIt2/fvn//zlyD6AYKmj9//uXLl4u619TUdNOmTVyNdeTIEdYaEiw6d+7M1Yj5SDZljW6lRO0JOrqVEu0fdXJyKuoC4aCgoEWLFi1evFiZLan1XjdENwDgFus7T4UKFZR/+AOKk/PnzzOfVbZ06VJbW1tOxkpMTLx+/TprWYMGDRRcXEuSnZ1d1apV379/z1x29erVpKQkExMTbkdXJvKesGTJEk9Pz6IKvL29Gzdu7O7urrSWVBPdyKuNddpAGxsbNVlxAgCKDdb9/djlBopISEgYM2ZMXl5eUQX29vasJ/jTu3//fnZ2NmtZw4YNuRqxMJIIWaNbTk7OvXv3OnTowEcDSjN58uQNGzYUdW4febrJkx4WFqa0v/pUE92wyw0AVAInugGvpk6d+vXrV4aCpUuXKrhKaWFFLYcqhqerIB0dHWnK7t69K/TopqOjs2TJkmHDhhVV8OXLl2nTpgUGBiqnH0Q3AChBEN2APxcuXNi/fz9DgYuLy8CBAzkcMSwsjKbMwcGBw0ELUEa3iIgIPkZXssGDB/v6+jK8gezdu7d///7KOWyqmuhGc40C3kABgFt5eXmsH3V45wH5pKWlTZgwgbnm77//5nbQDx8+0JRVqVKF23HzUSZCyibVnIaGxuzZs4cMGcJQQ14Ar1+/NjAw4LsZ7HUDgJLi3bt35POVoUBPT69GjRpK6weKk7Vr13769ImhoEKFClxNCFKAecQCPK0ET7nZ2NhYPkZXvn79+nl5ecXFxRVVQJ6OdevW/fPPP3x3oqbRTUtLy8nJSTnNAEAJwfrO4+joSN58lNMMFCc/fvzw9fVlrpk8eTLnr66iZqwQY2RkxO24+SivG6VsUv1pa2tPmjRp/vz5DDWrVq2aMGGChYUFv53wunWpoqOjExMTmWuqVavGyfIgAAAFcKIb8GTp0qXMn2t6enrjxo3jfNzU1FSaMp6iG+UyCSkpKXyMrhIklpHnmmEZT/Iy8Pb2Xrt2La9tqCC6YTJeAFAJzAwCfPj06RPrUlTu7u6lS5fmfGgtLS2ayUF0dHQ4H7qUaCl6mrLitCfb0tKyY8eOZ8+eZajZtGnTjBkzypcvz18bKohuWAILAFQCe92ADwEBAQy7YfJxe2FpARIHv3z5wlqWmprKx0KilEdC+cisKkSeSuboRl4M5CWxbNky/nrAXjcAKBHS0tIiIyOZaxDdQFbkdfXvv/8y15DY1LVrVz5Gp4xuKSkpKoxuxWx5km7duhkaGjIfqiYviQULFvB33pea7nVDdAMAboWGhubm5jLXuLq61i+kXLlyyukNhGvv3r0/f/5kriG5jadPcUtLS5oyns42o4xulE0KBclt7u7ux44dY6j58eMHeWGMHTuWpx6UHd0yMzPfvHnDXEP+OLC3t1dOPwBQQtD80RgXF3dOJP/bsmXL1qtXj2S4fv36OTs789wgCJK/vz9rTceOHXkavXbt2rdu3WIti4+P5+NT9du3bzRlxW9nNnlCmaMbsWHDhuIT3cLDw1nPqcRbJABwjia6ifny5csFEQcHB7wvgaQnT56Ehoaylrm5ufHUQOPGjTdv3sxa9vbt20aNGnE+OuVaDnwMrVo0Tyh5YTx9+tTV1ZWPBpQd3fg70e3AgQPM0xwzI2/reGsGKMbkiG4FMM0kSHXo0CHWmlq1avF35J1EN5oyEt34GD08PJymjLJJAalYsWLNmjVZF/g6fPhwMYlu/F1e+vz5czl+Kp+uri55GuT+cQBQf3JHNw0NDcq1GqGkOXLkCGtN27Zt+WugRo0aVatWff/+PXMZT6uI0uxxrFatWrFcoaRdu3asv1Xy8lixYgUfoxefvW40Wy4KplAHKPZoLsQDoHfnzp3o6GjWMr73OY0aNWru3LnMNdeuXcvLyyN/hHA4bmZm5t27d1nLSHscDqo+yNMaEBDAXBMVFXXv3r0mTZpwPro67nWTL7r5+PiQX2VQUNCjR49YryPLp6ur27x5806dOnXr1k2OEQEAoMQ6efIkTRnf0W3kyJELFy5kPon8+/fvJGY1a9aMw3EvX77MupaDlpbW8OHDORxUfVA+rSdOnBB8dPvx4wfDuq35bG1t5Vv8q57IokWLyCiXLl0iGY78S16vkpWGhobktd6xY8e2bduSr+UYCwAASriQkBDWGktLS74nTChbtuywYcN27tzJXHbq1Cluo9uOHTtYa0huK64z7Dg4OJQuXTohIYG57MqVK3yMrtToppwZ3ch/lUGDBvXp06d3797nz58Xu9fc3Jzc2LRpUwVHAQCAEuvHjx80Z+nUr19fCc2sXLmSJDPm6eW2bt3q5eVlbW3NyYivXr06ffo0cw35tOXpTC81QZ5c1vj+7Nkz8rxwvhq9UqOb0tZRSE9P7969++XLl8VuL1OmzKVLl1xcXBQfAgAASqyrV6/m5eWxlinnAhdLS0uS3phnEUtKSlq8ePHGjRs5GXHKlCmsD9/b29vKyoqT4dQTeXJZoxv5LZGXSp8+fbgdWu32uik+d19KSkrXrl1v3LghdnvFihXJb9nBwUHB7QMAQAlHeSBMaXMXjB49+tq1awcOHGCo2bZt2+DBgxU/6EQymeQnrBgSViZNmqTgQGqO8sklL5XiH90U3OuWmJjYuXNnycteqlevfvnyZZLeFNk4AAAAcfv2bZoyZU47tXPnzqioqDt37hRVkJ2d3bNnT/JRqMjnbEBAwIIFC5hr6tWrFxgYKPcQQkH55NIsdyEr5UW3vLw81jlgtLW1Fdm9nJCQ0LFjx0ePHond7uLiEhwczNUxfgAAKMnS09MpZ0qrXr06380U0NXVPXXqVNu2bV+9elVUzbdv31q2bLl169Z+/frJuv2kpKSZM2f++++/zGXkIZ85c8bAwEDW7QsO5Xx1r1+/zsjI0NPT43Bo5UW3yMhI1hVwyVNOXnzybT8+Pr5Dhw6SE/M2a9bs/PnzZmZm8m1W+cjfNFOmTFF1F/w6evRo7969Vd0FAIA8Xr58mZOTw1qmra1dtmxZJfRTwMrK6ubNm926dSP/FlXz+/fvAQMG7Ny5c/78+c2bN6fZLPkRUu/r68s6OWKjRo3IB24xW2++KOTJ1dLSYn0lZGdnkxdMgwYNOBxaedGN12sUvn792q5dO8n11Nzc3E6ePFkS4j8AACjHs2fPaMpsbGy4nQWXhpmZWXBw8KhRow4ePMhQFixib2/v7u7epEmT6tWrV6xY0dTUVF9fn0SN1NRU8qkaFRX15MmTW7duhYSEZGZmsg5N/iAPDAwsOVNuaWpqkqf48+fPrJXkBSPU6MbfiW6xsbFt27aVXKOtV69e5LWro6MjxzYBAACkooxutra2PDcinZ6e3v79+7t06eLh4fHr1y+GysjIyI0iCo5YunTpDRs2DB48WMHtCA55iimjG7fjqtdeNzkuL/348SPJbR8+fBC7fcSIEdu3byehWNYNAgAAMGA4mawwVUW3fIMGDWrVqtXMmTOPHDlCM4+JfLS0tEhiW758eXGdepdZ+fLlJU+vlyT3AspFEfZet/fv35PcFhMTI3b7tGnT1q1bJ9OmAAAAaERGRtKUcT4Rq6xIsDh48OCcOXPmzZt37tw5bjeuoaExZMiQ+fPnV6tWjdstC0jp0qVpyiT3LilISdEtLS2NxCzmGlNT08qVK9NvMyIiol27dpIray1YsGDRokWydggAAMAqKyuLdUXHfOpweVxGRsb9+/clTyhSXF5eHvkUfvz4sZ2dnZaWFufbFwTKp/jz58/Z2dna2pwlLiVFt9DQUNYl4WvVqkW/wZcvX3bo0OHbt2+FbyR/BKxdu3batGnytAgAAMAmOjqa9eMsn6mpKd/NMEhLS1uzZo2/v7/Utbw58fDhw4EDB86aNWv69OkeHh4cRhOhoHyKyQuGvGw4XM1WSb9obi8vffLkiZubm9h6bST1//vvvyNGjJCjPQAAABpRUVGUlSrc6xYcHDxx4kTOj9NJFRMT4+npuWPHji1btlDONlJs0D/F5GUjvOjG4Ylu9+7d69y58+/fvwvfqKuru3///uIxVdhkEVV3AQAAUnz8+JGyUiV73ciHI/kEYV4RK1+lSpVatmzZpEkTBwcH8rW1tbWBgYG+vn5GRkZaWtrPnz+jo6Pfv3//4MGDW7dusU5BHBoaSrY2evRoPz+/kjM/CP1TTJ/4aajRXjeay0tv3rzZpUuX5OTkwjeSV8mJEyfc3Nzk7w8AAIAC67S0BZS/143kA/IRGR4ezlCjra09aNCg8ePHF7WYqb5I6dKlq1at2qZNmzFjxpAbyTb37NmzZcsWsf0mheXl5W3fvv3x48dnz55V7dW1SkP/FH/9+pXDcYW01+3KlSvdu3dPTU0tfCP5xZ0/f75Zs2YK9QcAAEBB7FwdBkre63b//n3yESl2CriY1q1b//vvvySTybpxR0fH5cuX//PPP4sXL16/fj3DEgJPnz5t1KjRmTNn6tWrJ+sogkP/FNO/bGgoI7qRv1Hi4+OZaypWrMicXi9evNi7d+/09PTCN5YpU+bSpUsuLi4cdAkAAMBGPaPb3bt327dvn5aWxlAzb968JUuWKDKKiYnJ6tWr+/Tp07NnT4bdSJ8/f27VqtV///3n6uqqyHDqrzhHN8V3uZ0+fbp///5iC3GQtHf58mVlLu4LAAAlnBpGtw8fPnTv3p05t61YsWLWrFmcDNekSZN79+61aNHi06dPRdWkpKT8+eef9+/fL1++PCeDqqfiHN0UvLz0yJEjQ4YMyc7OLnyjg4NDSEgISW8c9AcAAECH/jNYV1eX107y/fr1y93dnfnQFvkM5Sq35atcuXJQUBDJcGKnnhf2+fPnLl263Lp1y9jYmMOh1Qr9Uyy86Eaz162oaxT27t07atQoscPqWlpaV69eLd5ZHgAA1FBCQgJlpXJW0B4xYsTr168ZCmxsbDZs2MD5uE5OTuvWrRs7dixDzYsXLzw8PHbv3s356GqC/ikWXnSTe6/b9u3bx48fL7n4GklyV65cGTZsGDf9AQAA0ElJSaGsVEJ0O3jw4JkzZ5hrFixYYG5uzsfoo0eP3rVr1507dxhq9uzZM3DgwI4dO/LRgMrRP8ViV1gqiPfoRmIW84XKpUQPvmbNmmI3BgQETJ06tahFc1etWoXoBgAASiZ21jUDvqNbeno662FQa2vrUaNG8deDj49PmzZtmGs8PT1fvnypqanJXxuqQv8U079saPAe3d6+fZuRkcFcQ3Kb2AIaa9as8fLyYviRsLAw8qdGt27dOGgRSgYNDQ1VtwAAvCvqD36u0H8G870wVEBAQGxsLHPNgAED9PT0+OuhVatWzs7OoaGhDDXh4eF79+4dPnw4f22oCv1TLLDoJsfRUpLi58+fz/pTK1euRHQDSshtACUE+c/Oa3rLysqirOR1r1tOTg7NGWx9+/blr4d8I0aMYN7VQqxbt65YRjf6p5j+ZUOD9+gm68wgJLSR6Eaz5bt37/73338tW7aUvzkAACh2eE1vanLA9MKFCzExMcw1BgYGjRs35q+HfO7u7qzR7cWLF+Qju6j1G4Sr2B4wlWkJLPL0r1mzhn7jK1asQHQDAAClUZO9bocPH2atadCggRIulXB0dCxXrlxcXBxz2f79+0tydCu2e92mTJkSEBAg08aDgoJINKRZ/BQAAEBxDGtAieHvxPy8vLwLFy6wljk7O/PUgJh69eqdP3+eueb06dMbN25UTj9Ko6WlRVkpNjetgviNbklJSR8/fmSuMTc3L1++/Lhx47Zv3174dn19/WbNml29epX5x1esWHHgwAFFGwUAgOKC13PdtLW1KfegkDZ4Osv26dOnv379Yi2TnLqBJ3Xr1mWNbrGxsW/evClmCyDl5uZSVnK7+5Pf6Pbq1SvW/0JOTk7Dhw/ft29f4RuNjIxIQifPsb29PXNWPXr06LJly6pUqaJ4t1CM8fceCgBqhe8rTMlnMGV0y8nJ4eki0/v379OUKW3BIfJJTVN2+/btYhbd6HfBCim60ZzoRl6CYhP6mZqaXrhwoVmzZqVEFzaLpTox5Bfn6+sr65FWKIH4fkMHgJJAV1eXcnpV/qLbq1evaMoqVKjAx+iS7OzsaMpoIoGw0Ec3bldF4ze60ZzoJvbILSwsgoKCGjRokP/trFmzmKMbsWvXrkWLFllbW8vdJwAAAA36z2D6z3VZvXnzhqaMfJ7y1ICYMmXK0JRFRETw3YmS0Z/BJqToJmvEJk//5cuXC88VUqtWrU6dOpEwx/BT6enpfn5+lFOKAAAAyI3+yBd/0e3z5880ZTytfyWJMiOyTiAsOMXzgCnlTt18tra2V65cqVGjhtjtXl5ezNGN2Lx585w5c4yNjWVuEQAAgBr94gTcXlRY2Ldv32jKjIyMeGpAjImJCU3Z169f+e5EyYrhXreYmBiaS2DyVa5c+erVq1KPl7dp06Z+/fqPHz9m+HEyEElvrLMCCkJAQMCUKVNU3QW/jh492rt3b1V3AQAgM/p9BGlpaaVLl+ajB8qT7ZQwqZtMA3G7BLs6IE8xZSVluqXEY3SjOdEtn4ODw5UrVxhOqCSZbMCAAcwb8fPzmzZtGrfBFgAAoDD6E8jS09N56oF1ZfB89LOOKYjyk5c+6AgF/SPi9rxDHqMb5Yluzs7OISEhNjY2DDV9+vSxs7P78OEDQ01cXFxgYODYsWNl6xIAAIAa/Wcwf0mFZDKaGcVycnKUk94oZ0vh6XpbFSqG0Y1mr5urq2twcLClpSVzmaampqenJ+thRF9f3zFjxmD6LgAA4Ik67HUzMDCgSUvZ2dnKiW6UC3QaGhry3YmSFcPoRrPXbc+ePay5Ld+oUaMWLVr048cPhpp3794dP368T58+tC0CAADIQh32upHolpiYyFqWmppKf1GFIihPYiNt892JktGfvSeM6Eb+IHj9+jVzDXlJ0S/TQZ7yyZMnL1myhLls5cqViG4AAMAT+s/g5ORknnooXbo0zdWav3794uk6CTHMe1UKKG2eOaVJSUmhrOT2ieAruoWHh7NeNOvo6CjTvlwPDw9fX1/mv2MeP34cEhLSvn17+s0CAABQsrW1paz8+fMnTz1UrFiRZnrbhIQEynUOFBQfH09TVqlSJb47UTL6p7h8+fIcjstXdKM50a3w1Ls0rKysRowYsXnzZuayFStWILoBAAAf6JfM5i+6UWag2NjYevXq8dRDYVFRUTRlJTm6cbvSupCiGzFjxoytW7cyX1lz9erVR48eFSylJTiTRVTdBQAASKEO0c3BwYGm7NOnTzw1ICYyMpKmTHLKfaFLSEigrBRGdKO5RqFOnTqybtbe3r5Xr17Hjh1jLluxYgVrDQAAgKxsbW11dHRoLvDkL7rVr1+fpoz1jHOuUM4F1rBhQ747UTLKp5i8YOiPs9MQ2F63UqIF6Vlj2alTp968eVO9enU5tg8AAFAUTU3NChUqMM8zmo+/6NagQQMNDY28vDzmstDQUJ4aEPP06VPWGi0tLeUcvVUmyr1uFStW5HbaMl6iG3kwrKvMWlpalitXTo6Nk5dsq1atbty4wVCTm5u7atWq7du3y7F9AAAABlWrVqWJbl++fOGpATMzMxcXl2fPnjGXPXz4kMQ7vuc6/fjxI81vo0mTJsVvchDKVVnt7e25HZeX6MbfLrd8s2bNYo5uxL59+5YsWcLtLkoAAADy+RUSEsJaFh0dzV8PPXr0YI1uiYmJT58+5Xtf18WLF2nKevbsyWsbKkFiK02ZHKeHMeMlutEc9lYkunXu3LlWrVqvXr1iqMnMzFy3bp2vr6/cowAAAEhydXWlKYuJieGvh169ei1atIi17Pjx43xHtz179rDWaGhoKB7dfv/+vWvXrjNnzkRERPz8+dPS0tLJyYlE2OHDhxsbGyu4cflQXghC+YKhp7K9bgqG0JkzZ44YMYK5Ztu2bXPnzjU3N1dkIAAAgMLq1q1LU5aWlhYfH29lZcVHD7Vq1WrcuPH9+/eZy/bv37906VJNTU0+eiCePXt279491rKOHTsqOMPczp07Z82aVfj0wTiRK1euLF68eNWqVayRgHPfvn2jXOuM8gVDT5B73YhBgwbNmzePOfAmJSUFBASQ9KbIQAAAAIU5Ojrq6ellZGSwVkZHR/MU3Yhp06aRj0LWBg4ePDh48GCeevjnn39oyqZPn67IKCS0rV69uqh7ST4eNWpUeHj4ypUrFRlFVpR7VfX19ekXjqLES3RjvapFQ0OD/MWgyBDa2trkVevl5cVctmHDhhkzZpBfnCJjAQAAFNDS0qpdu/ajR49YKz9+/Mjf8cq+ffsuWrTozZs3zGULFizo1asXH5cInDx5MigoiLWsWbNmHTp0kHuUnTt3MuS2Ar6+viRSK3PfG+W5jCTtyLRwFA3uo1tkZCTrwm329vaGhoYKDjR+/Hhvb+/fv38z1Hz//n3Hjh2Y4RYAADjUokULmugWFhbG3+n5JBCsX7++c+fOzGUfPnzw8vLauHEjt6NHRUWNGzeOtUxTU9Pf31/uURITE2fNmkVZTCr79OmjtPPeKOdeadmyJedDcx/d+L68tAB5ekh6W7VqFXPZmjVrJkyYwHnmBQCAEqtdu3br1q1jLaP5QFREx44d+/bte/ToUeayTZs2OTk5TZo0iatx4+Li3NzcaFadnzp1qiIn6e/atYt+erz4+PjAwECl7ayhnIiYvFQ4H5r76MbTOgpSTZs2zc/PLzMzk6GG/GVw6NAh/o70AwBASdOyZUttbe3s7GzmMspPd0X8+++/T58+fffuHXPZlClTfv/+PWfOHMVHfPz4cY8ePVhnbyUaN27MunuF2ZkzZ2SqP3XqlFpFNx0dHex1E1euXDmSyUgqZy4jLx1ENwAA4IqxsXHDhg3v3r3LXPb27duMjAw9PT3+OjE1NT1+/HirVq1+/frFUJaXlzd37tzr169v3bpV7vU0U1JSfHx8Vq9ezZpZS4kWmz969CgJuPKNlS8sLIzXermlp6ezxmWiUaNGRkZGnI8u7L1uhJeX1+7du5nXAyFp8vz58126dOFqUAAAKOE6dOjAGt1ycnJImOB8Wi8xtWvXDg4OdnNzY05vxOXLl2vUqDFs2LDx48c3aNCAfgiSQffu3btp0ybKw5cVKlS4du0a+Zd+CKlkXUyM5hguJ0JDQ3Nzc1nL2rdvz8foHEc3mhxqYGBQrVo1rkasWbMmyWTnzp1jLluxYgWiGwAAcKV3795LlixhLXv06BHf0a2UaInIq1ev9uzZk3V+/6ysrB0iVapUadWqVaNGjapXr16pUiVra2t9fX09PT1SkJaWRjJQTEzM+/fvHz58eOvWLZmWQ61bt+7JkycrV66s2GP6P5aWljKtJ0bqFR+UxuPHj2nK+vTpw8foHEc3mhzq5OTE7ZJqs2bNYo1ut2/ftrOzayXSsmXLqlWrctgAAACUNLVr13Z0dAwPD2cuu379+tixY5XQDwlMJE8MGTKEZsKOUqITwYnAwEBu2xg5cmRAQABXc3KRwCBTdHN2duZkXFYkKLPWOIvwMTrH0U0J6yhI+uOPP2gmlSZ/i+wRIV/b2tqSDNe5c2fyKue2GQAAKCEGDBiwcOFC5hoS3ZTSy/+xsLC4cOHCvn37Zs2aJVPi4UTNmjU3btzYtm1bDrfZvXt3mpBUQGkrpdI8rf379+dpdI6jmxLWUZCKvEx79+5NX//58+eDBw+SfxHdAABAPjTRLS4u7vXr1zVq1FBOSwT5XCOJZ8OGDf7+/t++fVPCiCS0zZgxY/jw4QpelCBp5MiR3t7e379/pym2sbEhPXDbgFShoaE0v1jy8uCpgeKw143o0aOHg4PD27dvZfopBVd0AACAkox87jRt2pT1YoVr164pM7oRJiYmc+fOnTlz5n6RGzdu0JxTLytjY+OuXbuSpOju7s75xguG8PPzo5wjYt26dYrP9k+DZkcgeWFweFq/GBVENz72umloaJDIP2HCBJl+SmkHxQEAoFiaOnUqa3QLCQmR9eOJE3p6eqNEvn79eu7cOZIgSYajmY+NgZaWlouLS8uWLdu0adOhQwclrDM5cODAsLAwHx8f5rJ58+bxt5dLDE10mzZtGn8NcBzdlH9wvcA4EVWNDgAAJVCfPn1mzpzJnIcuXryYnJystAWaJNnY2IwWIV+TVsNE3r59+/nz568iSUlJGSKZmZna2tp6IgYGBtbW1mXKlCE/XqlSpZr/o5w9W4UtXbq0atWqM2bMSEhIkLzX0tJyzZo1w4YNU04zqampwcHBzDUVKlSQ6SQuWfGy/DwAAEBJoKWlNWnSpLlz5zLUpKWlnTx5cujQoUrrikF5EUXWg1eJESNG9OjRY/v27efOnYuIiCAZzsLCwsnJqVu3biNHjjQ1NVVaJySIkyeUuWby5Mm8Lr+J6AYAACC/cePGLV++PDk5maFm//79ahLdhMvc3HymiGrbOHToEHOBsbEx39PBILoBAADIz9LS0tPTk3l63itXrnz79q1MmTJK6wr48OPHj7NnzzLXkHBpYWHBaxuIbgAAAAohn9abN29mmMMiJyfn4MGDvJ66Dkqwd+/ezMxMhgIbG5sZM2bw3QaiGwAAgEKMjY0XLFgwZcoUhpr169d7eHjwegoU8Co3N3fjxo3MNfPnz+djvXkxiG4AAACKGj9+PPlcf/36dVEFUVFR+/fvV9qFkMC5kydPRkZGMhTUqFFDOTNdILoBAAAoSltbe/v27S1btszLyyuqZsWKFUOHDuV2FW9QGvL0Mdyrqam5Y8cOzteTkArRDQAAgAPNmzefPHkywzG1iIiIY8eO9e3bV5ldASdOnjz5+PFjhgIPD49mzZoppxlENwAAAG6sWLHi3LlzUVFRRRV4e3v37t1bU1NTiU2BonJycubPn89QYGdnt2zZMqX1g+gGAADADUNDw8DAwLZt25IPe6kFL1++3LJly6RJk5TcGChi48aNYWFhRd2rra1NnnRlLjKB6AYAAMCZFi1arFixwsvLq6iC+fPn9+vXz8rKSpldgdy+ffu2aNEihoKVK1f+8ccfymrn/yC6AQAAcGnGjBn37t07fvy41HsTEhImTJhw7NgxJXcF8hk3btzv37+Lupek8OnTpyuzn1KIbgAAAJzbtWtXWFhYeHi41HtPnDixb9++IUOGKLkrkFVgYOCZM2eKutfZ2XnHjh3K7CcfohsAAADHjI2NL1682Lx589jYWKkFkydPbtSoUfXq1ZXcGNCLiIhgmGa5UqVKQUFBSpiAVxKiGwAAAPfIR3twcHDLli1//PgheW9SUlKvXr0ePHigzNPbgV5KSgp5gpKTk6Xea21tTZ7c8uXLK7mrfIhuAAAAvHB0dDx//ny7du1IDpC8NywsbNCgQSdPnsQkveomNzd3wIABERERUu81NTUNCgpS4R5TRDcAAAC+NGrUiHzMd+3aVeqp7mfOnJk6daq/v7/yGwMGkyZNIplb6l2WlpbkLldXVyW3VBiiGwAAAI+aN29+48aNTp06ffnyRfLegIAAc3PzpUuXKr8xkGrOnDnbtm2TeleFChWCg4Nr1qyp5JbEILoBKENmZubdu3dfvHgRIfL58+ekpKTExMTU1FQ9PT19fX2D/7GysrK1tS1Xrlz+vxUrVqxWrZqNjY2qHwEAyK9OnTq3bt3q0KHDhw8fJO/18fHJyclR5nT8UJRZs2atXr1a6l0ksZHcRtKbkluShOgGwKOYmJjDhw+T/+3kXTs9PV1qTZpIQkICw3aMjY3Ju4azs3OtWrXqiZiZmfHTMgDwwt7envz91rdv35s3b0reu2LFivj4+E2bNiln/XKQlJ2dPX78+F27dkm9l8TuQ4cOlS5dWsldSYWXCAD3yFvA0aNHyVvA1atXc3NzFd9gcnLyI5H8bzU0NGrUqNGsWbPt27crvnEAUI4yZcpcuXLlr7/+IhFN8l7y3zkyMpK8dahJPihRyB/PvXv3vn79utR7vby8li9frj4rzyK6AXApJycnMDBw6dKlHz9+5G+UvLy8/AOviG4AwqKtrb1x48aGDRtOnDhRck88+WOvbt26Bw4caN68uUraK5lu3bo1aNCgT58+Sd5lZGS0c+fOvn37Kr8rBohuAJy5ePHi1KlT379/r+pGAECtDR8+vF69eoMHD3716pXYXTExMa1bt54roqOjo5L2So6srCxvb+9ly5aRv7ol7yXPEYnRajhtMqIbAAeSkpI8PT1VsiIKAAhR7dq1Hz58OHv2bH9//7y8vMJ3kRixZMmSo0ePbt26Vcnrmpcot27dGjdunNTJ2zQ1Nb28vJYuXaqepx6qY08AwvL06dOePXtGR0ezVhobG3fp0qVp06Z169a1s7MzMzMjt2RkZPz69evTp0/h4eHPnj0jWyP/Mqx2DADFg56enp+fn7u7+6hRoz5//ix2L3lDaNWqldS9QcAJ8usVC835KlWqtGfPnpYtWyq/JUqIbgAKOX/+/IABA6ROlV5YnTp15syZ0717d319fbG78ucEKVeuXMOGDYcNG1ZKNJH33bt3L1y4cPHiRRLjeOocANSBm5tbWFgYeX/YsmWLWJKQGiyAK5K/Xi0trSlTpixdulQlK5PSQ3QDkN/WrVs9PDyY/ywuU6aMv7+/TGe5ampqNhfx8fF5/fr1v//+SwZiTYcAIFCmpqYBAQFDhw4dN26c5NlvoByurq7btm2rX7++qhthh+gGIKddu3ZNnDiRuaZLly6kzMrKSu5RatSosXr1ak9Pz0qVKnEyzwgAqKcmTZo8efJk3bp13t7eSUlJqm6nBDEzM1uwYMG0adPUZ/oPZohuAPI4ffo0+fuYuYYUbNq0iZP3Altb27p165K3dcU3BQBqS1tb28vLa8SIEfPnz9+xYwdOdOOblpYWeaNesmSJpaWlqnuRAaIbgMzu3r07YMAA5nfVqVOn+vn5cTho69atEd0ASgJra+stW7ZMmTJl5syZqu6lOOvYsePatWsdHR1V3YjMEN0AZPPz58/+/ftnZGQw1HTv3n3dunXcjtumTRvyLsPtNgFAbTk7O1+8eFHVXRRnwv31IroByGbkyJFSJ90u4ODgsH//fg0NDW7HbdGihZaWFg6gAACUcIhuADLYuHHj2bNnGQpIugoMDDQ0NOR8aFNTU1dX14JlTAEAoGRCdAOg9eXLl7lz5zLXTJs2rUmTJjw10KZNG0Q3AIASDtENgNbs2bOZr9i3sLCYP38+fw20bt3a19eXv+0DAID6Q3QDoHL//v19+/Yx18yZM8fMzIy/Hlq0aKGtrZ2dnc3fEAAAoOYQ3QCoeHl5MS9KU7p06UmTJvHag7Gxcf369UmI5HUUAABQZ4huAOzu3Llz69Yt5prRo0cbGBjw3cndu3f5HgIAANQZohsAu5UrVzIXaGpqTp48WTnNAABASYboBsAiPDz83LlzzDUtW7asXLmycvoBAICSDNENgIW/vz/zWW5E//79ldMMAACUcIhuAEyysrIOHz7MXKOlpdW7d2/l9KOG4uPjnz59+vjx4ydPnkRFRaWkpCQnJ+f/m5mZqerupOjevfvJkydV3QUAgJwQ3QCYnDt3LiEhgbmmUaNGVlZWyulHfWRnZ5MAtGHDhtu3b6u6F9mMGDFC1S0AAMgP0Q2AyZ49e1hr2rdvr4RO1EdmZqafn5+/v39sbKyqe5EZCdnu7u6q7gIAQH6IbgBF+v3794ULF1jL2rVrp4Rm1MStW7fGjRsXERGh6kbkNHjwYB0dHVV3AQAgP0Q3gCJduXIlKyuLuUZPT69p06bK6Ue1EhMT//777y1btqi6EYUofrSUBPqQkJA7d+48f/48Kirq+/fvqampRkZGpUuXtrCwqF27drNmzVq1alWjRg0u+lWevLy8R48eXb58+cGDB69fv/78+TN5XNra2mZmZmXLlq1cuTJ5aN7e3qpuEwAQ3QCKRj7GWGvI51lJ2Ivz9OnTnj17RkdHq7oRhbiIyPezubm5Fy5c2LZt28WLF3NycsTuTRT5+PEj+UXlH2Qn6c3T0/PPP/9UtGn+kQBKEvm+fftIXBO7izzSbyIvXrx49+4dohuAOkB0AyhSSEgIa039+vWV0Ilq7d+/f+zYsenp6apuRFHPnz/X1NQsfEudOnWePXvG/FOZmZkbN2708/P79OkT/Vg3RLp06bJ3715zc3PZm/0/CQkJlpaW8v0syY7Xrl1jrnn//v2CBQuOHDkiGUYl1apVS75OAIBbiG4A0n38+JF8sLGWFe/oRj7RZ82atW7dOlU3wpfq1aszF5DYOm/ePPJikG/758+fr1ev3uXLl6tWrSrHj798+VK+cUuxPbS0tLTFixeTZ5b1lIACiG4AagLRDUC669ev05QV48+z9PT0Xr16BQUFqboRHjk4OBR1V2Rk5NChQxVfNDYqKqpnz5737t0zNDSU9Wd5im4PHjwYNGgQeYAybbAYv9QBhAXRDUC6Fy9e0JRVq1aN705UguS2Hj16BAcHq7oRfhUV3Xbs2DF9+vTk5GRORnn16tX48eP37t0r6w+6ubmtWbPmvoise/6Kim7r16/38vLKzs6WtRlENwA1gegGIB3NDg8zM7NiORkvyW3du3enuUpD6CSjW0ZGxvDhw48cOcLtQAcOHJg9e7as6Ye0RxJk/tffv3+//z8PHz78/fs3889KRrecnJyxY8fu3r1bph7y6evrF9e/UgAEB9ENQLpXr16x1sh3ApOaI7mtW7duNJdoFANi0S0+Pp489nv37nE+UF5e3rJly0iAk3sL1tbWXUXI1yRZDhgwgKFYS0tL7MWZlpbWt29fmnkKpXJ0dNTQ0JDvZwGAW4huAFL8+PHjy5cvrGVVqlThvxdlGzNmTAnJbSYmJmXKlCn49t27d507dy7q2pS6dev++eefLVq0cHJysrS0JFHs+/fvDx8+PHjw4IkTJ8i3rMMdPXp0w4YNnOymZd0lTF6Z2tr//9s7yW0k87FecMoAR0sB1AeiG4AUYWFhNGVly5bluxMl8/X1ldwzpKGh0bhx4/bt29epU4ckD2tra/IviS+Fw0Ep0Vy1JDFIHsi7c+dOkyZNKBtISUmxs7OLj4+Xeu+wYcPoj/f16NHjzJkzDAWFd7mR3NaqVau4uDixGvLY+/Tp8/fff7u6uordVVGkV69eV65cIf8mJSUx95OTk3Px4sWhQ4dS9s+ANboVPlqalZXVvXt3htxWqVKlbt26tWnTxtnZuVy5cocPHx43bpxYDaIbgPpAdAOQIiYmhqbMxsaG706UiQQLklEK36Knpzd+/PgpU6bQHBr29/eXzG0kD9HnNmLDhg1F5TZi5syZ9JuizzdRUVFt27aVzG3u7u4+Pj6ss/i2a9eOBMrevXuztkRSrJKjW15eHhmxqN2oLVu2nDdvntgivF26dJGsRHQDUB+IbgBSSH6KS0W/1y05OZl83D5//jw0NJTkwk+fPn39+jVVJCsry8DAwNDQ0MzMLH9HjqOjY32R0qVLK/AgZPPmzZuBAwcWPvBHggtJY3Z2djQ/npSUJHX6N7EsyCwxMXH16tVF3dupUyf6AJGSkkICGXNN/l438ly0adNGbLpda2vrrVu39ujRg3K4nj17tm7dmnVCGZoTKFnRPLSC6PbPP/9IveSC5GmSSskDl7yrXLlyJK2S12rhGxHdANQHohuAFJTRrfCZUpLS09Ovily7do18EObm5hZVmSLy/fv3d+/eFdyoqanZqFEjkp8GDBjA98V9aWlpJKaQ5JT/ra6urp+f34QJE+i3EBAQkJCQIHYjSQAdO3ak3wgJf5IbKeDl5UW/KRKSWM8/I9GNROouXbqIzbtBchjJbbKelDZy5EjW6Ea5N5cZzUPLj26HDx9euXKl2F36+voktP31118Mlx2QV13h6GZqakr+olCgZQDgEqIbgBSU0Y18pEneSELYqVOnTp48GRQUlJqaKncPJOrdE1m4cGG7du3IZy35QJV7a8xIKoqIiMj/2tbW9syZM/Xq1aP/cfKQ16xZI3m7TLvcSGhjWLaB9CN1F1FRaOZ2sbe3HzRoUOFKkmaWLVs2e/Zs+oEKNG3alLXm58+fcmxZDM1DI9HtzZs3Y8aMEbud/Br3799fo0YN5h8nr7Tly5cXfOvs7CxHnwDAE0Q3ACloLi8ljI2NC3/733//7dq169ixYyTKcNhMXl5eiEjLli1JQuJ86a1Lly5t2rQp/+tq1apdvny5cuXKMm1h8+bNP378ELvRzs6uT58+9BtZvXp1wW4/SbNmzZKpJZp8s23btnPnzhV8a2houHfv3p49e8o0UIFy5cqx1qSlpcm38cJYH5qBgUGZMmWaNGki9jokT8eePXv09fVZhyAx1Nzc/NevX/nf4mgpgFpBdAOQ4vv37zRlJiYmpUTLkx84cMDPz49yAQa5kWhIPlPnz58/d+5csWXU5fbz589Ro0blf+3i4kJiHPNRYEkkjkg9Qc3Ly0tLS4tyI+QXvmHDhqLurVKlCs1FAIXRPBckxxR8bWpqGhwc3KhRI5lGKYwEJtYaHR0dubdfgPWhkfy9aNEisZPVyGtm6dKllEOQV5ebm1vBSXKIbgBqBdENQIr09HSaMvJJHBAQsHz58s+fP/PdUr7s7OyFCxfevHnzxIkTYvv85DNhwoT8o8MtWrQ4c+aMmZmZrFvYunXrt2/fxG4k+W/EiBH0G1m5ciXDrkpPT0/6FJhPptU/jYyMLly4oEhuKyW6xoK1RtZYLBXrQ0tOThYL0+vXr58yZYpMo7i7uyO6AagnRDcAKSijW7NmzSj3z3ErJCSkVatWly5dUnB+17179x47dox80bVrV/I5TXMoTQz5Ra1atUry9r/++ot+a1++fCk4YivJwsKiYL8gJRJG6c8qI32ePXuWPJUyDSGJ5iB7pUqVFByF5qF9+PCh8Ld+fn6y5jaic+fOGhoa+ddDILoBqBVENwApMjIyaMqYc5uZmVm1atXsCyEpxMjIyPh/MjMzk5OTo6Oj37x5c+vWrYsXL4p96DJ4+vRpt27drl69KkfeKtC9e/f8h2Bubi7rbq1827dvl4wsJiYmEydOpN/IypUrGbLypEmTDA0NZepKpl1uO3fubN26tUzbl4pmeXjFV06T6aERa9eunTp1qhwDWVtb5+TkyPGDAMA3RDcAKSj3uokxMDBwdXVt1KhRQxHWGT30RaysrOrVq5e/JOWNGzeWLFlCuWDRvXv3RowYcejQITlazSf1Cll6JHpKzj1RSnQQlv7Aa3x8/LZt24q6V09Pz8PDQ9bG6PPN7NmzmRcDpVfUClqFSS4JLyuZotv06dP/+usvBUcEAHWD6AYgBeVet1Ki6SRcXFw6derUuXPnZs2aybfvqkCrVq2uXLly4MCByZMnS65MIOnIkSNdunThZIJ+OezcuTM2NlbsRl1dXZniwrp16xiuuyTZVI7zwyjzTceOHZctWybrxovy9u1b1hpHR0cFR6GPbt26dWOY3xgAhAvRDUCKrKwsmrJdu3aR0Mb5cliDBg2qU6eOm5sbzelT06ZNIxGEk/PfZUJ+RYWn/iowfPhwmmky8pF4GhAQUNS9JBZ7enrK0RtNvrGwsNi9ezfDtLSyCg8PZ61RWnQjf06QPwA4fHQAoD4Q3QCk0NbWpklvQ4cO5WqSDjG1atW6cOHCH3/8wTqp769fv7y9vRlm1uBJYGCg5NoAJCvItOYByW0MF2b26NGj8ArxlHJzc2lSFBma28zNOqiOjo6Cq2JQPjQTE5OjR4/KeoIgAAgFohuAFLq6ujTRLScnh6foRtStW3fNmjU05/tv27Zt5syZil+9SC87O1vqocY+ffrQpxOSSv38/BgKZEqBBd6+fct6qmKLFi369+8vx8aLkpKSIrYKqiQSQxU8nk7z0IgtW7bwvXIaAKgQohuAFCS60ayIQBIMJ5OsFmX8+PE7dux49OgRc1lmZubmzZulHr7kyb59+6SugC7TElIkccbHxxd1b4MGDZo0aSJHbzST8TZu3FiOLTMIDQ1lXVdU8eWkaB7aQBEFBwIAdYboBiAFiW40ZUqYPWHevHk9evRgLdu9e/fSpUu1tZXxP5o8ah8fH8nb27dvT7/yKYmbzCfRT5gwQZ7m6M4Gq127tnwbL8qrV69YaxSPbjQPrXPnzgqOAgBqDtENQArK6EZ5NYMiunXrVrFiRcmzysR8/fo1ODiYv/XpCzt48KDUiTBkWmw+MDCQYQkKU1NTuefsoMk3nM8xSxPdFB9UJakUANQNohuAFJRrTKWkpJQuXZrvZgYOHCh1xQIx58+fV0J0y83N9fb2lry9QYMGbdu2pdxITk6O1AnhCgwdOlTus+xZ842mpqaTk5N8G5d70FJK2eumpaWl+EWsAKDmEN0ApLC0tKQpS05O5ruTUqLVJGmi24ULF5TQzJEjR968eSN5+7x58+g3cuLEicjISIaC8ePHy9yZCAnTrCtSVKtWTU9PT77tF4U1VJER5bhatjCah0aGoNxhDADChegGIAXl2qDKiW5NmzY1NDRknSXk48ePsbGx5cuX56+TvLw8qbvc6tSp8+eff9JvZ82aNQz3kscr97FFmssFOD9aGh8f/+3bN+aamjVrKngxskoeGgCoIUQ3ACmsra1pymiuQlWcjo6Oi4vL3bt3WSufPn3Ka3Q7fvx4WFiY5O3z5s2jn/319u3bDx48YCiQe5dbKRWdDaacs+tUcg4fAKghRDcAKSj3uiUkJPDdST766Na1a1eeesjLy1u6dKnk7TVr1uzVqxf9dph3uZmbm/fr10/m5v5HJflGfaIbrlEAKAkQ3QCkoFxXimFaMm5RnibFfAKZgk6fPi01PcydO5f+UOD79+/JdhgKhg8frq+vL09/IiX88lLsdQMoCRDdAKSws7OjKfv+/TvfneSrUqUKTZnkYvAcWrJkieSNVatWlWkWDz8/P+YTtsaNGydzZ4Ww5huSCxW8XECOQUspJbqRh4ZFFABKAkQ3AClIIqEpU9petwoVKtCU8Rfdzp079+zZM8nb//nnH/rFnRISEnbt2sVQ0KJFC0Xmtvjy5QvrM6L45QKSQkNDmQtMTEwqV66syBA0D83JyQnrzQOUBIhuAFKQ6EY+BVkv6Pv69aty+qGcPY6/c++k7nKrVKnSkCFD6DeyZcsW5utk5V5BIZ9KzgaLiopivdBY8WnkcLQUAAogugFIoa+vb2try7oT6+PHj8rphzK6paWl8TF6UFCQ1HVU//77b/olXLOysjZu3MhQYGlpKdPlDpLU9hoFxfMiohsAFEB0A5CuevXq6hPdDAwMaMp4im5Sd7mRaDty5Ej6jZw4cSIuLo6hYMSIEQrOlKu20Q2XlwIAhxDdAKSrX7/+tWvXmGtIFsnJyaE/2UtulDu3srOzOR86JCTk3r17krfPmjVLpqS1efNm5gIFL1AopcYLz+PyUgDgEKIbgHSNGjVirSG57cOHD0q4rI8yuikyrUZRpO5yK1OmzNixY+k3Eh4e/t9//zEUtG3bVsELP3Nzc6VOF1yYmZkZ5QUf9JQQqmgemrm5Oa+zMQOA+kB0A5COJrqVEu10UUJ0o9ydxnl0u379+q1btyRvnzFjBuUx3Hxbt25lLlBkBYV87969S09PZ67hfL8UeV6kruhamJWVFeU0gUVRyUMDALWF6AYgXaVKlWxsbFivISXRrUePHnw3k5WVRVMmU5xilZOTM3PmTMnbLSwsJk6cSL+d1NTUwMBAhgIzMzPFf4cvXrxgreE830RERLA+NYoPqpKHBgBqC9ENoEgtWrQ4duwYcw3NqU6Ky8jIoCmjXHqV0qZNm548eSJ5+/Tp042Njem3c/jw4d+/fzMUdOnShf5K1aLgGgUFRwEAoUB0AyhS586dWaPbw4cPldBJYmIiTZmtrS1XI37+/HnevHmSt5uamnp4eMi0KdYLFLp37y7TBqXCNQoKjgIAQoHoBlAkd3d31ol5P3z4EBcXV65cOV47Yd5rVYCrE9XT09N79+6dlJQkedfUqVPNzMzoNxUaGip1TrgCOjo6nTp1krlFCSV8rxuiG0DJgegGUCQbGxtXV1epBw0Lu3nzZr9+/XjthHLFLXt7e8XHIlF16NCh9+/fl7zLyMjor7/+kmlrR48eZS5o27atiYmJTNt8+/btzp0787+ePHlyhQoVUlNTIyMjmX+KxGsLCwuZBmKlhFBF89BsbW0pJ20GgGIA0Q2ASffu3Vmj2/Xr1/mObpSLk7q4uCg+1syZM48fPy71LpKTZE0/rEec5ThaOmXKlODgYPKFg4ODj49PKdG+PdZVyzjfL5WcnBwdHc1cQ2KlqampIqOo5KEBgDpDdANgMnTo0EWLFjF/dp49e3bTpk28thETE0NTpmB0y87OnjBhQsEOLTEGBgaenp4ybTA8PJx1QrIGDRrItM1z587l57ZSojlK8teSV8khxVevXikhVOFoKQCIQXQDYFKlSpXWrVszL6sQGxv78OHDhg0b8tfG69evWWvKicg9REpKSr9+/S5evFhUweTJk2Wdn4x1l1sp0SQs9BvMysoicS3/a2tr62HDhuV/rZJrFNTnRDdcXgpQoiC6AbAYNWoU64pYx48f5zW6RUREsNa4ubnJvf3o6OjevXs/fvy4qAJTU9O///5b1s2ynuhGGBoa0m9ww4YNb9++zf96ypQpBVMQq2qvG2tNiVp4/u7duyRY5y+blpubq+p2AIotRDcAFiTTeHp6fv/+naEmMDDQ29tbW5uX/1BZWVk0k7J27NhRvu2fOHFizJgxv379YqiZPXu2rGe5ff36lSbcJCUlUc4SFxoaunDhwvyvzczMJk+eXHAXa77R1NR0dnamGYWemux1Iw/NyclJwVEU9P79e5LsizpFEgC4hegGwEJfX59Etzlz5jDUkJhy6tSpPn368NHA06dPWddB0tXVlSO6paWlkYfGukqVjY3NtGnTZN343bt3acqePHnSpUsX1rLExMRevXqlpqbmf0uiZME1leSXzxysCTs7O26XmihFsddN8VBF89Ds7e05f2j0EhISlixZsmnTJsoFPwBAcYhuAOwmT57s6+v78+dPhho/Pz+eoltQUBBrTbdu3WSdHiI0NHTAgAHkX9bKBQsWyHRYMx9ldDt58iRrdCO5rVOnTgWHSkmUnDp1asG9KjmkSEIV64wtVatW1dPTU2QUdT5ampmZ6e/v7+Pjw7y/FgA4h+gGwM7Y2Hj69Onz589nqLlz5w7JWJzMLivmxIkTrDWjRo2SaZubNm2aMWMGzfpa9vb2Y8aMkWnj+cgvhKbswIEDJIfVqVOnqIKYmJjevXsXntd30aJFhaNkCb9GQSXR7fDhw3PmzImKilL+0ACA6AZAxdPTc8eOHcyfVfPmzevYsaOGhgaH45LIwnqim6OjI/3R0vj4eJLzzp07R1nv7e0txwKjWVlZzIsoFMhfueHy5ctVqlQRuys3N3f//v1//fVXQkJCwY1//PHHuHHjCpep7TUKxfLy0tu3b5PQ/+DBA2UOCgCFIboBUDEwMAgICGA+tPfkyZMNGzbIcVoYg7Vr17LWLFy4kDIv3rt3r1evXl++fKEc3cXFpX///pTFhZGMS7NLL9/79++dnZ1nz57dqVMnJycnEvvIj1+6dGnPnj1il9bq6+vv3LlT7MFir5uCo1B69+4deY5OnjypnOEAoCiIbgC0Onfu3LdvX+YJL/755x8S76pVq8bJiI8fPz58+DBzDUlXlGs5nDp1atCgQaxXPBTm7+8v305E+nSYLy0tbZEIc9mqVavEfrd5eXmss/7q6upWr15dpn5YKSFUqeqhSfrx48eSJUu2bNlS+FqEcuXKDRgwYMiQIfXr1+e7AQAoDNENQAabNm168ODBx48fiyogEaRHjx63b9+WaY12qTIzM8eNG8c8X7+Wltb27dtptrZ169ZJkyaxzv5f2LBhw/744w/6+sJkjW40hg4d6uHhIXbju3fvyO+c+Qdr1KhBflEcdqKcUEXz0GrWrMntQxOTk5Ozdu3aZcuW/f79O/8WExOTnj17Dh48uF27dvlLWQCAkiG6AcjA0tLyxIkTzZs3Z9h3RT7Ue/XqdeHCBQWvLpw8efLTp0+Zazw9PWn2eZw/f17W3Eai56pVq+jrxXAe3Ro2bLht2zbJ21VytDQyMrJgmpKiKJ4X1eFoKXkeZ8+eTb7Q1tZ2c3MbMmQI+cukYCZkAFAJRDcA2bi6upIMUbAEk1TXrl1r167d6dOnSdSTYwiSsaZOnbpjxw7mspYtW+Yvvs7szZs3gwcPlim3EWTLsi57VRi3E0bY2dmdPHlSahSmmayY83yjnFBF89D4vkZBQ0OjcePG5PUzYMAAKysrXscCAEqIbgAyGzJkCIkmhacWk3Tnzh3ymUdCXtu2bWXaeGxs7PDhw69evcpcRtLM8ePHadZv8PT0TExMlKkH0vmECRNk+hExsk4yx6Bq1aokCtva2kq9VyV73dTn8lK+97qRXzvl/HwAoDSIbgDy8PDwILFp8uTJDHuzIiMj27dv379//xkzZjRo0IB1mzExMVu2bFm/fj3rwTiS265cuUKzS+/x48cXLlxgLSvM2tr66NGjCp7GpMgeu8IcHBwYclspFeWbEnh5KQCoD0Q3ADlNmDDB3Nx87NixKSkpDGWHRVxcXDp16tSkSRNnZ2cLCwszM7Ps7GwS0eLi4t6/f//o0SMSUO7cuUOzaLeTk1NwcDBDmils06ZNtI9HREtLi3RboUIFmX5KEsl/Cm6hlOh0satXr5YrV66ogrS0NJKPmTdiYmJSuXJlxZspTAmhSlUPDQDUH6IbgPwGDBhAMlmfPn3Cw8OZK5+LKD7ioEGDtm7damRkRFl/+fJlmba/atWq1q1by9yWBBJcNDU1aZJoURwdHUlus7GxYagJDQ1lHYLzVeczMzPfvXvHWkZiuqura93/qV69ukw7MlXy0ABAEBDdABRCEsbDhw/nzp3L9wrc1tbWvr6+zJdHiCGf/Z8+faKvHzp06PTp02VvTQrSbZs2ba5cuSLfj//555979uxhnWBFJYcUSUzPzs5mLfv+/XuwSP63BgYGtWvXzg9z/fr1Yz0XEEdLAaAoiG4AijI0NFy3bt3EiRM9PT1lPbGMhp6e3qRJkxYuXGhqairTD5LopqWllZOTQ1M8bdo0mpUb6A0YMECO6EYaXrRo0T///EMzFbDarqMgKS0t7YEI+drNzY2T6KbkJbAAQE0gugFwo3r16ufOnXvy5ElAQMChQ4dYJ1OlUbZs2QkTJpBQKN+pY9ra2nXq1GGdHI5YvXo1yZ1yDMGARDcfHx+ZVih3cXHZuXOnq6srZb3arl7KwMjIyM7OjrUMe90AoCiIbgBcqlev3o4dO9asWXPs2LGgoKArV64UTENPr0qVKl26dOnVq1erVq0UvNJz6tSpI0eOZCgwMzPbunUr5VJaMiEZ5cCBA+3bt2e9YLaU6ADrP//8M2nSJJmWulfby0sZODk5cTUKohtAyYToBsA9c3PzMSK5ubkPHz588eJFhEh0dHSSSHJycl5enoGBgaGhoYmJScWKFStXrkwSm6ura+PGjbmaWYMYPnz4vXv3SDiTvEtbW3vQoEErVqwoW7YsV8OJadKkydWrV8koDBdLOjg4jB07duLEifTXXhTgY7ktVufPn1fCKCp5aAAgCIhuADzS1NRsLKLCHjZv3uzu7k7S2+PHj3/8+GFhYeHo6Ojm5jZs2LDy5cvzPXqjRo1CQ0MPHTp06tSpR48excfHk9+JtbV1tWrVWrRoQdpo2rQp3z0AABQniG4Axd+fIqoaXU9Pb7iIqhoAAChOEN0AAAAABAPRDQAAAEAwEN0AAAAABAPRDQAAAEAwEN0AAAAABAPRDQAAAEAwEN0AAAAABAPRDQAAAEAwEN0AAAAABAPRDQAAAEAwEN0AAAAABAPRDQAAAEAwEN0AAAAABAPRDQAAAEAwEN0AAAAABAPRDQAAAEAwEN0AAAAABAPRDQAAAEAwEN0AAAAABAPRDQAAAEAwEN0AAAAABAPRDQAAAEAwEN0AAAAABAPRDQAAAEAwEN0AAAAABAPRDQAAAEAwEN0AAAAABAPRDQAAAEAwEN0AAAAABAPRDQAAAEAwEN0AAKBIycnJX4v25csXqT9lYmJStmxZm/9X4VuMjIyU/EAAig1ENwAAkO7q1avt27eX4wdTUlLeixRVcOvWrWbNminQGkDJhegGAADS5eXlCW7LAMUeohsAAEjXrl273NxcVXcBAP8PRDcAAAAAwUB0AwAAABAMRDcAAAAAwUB0AwAAABAMRDcAAAAAwUB0AwAAABAMRDcAAAAAwUB0AwAAABAMRDcAAAAAwUB0AwAAABAMRDcAAAAAwUB0AwAAABAMRDcAAAAAwUB0AwAAABAMRDcAAAAAwUB0AwAAABAMRDcAAAAAwUB0AwAAABAMRDcAAAAAwUB0AwAAABAMRDcAAAAAwUB0AwAAABAMRDcAAAAAwUB0AwAAABAMRDcAAAAAwUB0AwAAABAMRDcAAAAAwUB0AwAAABAMRDcAAAAAwfj/AFgkhR3SXNzCAAAAAElFTkSuQmCC) +=k=kE (9.)
(9.) formuladan shunday ma’no kelib chiqadiki tuzlar ishqorlarning suvda erishi natijasida xosil bo’layotgan “+” yoki “-” ionlar xarakati tezligi sistemaning ichkarisida xosil bo’lgan maydon kuchlanganligi to’g’ri proporsional ekan. Suyuqlikdagi elektr tokining tabiati ya’ni qonuniyatlari
Do'stlaringiz bilan baham: |