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wNzxl/yA7b/ALCum/8ApbDQBT0zS/HNrZiK78T6RdShmPmy6O5YgnjOydB0/wBn8T1q59j8Yf8AQd0P/wAE03/yVXQVy6XXiTU9a1qCw1DSrS1sLtLZFn0+Sd2zBFKWLCdB1lIxjtQBY+x+MP8AoO6H/wCCab/5KrQ8nWP7H8r7dY/2n/z8fY38n73/ADy83d93j7/Xn2rP+x+MP+g7of8A4Jpv/kqj7H4w/wCg7of/AIJpv/kqgA+x+MP+g7of/gmm/wDkqj7H4w/6Duh/+Cab/wCSqPsfjD/oO6H/AOCab/5Kq54b1KXWfC2kapOiJNe2UNxIsYIUM6BiBnJxk0AY2p6T46u4I47TxTpNo4lVmkh0hg23nI+eZwfpgfUVL4QiuYb/AMTx3lytzcLqkYeZY/LDn7Fbc7cnH511FYuh2s9vq/iWSWJkS41JJIWI4dRaW65HtuVh9QaANqiiigDh9Z8PXGv+MdXhi1nVNKH9lWQE1hIIyx8276kgnj0BHX6Vp23hjU7e1ihHjPXCI0CZ8qzPQY6tAT+ZJ9zTLpNS1PxlfWEGu32nWtrp9rMqWkVudzySXAYkyxOekS9Md6sf8I9qn/Q565/35sv/AJHoAP8AhHtU/wChz1z/AL82X/yPWhdaddXGnQW0Ws31rNHt3XcKQGSXAwdweNk5PJ2qORxgcVn/APCPap/0Oeuf9+bL/wCR6P8AhHtU/wChz1z/AL82X/yPQAf8I9qn/Q565/35sv8A5Hqnqng/U9S0+S0PjfxBEHKnfGtrGwwwPDRwqw6dmHvkZB1PCd9can4O0PULuTzLm60+CaZ9oG52jVmOBwOSelbFAHJeHtPfS/GmrWr6heX5XSrD99eMrSH97d9SqjP5V1tZFvYXEfi/UtRZR9mnsLSBGzyXjkuGYY+kifnWvQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBl6V/yEtc/6/l/9J4a1Ky9K/5CWuf9fy/+k8NalTHY2r/EvRfkjzP4peKNZ0OexttLuhbpNG7yMqKWOCAOSDgdeleb2fjHV0nlnu7qW7hlJ85JVWQNxjgEYB+mK9R+LejQXXhh9T2kXNqyqHycFGYAgj6kGvGrDVo4tNmslt45SwK74pGQjnPzKOH/ABFUYi6vMpZI2jXfHu3hOV5PA79Kl8LJbvqDLLqP2AmM7HKswDZH3h1A681e8LrojXDy6ndpDcIy+TDcKwhbGC25lzyeg4461VmurDWPEM8xeHTI3bMcYXKqPZhyT+HPtQB0OvWl3Zh1vZIrorC0kcsLA7l6dQPX1riJNT81Qrx59Q429/8AZx+tdd4muLeyjjtLXUTfZg2mQ/djB7epyB0PT1rkzp14tst08DNbvwG7UAOtZMRl8jgUW90ZL+JcDBcVTmgxhYFCse6nAqTTRuvocjGHFAHp9/4qe30K10vTpnDPbok8gwAo2jKr7+p/AV6n4aiEXhfSkH/PrEfxKg14I6Hg4yO5r6B0IhvD+msBjNrEcf8AABQBoVl+H/8AkGzf9f13/wClElalZfh//kGzf9f13/6USVL+JG0f4MvVfkzUoooqjEKKKKACiiigAooooAqaXqEGr6TZ6lbbvs95AlxFvGDtdQwyPXBqn4jFk2lwi/aZYft9mVMON3mfaYvLBz/Dv2A+2as6Kb06Fp51GCO3vjbR/aYYsbI5No3KuCRgHIHJ+tGrG9FnH9ggjnm+02+5JMYEfnJ5jckcqm5h7gcHpQBeooooAyvDyWKabMNPklkh+3XhYy9RKbmQyjoOBJvA9gOvWtWqGj/avsUn2y1itpftVxtSIAAx+c+x+p5ZNrH3Y8DpV+gDO8Py283hvS5bW5uLq2eziaK4uWzLKhQEO57sRgn3JrRqhof2r+wNN+3WsVpefZYvPt4QAkUmwbkUAngHIHJ4HWr9ABRRRQAVwPjwTN4k0VI4ppY2tJluEiRnJgN3Y+aCq/MRs3Agfjxmu+rh/F+kXeteM9Ct7O/+xSLp985k3TjIElqMfuZom7jqxHHQnBABwmpWGsnU9PsdMSS3u4zbJYxMxidbZRq3koScEHyAo5IOTyQckR3ul+Kraz0+DU52ttUuGc2fmSLKbfOoaaEJx8oAPO0ZA/HAw75fG8Gt3U0OmWF1Cbtra0ubjWp4ZJGtpJ4d8Ze881cmZ1K7iPmGBk5PIS/FPU5HY3Gl2k0m0IHmv9QkaMCRJPkZrklDvijOVwflFAHo3i7SvFFj8M/GU+uCaG0lNstvBLcCU8XEeGGGbHHBJJLHBPIrT1rRvG0L+K7y/mdNFTSL0OXuA63OYDgqmSV+fLDP3R8oGOvG39x49ubG6h1PwzZz2iTLbzxXmuXUkZcxrKAVe8IOEZXzjCgEkjacN17V/H2j2V9/bfh+IWsMMT3SSa3ezIY5mdEyovCGDFHBGD054NAHb6LpHjOfxmt1p7yRaGutXkkkpugV2LdziRNh+YbuOBxnnOT8ub4Yj1GSwRrG3vJJorCFrB4kYxpfHT7AREkcL8pkDF+NhI6Fq4DTfiT4g1LURZ6fYWsc1zLJII11e/t4y7Eux5u1RSWJPbJPqa7zwfovjG9137Df29rodre2f2y0e0v7qSJ0hS3gCqsF4oxsMZ3MST6kYwAdVB4q13wp4H1LWbnR9KezttRvi5/tSQPva9lBAX7PggO2AcjIGcDOB3elXWt3Mu7UdP0yC2aPcktpqDzsx4xw0KDGMnOfTjnji0s/J+CHiO2uGW4kt01gGRgxy6T3GHG9mbORkEsx9STzXpKqqKFUBVAwABgAUAc94cRF1zxaVVQTqqZwOv8Aodsf6n86d4y/5Adt/wBhXTf/AEtho8Pf8hzxZ/2FY/8A0itah8fat/YXhC61U6UuppZyRXDW7T+VjZIrB92D90qDjHagDpq5/wAPf8hzxZ/2FY//AEita838LfHa88XeI7TQ7DwrBHdXW/Y8+qEINqM5yRCT0U9qsadp+u+I/iF4xtJLuDSprSW0lkSC7vZUYyW6gYMU9uOkQOSmfmxnAFAHsFFef/8ACA65/wBDP/5E1P8A+T6P+EB1z/oZ/wDyJqf/AMn0AegVz/gT/knnhr/sFWv/AKKWuf8A+EB1z/oZ/wDyJqf/AMn1j+E/BOsXfg3Q7mLxF5Ucun28ix+ZqA2AxqQPkvVXj/ZVR6ADigD0+/e+jtGbTre3uLnIxHcTtChHf5lRz/47Xn/wv1LxFe3HiOO/WKe1g167hMsupSzSW+0LiKNWj+aMHGCWXqTtHeeT4fa3JE8Z8UYDKRnzNSOM/W/x+dbXw/tRaeFvKZYDOl7dxTywwiITPHcSR+YVBOCQg4zgcAcAUAdRRRRQBz9n/wAlD1n/ALBVh/6Nu66CvP8AW/CNj4q+Id/9tk2fZtKs9n+iW0+d0t1n/XxSY+6Pu4z3zgYP+FR6H/z8f+UjTP8A5FoA9Aorz/8A4VHof/Px/wCUjTP/AJFo/wCFR6H/AM/H/lI0z/5FoA6DwJ/yTzw1/wBgq1/9FLWzdrdPaSLZTQw3JHySTRGRFPuoZSf++hXl3hP4XaPqHg3Q72WfElxp9vKw/svT3wWjUn5ntix69WJJ7kmtj/hUeh/8/H/lI0z/AORaAMj4b2mpDxZr1xDe6UYpZC920NgwM5+2XuCGEvBxggkN8jRj+Hc3q9cl4F04aKmuaOlzNcw2GoLDFLOE8wobW3cBiqqDjdtHHChR0ArraACiiigAooooAKKKKACiiigAooooAKKKKAMvSv8AkJa5/wBfy/8ApPDWpWXpX/IS1z/r+X/0nhrUqY7G1f4l6L8kcr8R4zJ4A1YAZIRG/J1P9K+fdL8H3evyXDacyK0IDuZJQg5OBgnvntX0f4zjEvgrWVIz/okh/IZ/pXmHwn8pJdZkmUNEsEe4EAjG49c8e/4VRieZ6jpWu6NMYtQtJVwcBZ0I3fT1/CqBu4zuEqvCzDBZTkH619K3kF+1zE9zHb3bbGCwBgFbpnCnA4565NYV34I8Na5dAHTjYMVJnKuUYMduAoOVPU9h0oA8e0S9t7W9gmaCC+hiYMYXYrv68frn8K6HWtbh1Wzt7O0S7trSIl2tZZA6q/QFTgdqb4t+G58Ng3UNyHtjIEQ8qwyCRnjB4U9D+FYcYMVoFLbioxn1oAllijitWKn95nIyecYNVtPAGoQdhvGT7U5MssjH+6f5U7TjjUID6NQB1OowRwXJjj3HaxGSOCM9RXuegn/indM/69Iv/QBXh2oskiW8iHP7oKxOc56njGB97tXuOgf8i7pf/XpF/wCgCgDRrL8P/wDINm/6/rv/ANKJK1Ky/D//ACDZv+v67/8ASiSpfxI2j/Bl6r8malFFFUYhRRRQAUUUUAFQXzXKWFy9mivdLExhVujPg7QeRxnHcfWp6KAMnwtHJF4R0aOaUzSpYwK0pfcXIQZbPfPXNU/GM11Dp+nfZ22Rtqtks7hiCFNwmAMf3m2qevDHjuL+jyRWvh+ASSqsdpGYZJHYADysoxJ/4Cc1ia7qsGr+C9F1OINHFf32lTxJJgNh7qBwDz1x6ehoA66iqcmpQxazbaWyv59xbzXCMANoWNo1YHnOcyrjjsfxbBq1tca3eaTGWNxZwwzSnjaBKZAo65z+7JII6FeuaAMvwTNdT+HGkvTm5+3XgkAYsFYXMgZQT/Cpyo9lHToNbVrmez0e8urZUaaGF5ED9MgZ55GfpkZ9R1rH8Jzw2/hy8uJpUjhj1PU3eR2AVVF5OSSTwAB3qafU4Na8G2t7FHILfVoYAqNw6pOVHOO4D849KALugWk9h4b0uzunaS4t7SKKV2YsWZUAJJPXkda0aKKACiiigArn7z/koejf9gq//wDRtpXQVz95/wAlD0b/ALBV/wD+jbSgDxzXr/w7c3qWOt6H4tleLWb5I20+1QwXv+lzOERmOSRuYHbg/eHYEWrv9pP7Nez2/wDwh8o8qRkxNfeW4wcfMvlnafUZODTNZ1LwHc3clj4g8TXem3llqt79ptoraZt6fbJpEwyoQD84O4E8H8sXUfjB4ObU7sp8MtFvVMzkXT+WGmG4/OQYMgnrzzzQB6D4b1a08V6deeIrm4m8PyNrkc0AuApZXbT4YSAGGGBR3ZWxjG1iMAiq3iLxfB8LNYuobbQ9R1G3ttF021icfLFGqSXCjzJcHaSGwPl5KkcViab8R/Btwk07azHobjUoruG2WxlmjWM2EVu8eFQD5SZAOMZQHBHWO++JngbSob2K2EfiS1j0nTrKC1vYXX7Q0Mk+4sXjIyodGyRyTx7AGXrXxt0vxnax6Xq3hu/tLYOZftFheLNLGQjDIRowrDDEHJHBJ6gV6B4F1Wyu/Eehabp2ia9p1np+iXaRPq9sIjOrS2vzKQSG6ZOMD5h615a/xB8F+I5oLCXwpZeE13F/7XsQrvCdjDBRIQXU5wRkdc9q9V8C6x4b1PX9G0/wtfz6haaPo91BNNJBIm0vLbFMllAy2xyAP7p7CgDqvCkEN14bvbe4ijmgl1PU0kjkUMrqbycEEHggjjFdJXBtPNa/CnxVcW8skM8T608ckbFWRhcXBBBHIIPOa7ygCOOCGF5niijR5n3ysqgF22hct6naqjJ7ADtWV4q18+GPDt1qw0671DyFz5Fqm5j7n0UdSewpmhTzTax4nSWWR0h1NEiVmJCL9kt2wvoNzMcDuSe9Hi/X9N8NeF73UtVRZLVYyhidSyys3AQ4B4Y8ZIxzQB4p4a8f2fj/AONnhvUf7GmsL6KOWDP24SxtGIZzjb5andl+u7oMY5zXo/hL/kr3xF/7hn/pO1ePeFPF+hax8Z9D1qHR9L8MafaW8kcyC4ijiJ2SjeTtQbiXUY5PH5eleGPFnhy3+KXjy8m8QaVFa3X9n/Z53vI1SbbAQ2xicNg8HHSgD1eiuf8A+E78H/8AQ16H/wCDGH/4qj/hO/B//Q16H/4MYf8A4qgDoK5/wJ/yTzw1/wBgq1/9FLR/wnfg/wD6GvQ//BjD/wDFVh+C/GnhW18C+Hre48S6NDPFplskkcl/ErIwiUEEFsgg8YoA7yuf8G/8gO5/7Cupf+ls1H/Cd+D/APoa9D/8GMP/AMVTPA08Vz4bkuLeVJYJdS1CSOSNgyupvJiGBHBBBBBoA6OiiigDn7P/AJKHrP8A2CrD/wBG3ddBXn+t+NvDvg74h3/9v6h9j+1aVZ+T+5kk3bZbrd9xTjG5evrR/wALt+Hn/Qw/+SVx/wDG6APQKK8//wCF2/Dz/oYf/JK4/wDjdH/C7fh5/wBDD/5JXH/xugDoPAn/ACTzw1/2CrX/ANFLXQV5P4T+L/gTTPBuh2F5rvl3Vrp9vDMn2Sc7XWNQwyEwcEHpWx/wu34ef9DD/wCSVx/8boA6Dw9/yHPFn/YVj/8ASK1roK5TwTqdrrUviLVLBpHs7rU1eCR4njLqLS3UnawBxlSOnauroAKKKKACiiigAooooAKKKKACiiigAooooAy9K/5CWuf9fy/+k8NalZelf8hLXP8Ar+X/ANJ4a1KmOxtX+Jei/JGV4mXf4U1hfWym/wDQDXk3wuRHs/EKyIzo0EasqjJYHfkCvW/EJA8Narnp9jm/9ANeV/CFsLrG7qfJH/odUYnYw6hqhjt7uS28+3x5yNtCsqlO+MnPPPHbqami1axurp/tKzLG6gNFOdyKRjoBkL16nFLdX4hv10+aOP7NIuE8mXbIBjOCvGRkEcHpSS2tpqGrxTpMqyKoint5CUOD82eOd3H4ge1AHN/Ea9+1+D4m4OL8JuX7rbVfke1eTTMBGB2Jr1b4jReT4Rto9pRRffKp6gbXwK8luiOAKAFjO6OT/dNLp/N9D9aZEcQyH/ZqxpsYFwjnr2oA25p3lxv52oFAAwABXt/hfW9KvdLsbK11K1nuobWNZIY5QXXCgHK9eteHMMDPfHAre8F6WfEPjS0vdMtW0600xVFzNE5zNIOoPP8AEc5A7detAHudZfh//kGzf9f13/6USVqVl+H/APkGzf8AX9d/+lElS/iRtH+DL1X5M1KKKKoxCiiigAooooAKKKKAMmXQY5Y57Y3MwsZ5WkktQF2tuJLrnGdrEkkZzyecHFRz+HRdJDHdajdypbMHtuVDRuPuuTj5mXkDOQc8hjzWJqfhj7Xqdzcf8IJ4QvPMct9pup8Sy/7TD7K3P/Aj9aqf8Ih/1TjwN/4Ef/cdAHUnRH+2jUBqE5vlXy1ldVKiPum0ADBIDE9cgc4GKSPQWglnng1O7jubkH7RMBGTIedrYKlQVBwMDoAG3YFcv/wiH/VOPA3/AIEf/cdH/CIf9U48Df8AgR/9x0AdLH4Zt4bNtPiubhdMY5a0yGBHVl3EbtrHJYEknJ5AOKsw6R5c1s015PcR2pJgjk2/KcFQSQMsQpIGT3JOTgjkf+EQ/wCqceBv/Aj/AO46P+EQ/wCqceBv/Aj/AO46APQKKB0ooAKKKKACvM/ibo+la14j8PW+rWMd1CYJ0TzHkURySXNnErEIys2PNPGR19q9MrnvEPhx9X1G0vUaB/s1vND5EwZd+94nDLIpzGytCpDAEj60AeKah4c8E6dqkQm0ADThcQxXUMUsrMZF/tKJ9rlt4QvBGcA9EHBqK+0nwAYI7yx0H7LZqGjv0eaSUsqXtgC0ZZty5SWRcgI3zMCBXY6voxg8a2emTaENTtVjtXFlp9sI0WMR6iD80jhch5UO4spJYYGeset2MVheaJYWPg3UrG2UAJbSeTK10322xdl3LK4LeXC5JkZRheuAcAHHeJ9G8Bf8IV4kutD8PNY6rpnk+XI9zLKpV5ljbCu2MjLKcrjJBUnrV7VtG+GIj1qx0/w7LBqMOm3NzZTvczupeOEyDKs237u1wPmGDhsHitz4g2Edh8Nda0/SvA+sWD6jLAGlZ4Jst5yMAdk7vjqAAMAt2zWv4ms7az8P+KNRtvAOrWt7e6bcRy3TS2rhN0ZBO1bhiB0J2Lk46GgDkLHQ/ht/wkB0nVfDMjXVxq91arLHcTIozdSpFhVYKEwu3qDlT8pHNU/DfhbwrqVhqt7qWh20w0jT9PvbsiSWIvDJZRO2wRuqhspM+SDuLAcda77w9ptrDey66/gDVrjUvt17JHeA26bla5lZG2STqchSACVz6HGDXO+E00uHRopdZfQrXzltURtYma3LiOytkP7tsCdFkUjaSAGUkHNAFqbUfDv/AApzVPDWjeJ9JsZRcXsNtEdRjB8j7XJhfmbJVou/cMDnmvUtI8RaFqjLZ6br2n6lcRRbmW3u45XKjALEKT3I59TWJoXifwlo+mfZZPGWgzyNcT3DyLexIC0srythd5wAXIHJ6Vpf8J34P/6GvQ//AAYw/wDxVAB4e/5Dniz/ALCsf/pFa10Fea+EfF+kQ694tk1LxToflXOqh7TF7Eu9PJjUEfNyNoRfqre9elUAFebt8O/Cvi7xZ4ov9c0r7XdR6hFCr/aJY8ILS3IGEYDqx/OvSK4yw8SaFo3iTxVb6prWnWM76lHIsd1dJEzL9jthuAYg4yCM+xoApf8ACkvh5/0L3/k7cf8Axyj/AIUl8PP+he/8nbj/AOOV0H/Cd+D/APoa9D/8GMP/AMVR/wAJ34P/AOhr0P8A8GMP/wAVQBz/APwpL4ef9C9/5O3H/wAcrH8J/CDwJqfg3Q7+80LzLq60+3mmf7XONztGpY4D4GST0ruP+E78H/8AQ16H/wCDGH/4ql8Cgj4e+GgRg/2Va/8AopaAOVv/AIR/C7SrRrrUdLt7O2UgGa41KaNAT05aQCl+F/irTr0azpJ1fT3ki1q6i063SaMPLbjDB1UHLg/O24DB5NekVnaRoWm6Cl4um25hF5dPeXGZHcvM+NzZYnrgcDigDRooooA4+40LR9b+Ieqf2tpVjf8Ak6VY+X9rt0l2Zlu843A4zgdPQVof8IJ4P/6FTQ//AAXQ/wDxNVLnUY9G8dajc3drqLQXOm2ccUlrp89ypZJbksCYkbBAdODjrVv/AITLS/8An11z/wAEV7/8ZoAP+EE8H/8AQqaH/wCC6H/4mj/hBPB//QqaH/4Lof8A4mj/AITLS/8An11z/wAEV7/8Zo/4TLS/+fXXP/BFe/8AxmgDD8F+C/Ct14F8PXFx4a0aaeXTLZ5JJLCJmdjEpJJK5JJ5zWtd+DvBdlaSXMvhLSWjjGSIdISVz9ERCx/AGrXgy3mtPAvh+2uYnhnh022jkjkUqyMIlBBB6EHtW5QB5d8O9ftV1/VNPii1BIGO2CP+zp1RMXd3Gu47MIBFHAmWxjy9vVCB6jVKy0fTdNubq5sdPtbae7ffcyQxKjTNknLkD5jlm5Pqau0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAZelf8hLXP+v5f/SeGtSsvSv+Qlrn/X8v/pPDWpUx2Nq/xL0X5I8m+MmvaxZRW2mW0clvp06hprxSwDnJBjJHQY5Prke9Yfwq1awtm1SGe7hiZvKb532jA3A8npyRXuhUEEEZB7UyOGOFNsUaIvXCgCqMTEKw3MQDoksbDOGG4GiK1t4QBHGqqDlU7KeeQO3U1KfDNhHPNPZebYzTHc7W74DHuShymffbmqz2WtWnnN/o99Gv+qRP3Un45JUn/vmgDkPim2fDtoP+nsf+gNXjd037zHoK9U+JWoLcaPaW5guIZ47gPJHNEw2/Kw+990/gTXGeFPB114v1cxI5itIcNcTY6DP3V/2iM/Tv2yAc9FIDE4BBJGKtWVyguI4hndvx0rrviNonhPw28en6RbTrqDpvkC3BdI16fMGyckZ4BHqevPEaZFcXGp20UKNLI0gVUXqxPGKAOu0vS7rXNRi0+0BMsoy7kZCL3Zv88nFe66Jo1poemQ2NogVIwNzbQC7Y5Y46k1m+EfCkHhqwbgPfTgG5lB4JHQD2FdJQAVl+H/8AkGzf9f13/wClElalZfh//kGzf9f13/6USVL+JG0f4MvVfkzUoooqjEKKKKACiiigCK5a4WEm1iill3L8sshRc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Wj7Z4w/6AWh/wDg5m/+Ra6CigDn/tnjD/oBaH/4OZv/AJFo+2eMP+gFof8A4OZv/kWugooA5/7Z4w/6AWh/+Dmb/wCRaPtnjD/oBaH/AODmb/5FroKKAOf+2eMP+gFof/g5m/8AkWj7Z4w/6AWh/wDg5m/+Ra6CigDn/tnjD/oBaH/4OZv/AJFo+2eMP+gFof8A4OZv/kWugooA5/7Z4w/6AWh/+Dmb/wCRaPtnjD/oBaH/AODmb/5FroKKAOf+2eMP+gFof/g5m/8AkWj7Z4w/6AWh/wDg5m/+Ra6CigDn/tnjD/oBaH/4OZv/AJFo+2eMP+gFof8A4OZv/kWugooA5/7Z4w/6AWh/+Dmb/wCRaPtnjD/oBaH/AODmb/5FroKKAOf+2eMP+gFof/g5m/8AkWj7Z4w/6AWh/wDg5m/+Ra6CigDn/tnjD/oBaH/4OZv/AJFo+2eMP+gFof8A4OZv/kWugooA5/7Z4w/6AWh/+Dmb/wCRaPtnjD/oBaH/AODmb/5FroKKAOf+2eMP+gFof/g5m/8AkWj7Z4w/6AWh/wDg5m/+Ra6CigDn/tnjD/oBaH/4OZv/AJFo+2eMP+gFof8A4OZv/kWugooA5/7Z4w/6AWh/+Dmb/wCRaPtnjD/oBaH/AODmb/5FroKKAOf+2eMP+gFof/g5m/8AkWj7Z4w/6AWh/wDg5m/+Ra6CigDn/tnjD/oBaH/4OZv/AJFo+2eMP+gFof8A4OZv/kWugooAjgMzW8TXEccc5QGRI3LqrY5AYgEjPfAz6CpKKKACiiigAor5C8DeMvFF3410mC58SaxNC86h45L6VlYZ6EFsGl8BeMvFF5450i3uvEmsTwSXCh45b6VlYZ6EFsGnbWxSje3mz68or5g8ReKvEUHw9iuYdf1SO4OoKhlS8kDbfJBxnOcZ5xWV/wAJh4n/AOFY3V3/AMJHq/2ldZWITfbpN4TymO3duzjPOKjm1t5k9E+//B/yPrSivm7wN4m1+7+Hmq3NzrmpTXCahCiSyXcjOqlo8gEnIHJ496oeNPFXiK1h1U2+v6pCUvpETy7yRdq7yMDB4FO/u83nYUXzNr1/NI+oKK+QfF/jLxTbahZLb+JdYiVrKJmEd9KoJOck4brXqcuuauPC2hTDVb4SylPMf7Q+5/vdTnmrlGyk+zt+f+QlK8oR/mt+Nv8AM9ror5b03xX4jk+KVhZv4g1VrVrja0JvJChG9uCucVj+AvGXii88c6Rb3XiTWJ4JLhQ8ct9KysM9CC2DUx963maRXMk+59eUV80+MPFHiC18I3E9vrupxSi9tVEkd3IrAGKUkZB6EgZ+grB/4TDxP/wrG6u/+Ej1f7SusrEJvt0m8J5THbu3ZxnnFJuzS72/FXE1ZJ9/8rn1pRXzd4G8Ta/d/DzVbm51zUprhNQhRJZLuRnVS0eQCTkDk8e9cz428YeJ7TxRqUNt4j1eGJGk2pHfSqFxMRwA3HHFCd483nYzUru39b2PreivkHxf4y8U22oWS2/iXWIlayiZhHfSqCTnJOG616NZeINae90lW1e/KyaaruDcvhm3tyeeT71co2Un2dvz/wAjSn78ox7pP8v8z3iivl3T/FfiN/iVolo+v6q1tJFbF4TeSFGJjUnIzg5NYvgLxl4ovPHOkW914k1ieCS4UPHLfSsrDPQgtg0OPvco1G9vWx9eUV4vpWt6tJZ6kz6pesUiypa4c7T9mnbjnjkA/UD0rzP/AITDxP8A8Kxurv8A4SPV/tK6ysQm+3SbwnlMdu7dnGecVm3Zpen4q4re6n3/AMrn1pRXzb4D8T6/eeDbme61zU55hqGwSS3cjMF8knGSc4zziszx/wCK/Edm8X2XxBqsGS+fKvJF/hh9D7n8zTb0T/rr/kS3ZJ97/gfUtFfIPi/xl4pttQslt/EusRK1lEzCO+lUEnOScN1r0ay8Qa097pKtq9+Vk01XcG5fDNvbk88n3q5RspPs7fn/AJFU/flGPdJ/l/me8UV8heBvGXii78a6TBc+JNYmhedQ8cl9KysM9CC2DS+AvGXii88c6Rb3XiTWJ4JLhQ8ct9KysM9CC2DStrYaje3mz68or5u8e+Jtfs/AujXFrrmpQTyOgeSK7kVm/cRnkg5PJJ/Guc/4TDxP/wAKxurv/hI9X+0rrKxCb7dJvCeUx27t2cZ5xUt2lbzaJ6J97/r/AJH1pRXzb4D8T6/eeDbme61zU55hqGwSS3cjMF8knGSc4zzik8f+J9fstGgktdc1OBy0uWiu5FJx9nxyD/tN+Z9a0hHmTf8AXX/IOife/wCB9J0V8g+L/GXim21CyW38S6xErWUTMI76VQSc5Jw3WvWINb1Y+FLSY6pemVrR2Lm4fcTsJznPWlKNr+Tt+f8AkSpXcV3V/wALns1FfIXgbxl4ou/GukwXPiTWJoXnUPHJfSsrDPQgtg0vgLxl4ovPHOkW914k1ieCS4UPHLfSsrDPQgtg0ra2NFG9vNn15RXz74o8Ra5b+C9Nnh1nUI5nQFpEunDN+5iPJByeST+Jrjf+Ew8T/wDCsbq7/wCEj1f7SusrEJvt0m8J5THbu3ZxnnFEly29WvuJ6J97/hf/ACPrSivnL4deJdevvCd3Nd63qVxKt1cKHlu5HYAWcjAZJ7MAfqAaxPiB4s8SWXijUYbXxBqsESWcLKkV7IoBJTJAB68mo5hpXt8/wPqiivlnx14s8SWmo64tt4g1WFYry3WMRXkihAYSSBg8AnmqngXxf4mu9e1CO58RavMi2kjKst7IwBDrggFuvNFKXORzfu1Pvb8T6xor5Hi8Y+Jz8N57o+I9XNwL/YJft0u8LtXjO7OPap/Ffi/xNbXrrB4i1aJRp9s+EvZFG4gZPDdT61dv0/E0lG1vQ+saK+MdC8beLJvEOlxS+KNaeN7qJXRr+UhgXAII3cik0Hxv4sm8RaZFL4o1p43u4lZGv5SGBcZBG7kVLdjKU7X8kfZ9FfPet+I9cih0Mx6zqKGT7Rv23Tjdi2gYZ55wWY/Un1rys+OfF3l3B/4SnW+GGP8AiYS8cn/aqoLmSfdX/M3nT5G12PtiivkjwP4w8T3eqTpc+I9XmURqQsl9KwHzqO7V1Hj3xNr9n4eu5bXW9SgkXV7mMPFdyKQgZcLkHoPSlLRJ/wBb2M46tn0fRXxZe+OPFq2unFfFOtgvbksRqEvJ82QZPzegA/CvQPBXifX7vQJpLnXNTmkFm7BpLuRiDum5yT14H5Clf3XLsW47n0nRXxvpHjXxXLrmhxyeJtZdJJoxIrX8pDgykHI3c8cVBoPjfxZN4i0yKXxRrTxvdxKyNfykMC4yCN3IobsYyna/kj7Por5k+IHinxDZeHtIltde1SCSSSQO0V5IpbENsRkg88sx/wCBH1rgj458XeXcH/hKdb4YY/4mEvHJ/wBqnD30n3VzacOWTXY+2KK+PfCfjPxTc63BHP4l1mVDKgKvfSsCN3oWrY8X+LfEltrviGODxDq0SRBvLWO9kUJ/pO3gA8ccfSqcbW81f8/8hRje59VUV8WXvjjxatrpxXxTrYL25LEahLyfNkGT83oAPwr0DwV4n1+70CaS51zU5pBZuwaS7kYg7puck9eB+QqL+65dhuO59J0V8l3/AIw8TJ8Q7G1XxHq627S2YaIXsgQhlj3ZG7HOTn1zWJoPjfxZN4i0yKXxRrTxvdxKyNfykMC4yCN3Ipc2lznVS8ea3S59n0V82eOvE+v2drpRttc1OAvqE6OYruRdygW+AcHkDc3HufWvOj458XeXcH/hKdb4YY/4mEvHJ/2q1ULpP1/AunLnipd0n959sUV8e+E/Gfim51uCOfxLrMqGVAVe+lYEbvQtV3xz4w8T2nirU4bbxHq8MSPJtSO+kVVxMwGAG444qZrl5fP/ADa/Qu2lz61or4svfHHi1bXTivinWwXtyWI1CXk+bIMn5vQAfhXf+DPE/iC60V5LjXdTmf7BI+6S7kY7t8ozknrwPyFJaxlLshuNj6Uor4x0Lxt4sm8Q6XFL4o1p43uoldGv5SGBcAgjdyKTQfG/iybxFpkUvijWnje7iVka/lIYFxkEbuRSbsZSna/kj7Por538TeJNdt73w8sOtajGsuryRyBLpxvQfZ8KcHkfM3HufWvLz458XeXcH/hKdb4YY/4mEvHJ/wBqqiru3lcKc+dJ+Sf3n2xRXyz8LfFniPUNev473xBqtzGunzOqzXkjgMF4IBPX3qh458YeJ7TxVqcNt4j1eGJHk2pHfSKq4mYDADcccVDlaSX9df8AItapvsfWtFfFl7448Wra6cV8U62C9uSxGoS8nzZBk/N6AD8K9G8IeINZvPC9nPc6vfzzNv3SS3Lsxw7AZJOegrDEYj2MOe19bHVh8N7afJe2l/yP/9k=)
12
Transformers
Low Voltage Products & Systems 12.5
ABB Inc. • 888-385-1221 • www.abb-control.com 1SXU000023C0201
Transformers
Primary voltage — 460/230/208V, 480/240V, 440/220/200V
Secondary voltage — 115/24V 2, 120/25V, 110/23V
Primary voltage — 460/230/208V, 480/240V, 440/220/200V
Secondary voltage — 115V, 120V, 110V
1 Primary & secondary fuse block provided as standard (750VA unit, only).
2 Whenever both secondary voltages are to be used at the same time, remove the secondary fuse clip and use a separate mounted 2 pole fuse block.
Discount schedule AT
X1 X3
115V
H1 H3H2 H4
460V
208V
230V
0V
X2 X3
24V
H1 H3H2 H4
460V
208V
230V
0V
X1 X3
115V
H1 H3H2 H4
24V X2
460V
208V
230V
0V
X1 X2
115V
208V
H1 H3H2 H4
230V
0V
460V
Dimensions
A B C D E Mounting slots
VA
Rating
Catalog
number
List
Price
Output Amps
24/115
in mm in mm in mm in mm in mm in mm
45 X4045SF1 $ 72.70 1.90 / 0.39 4½ 115 3 76 31/880 27/872 2½ 64 3/16 x 7/16 5 x 12
50 X4050PSF1 83.88 2.08 / 0.44 4½ 115 3 76 4 102 27/872 2½ 64 3/16 x 7/16 5 x 12
75 X4075PSF1 93.20 3.13 / 0.65 4½ 114 33/886 4 3/8110 2¾ 71 2¾ 71 3/16 x 7/16 5 x 12
100 X4100PSF1 102.52 4.17 / 0.87 4½ 115 3 95 45/8118 3 76 31/880 3/16 x 7/16 5 x 12
150 X4150PSF1 109.98 6.25 / 1.30 5 128 3 95 45/8118 31/881 31/880 3/16 x 7/16 5 x 12
200 X4200PSF1 130.48 8.33 / 1.74 43/8111 4½ 114 5 134 3 76 3 95 3/16 x 7/16 5 x 12
250 X4250PSF1 145.39 10.42 / 2.17 4¾ 120 4½ 114 5 134 3 76 3 95 3/16 x 7/16 5 x 12
300 X4300PSF1 158.44 12.50 / 2.61 61/8155 5 133 6 151 37/898 43/8111 5/16 x 11/16 8 x 27
350 X4350PSF1 171.49 14.58 / 3.04 61/8155 5 133 6 151 37/898 43/8111 5/16 x 11/16 8 x 27
500 X4500PSF1 229.27 20.84 / 4.35 71/8181 5 133 51/8131 5.37 136 43/8111 5/16 x 11/16 8 x 27
Dimensions Mounting slots
A B C D E
VA
Rating
Catalog
Number List Price Output
Amps in mm in mm in mm in mm in mm in mm
750 X4750PS1 $ 270.28 6.52 75/8193 51/4133 6 151 53/4146 43/8111 5/16 x 11/16 8 x 27
1000 X41K1 298.24 8.70 71/8181 63/8162 53/8137 41/2114 55/16 135 5/16 x 11/16 8 x 17
1500 X41.5K1 428.72 13.04 71/2191 63/4171 511/16 144 47/16 113 61/16 154 9/32 x 9/16 7 x 14
2000 X42K1 521.92 17.39 81/4210 63/4171 511/16 144 51/4133 61/16 154 9/32 x 9/16 7 x 14
3000 X43K1 736.28 26.09 89/16 217 9 229 71/2191 53/4147 71/2191 7/16 x 3/411 x 19
5000 X45K1 1,230.24 43.48 101/2267 9 229 103/16 259 61/2165 61/2165 7/16 x 3/411 x 19
X4045SF1
T41K1
X4750PSF1