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ACQCChBYBAQgsAgYQWAAIJLQAEEloACCS0ABBIaAEgkNACQCChBYBAQgsAgYQWAAIJLQAEEloACCS0ABBIaAEgkNACQCChBYBAQgsAgYQWAAIJLQAEEloACCS0ABBIaAEgkNACQCChBYBAQgsAgYQWAAIJLQAEEloACCS0ABBIaAEgkNACQCChBYBAQgsAgYQWAAIJLQAEEloACCS0ABBocLknEKilpaUsYw1P464H8vD0zjzVw9M787IPT50sh/bhm6fuu3HGrSvzHmt43sPTO/NUD0/vzFM9PL0zT8vw1HHpGAACCS0ABBJaAAgktAAQSGgBIJDQAkAgoQWAQEILAIGEFgACCS0ABMryIxgLeZpXgU8CMzx1ux7Iw9M781QPT+/Myz48dbIc2uXLl++78SAfZr3fsYbnPTy9M0/18PTOPNXD0zvztAxPHZeOASCQ0AJAIKEFgEDh79Fu2bKloqKiqqoqekcA8G+Vvkrhod2wYcOcOXNyH19yySU1NTW33XZbbW1t9H4BYF+lr1L4peOpU6eedtppuY9379590kknqSwA5VL6KpXiPdqZM2dWV1cnSVJVVXXppZeWYI8A8EVKXKVShHbYsGEzZsxIkuSiiy468sgjS7BHAPgiJa5SiVYdn3POOUmSXHDBBaXZHQAcQCmrVNLbewYNGlTK3QHAAZSmSoGrjvd9mFYRH6/Vcs3/LctYw9O464E8PL0zT/Xw9M48FcOLmZJ/fakvejZkgSp6e3sjXrfEWlpagv6BACiXbBzbPRkKAAIJLQAEEloACCS0ABBIaAEgkNACQCChBYBAQgsAgcL/P1rgID311FOPP/74tm3bRo4ceckll3zta19LkuSPf/zjQw891Pc9t956a1NT07Zt2+bOnfvGG2+MHj366quvHjduXJIk+90IlJ3QQr/w5ptvLliw4Oabb66vr3/llVd++ctfHnPMMWPHjt28efPFF1980UUX7fnNd9999/HHH3/DDTc888wzv/jFLx544IEhQ4bsd2O5fhygj0vH0C9MmDDhkUceGTduXGVl5ZQpUyZPnvzSSy8lSdLe3n700Ufv+Z2bNm3auHHj9OnTq6urm5uba2pq1q5du9+NZfpRgH8htNAfffzxxzU1NUmSbN68ea/Qbty48dhjj62srMx92tDQ0NbWtt+NJZ4zsF8uHUO/8/e///39998/5ZRTuru7t2/fvmTJktdff72mpqa5ufmCCy7o7Oysrq7u++aqqqrOzs79bizH3IG9CS30L+3t7b/61a9+8IMfDBs2bNOmTRUVFVOnTv3xj3+8fv36O++886ijjtrrf9zq7e2tqNj7v+HKbSztxIH9E1roR7Zs2XLLLbdcccUVp59+epIk9fX1jz32WO5LTU1N55xzzpo1a0466aSurq6+Ibt27Ro1alRNTc2+G0s8eWC/vEcL/UVHR8ctt9zy/e9//8wzz9zvN3R3dw8dOrSxsbG9vb2npye3sa2traGhYb8bSzRv4ICEFvqFnTt3/uxnP7v00ktPPfXUvo3r1q277LLLXn311X/+858vvvji3/72t2nTpo0ZM2b06NHz58/v7OxsbW3dsWPHlClT9ruxjD8O0Gfvt3ZSqqWlZfny5eWeBeRv6dKlixYt2nPLt771re9973tPPvnkihUrPvjgg5EjR1566aW5p1hs2bLl3nvv3bBhw5gxY6666qrcsyn2uxFSLRvHdqEFoJ/KxrHdpWMA+oVt27aVewohshna5557buvWreWeBQCH4MYbb7z//vt37NhR7okUWdZC+9FHH91555333HPPYYdl7UcDyLYdO3b8+c9/vvrqq1tbW/uW0GdApu6j/etf//rwww/nHohTVVVV7ukAcLA+//zzTz75JEmSrq6u+fPnb9++/fLLLy/3pIojO4uhyj0FAIovA4uhsnNG+4c//OGJJ55YunRpV1dXVVXVo48+Wu4ZAXCwtmzZctVVV5122mkzZ84cNmxYbmM2TqKyE9pBgwY1Nzefc845CxcufPnll8s9HQAOzY9+9KOpU6eWexbFl53Q5tTU1MycOfPDDz8s90QAOAR1dXV1dXXlnkWIbC7NHTFiRLmnAABJktXQAkA/kZFVxwDQPzmjBYBAQgsAgYQWAAIJLQAEEloACCS0ABBIaAEgkNACQCChBYBAQgsAgYQWAAIJLQAEEloACCS0ABBIaAEgkNACQCChBYBAQgsAgQbdcsst5Z4DAFl2//33n3DCCUOGDHnppZfmz59/5plnJknS2to6aNCgJUuW5PGlo446KvfKzz333AMPPPCX/zFp0qTNmzc///zzEydOTJJk165dv/3tb0855ZRt27YtW7Zs8uTJ8+bNW7ZsWd/3H3PMMbW1te+///6jjz66YsWK1157beTIkV/+8pfnzZs3fvz4ww8/PEmSHTt2LFiwYMqUKbk9rl+/fs6cOX/5y1+eeeaZF198ceTIkcOHD1+/fv3q1asnTJiw5077fvzBJf3HBmDgaWhoeP/99ydOnPjOO+8ceeSR27dvHz58+ObNm88///z8vtT3ymeeeWYuwO3t7X/6059qa2s//vjjA8zk6quvTpJk4cKF06ZNO/roo5Mk2bVr16JFi5qbmxsbG9va2hYuXDhr1qyTTz759ddfP+OMM5IkefXVV0866aQ9X+SMM8745je/mSTJm2+++fTTT+f6egAuHQMQK5fMJEk6OjpOPvnktra2zz77rLKysrKyMr8v7fX6u3btam1t/e53v3vYYYcctVdfffUrX/nKxIkTKysrJ0yY8PWvf33dunVNTU3r16/PfcP69esnTZq037GfffbZwezRGS0AscaOHbtmzZqPP/54xIgREyZMePbZZ0eNGnXcccfl/aU99fT0LFq06LzzzqupqcltWbVq1apVq3Ifjxkz5sBz++ijj3KntjkjRox4++23q6qqKisrd+3a1dPTc8QRR+SuIfd5/vnnn3/++SRJhg8fftFFF/3bH19oAYg1dOjQzz///J133hk/fnxtbW1nZ+d7773X2NiY95f2tGLFigkTJjQ0NPRt+epXv9rc3Jwkya5du373u98deG41NTXbt2/v+3Tbtm1f+tKXkiTJndR+8skne103Tv7n0vGaNWva2tpy4R88eHB3d3fuq7t3797rnNulYwDCjRgxYt26dbm3M4cNG7Zp06b6+vpCvpSzatWq3bt3596mzU9TU9OaNWveeOON7u7ut956a9WqVZMnT06S5IQTTnjrrbfa2tpy66r2deqppw4ePHjlypVJkowaNWr9+vUdHR3d3d2rV6+uq6vb8zud0QIQrqGhYcOGDUceeWSSJOPGjXvhhRcGDx6c95c6OjqefPLJyy+//MUXX+zo6HjllVdy33/55Zcf6sRqamouvvjiFStWbN26tba29tvf/nbujHbIkCFDhw6tqqoaNGjQnnvcc+z5559/3333nXjiicOGDZs2bdr8+fN3797d2Ni41/Xkit7e3kOdFgBwkFw6BoBAQgsAgf4fiJ4MLDpcEYMAAAAASUVORK5CYII=)
आर्क
![पिकेट बाड़](data:image/png;base64,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)
पिकेट बाड़
रेल के केंद्र के बीच की दूरी 104 मिमी
रेल के बीच की दूरी 44 मिमी
रेल के ऊंचाई
1. 1400 मिमी - 2 पीसीएस.
2. 1450 मिमी - 2 पीसीएस.
3. 1495 मिमी - 2 पीसीएस.
4. 1536 मिमी - 2 पीसीएस.
5. 1571 मिमी - 2 पीसीएस.
6. 1602 मिमी - 2 पीसीएस.
7. 1628 मिमी - 2 पीसीएस.
8. 1650 मिमी - 2 पीसीएस.
9. 1668 मिमी - 2 पीसीएस.
10. 1682 मिमी - 2 पीसीएस.
11. 1692 मिमी - 2 पीसीएस.
12. 1698 मिमी - 2 पीसीएस.
13. 1700 मिमी - 1 पीसीएस.
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