Economic Practice of Leasing Mode for 448MWh Vanadium Electrolyte in All - Vanadium Flow Battery Energy Storage Systems
Classification:Industrial News
- Author:ZH Energy
- Release time:Mar-28-2025
【 Summary 】ZH Energy's NeLCOS® Energy Storage Calculator provides free cost-benefit ratio analysis for energy storage customers and investors
However, the main transformer capacity of the chemical plant is 150,000 kVA, with an average monthly maximum power load of 120,000 kW, accounting for 80% of the transformer's rated capacity and approaching full - load operation. According to the owner - provided annual load data, the daily load curve shows high consistency.
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KkU+nyebzfKv/tW/Ytq0aWzbto0nnniClStXWouDu1vgakUiAHx2kSgeCa52aBgfk628prdQKNijfMWUL+ZhMT+LUCD5bGWcU9WiyRcCIcam2M/VhfOvcHTTffveZtasWUye3Ibv+6xZs5rOzk66us7GglSkjc+aNYPGxka0htmzZ9Pb2x0LVHJZTcSwjQmsuX/NmjV873vfY9q0aTZOI5PJ0NzczLRp0wCYPHkymUzGjpkwfnEvXHoM339Dp9G/lQEU8dVaGvAJ1aBHrHJ2hOpqpcMECRJ8VjDurX5AmR9ZNEM3Ul9M+5Waoud5hARxgJWGUKHCiFmhDYGJhIZQgTYQoCjh4RmNT7QoGxUJBoMYKozhwpzWosbJAZRS8f3gpmoaBIZTpz+lvW0KhoBSKSRbl8aYgFJQIJfrJ53x8X2f0JRQSpPLD7Bp00vcvmYVnqfwfEU2m+b7/9/foJXP566dw//1la9RX18PGIrFPEoZUikPz1MYE5BKeZRKBZRSvP76a3R0zEfr6M77KCiwhO9rAjM+AWC8/RddbxlfvTuKVCnPUoQhxFMaXyvQaZRKgUkRBgZlFDquY6A0gVbR3dnxl14iAVx1SCL9E1xIuAqvgWi9V5rz1Yz4GWNQatAdDhInN756TMgJf2NHWPYvL2byODuvTHzlahidcxAFoClDJBeEaAVGKZSJGIEyKk6pSIf6fuwpMNR4jQ5yf3OV1PMg5WcIgoBSMXKnRN97hAFks1kKhQJKRTEWQRjwwvMv0dfXx+pVazDGkEnX8Z//838mCAJyuRz//b//dzZt2sQXv/hFSqVSbKmRwEKPICji+2mUUuzd+w5vvvkmjzzy/8RxGiYWAAa3IV7K/osEQC8ud3SpVhAqFd2hzeBiHxg5D0HjGVCEGLQ1Doh4KUJBggQJEtSKQfd2pUJ6cReUcW/1m1AoE2v5GjGsKgU67pTIQhCgAK1DCA0KPxIK4gVcmMr5acXvhDXmGz4dL8wIzC8MQ1pb2zh+/DielyIIDJ9+eoq6ugaamlro789RV1dHqVQiCAw7duxk9+43+Jf/8s+pq4tOQcxm6+0OjIaGJubP7+D48ROUSiGel4oJUVMqRZYG309TKoW8885+Hnvscf7sz/4l06ZNx/N8isXI7J9Op8nnS3ieRplL13+CUb8fNWjpJzK0RLf8RVv9wtjyEiqFDnXM9EO00jHdiOAxse1IkCDB1Q/R5i8lLpNTdMLI1B9DNENlNFr5KDw0Cq0UHgGaIooATYBIT7II15wyyuerpBPxie05Q36057H85hUcef8oR94/SrEU8vKm33DHujtpaGxky9ZtbPvtq/ipFHve2stTT/+c//uP/pjpM2YQmqidBw6+y4GD76I9j09Pnmbn67tZesNNaM8HpSiWQrTnob0Unq/J5Yv09PbyTz/8Mffedx/XzZ+P5/uEJqqvn0pTKAak0pmyMbsU/WeUInbYj+5jYoYfe1lcWoQQpc1gwJ8Kbb1F0PEMaBNOuBCTIEGCzwYuteJ9ic3+sRnY/hXac4xBrvJFdDQwAUqXoueITbbKxAGBY8X4YgGC8ZhqjI7bNjTC0DBj9iy+9Z1v88Of/Bjf91m+fDl33XM3AdCfz5HKZigEIR8c+5DGlmZ++JMf43kejY2N/O7v/i7tU6fw2GOP8bMNT+N5Hg9/4w9ZvuwmikFIZ2cnL774IqVSidOduzn43rt85zvfYd+B/fiZNFu2vcKO13dijOG+++5jyZIlESP0NCVj8DWMpw/H23865sqKmJFXpFpcSEOkXvzvgMgapAnxVIhRhiA29gc43gkVllk6JsTtkyBBggQXGerAgQNm5syZNDQ0XJL9rcYE8RGrcUBDaFB4oFWkaQIKEzF+AowqxOYSFYsAacKqBozRBYCNNY3FkDHmBz2C8SUMDZ6ONNAgiG819D1M/FsUMAgmNBRKRerSafKlEp7SKE/bt3lEDM4DcsUiaT9FiMGLtdswiG6xk9aEpQDP9xBRzITRGPlKUQgClAHfl7pfmv6L4kKH77+RyDkgxBhFqBSHPyny//63n9CvJ1EyWYxJE3F3bd1D0l4vlndCpRPT/1WGJOAvwcWAUibewwY69B1rdBi5pQGIT79VoHSRUOXIqrPcc+Nc/vj311Gny/UPiQEcaknq7+/n2LFjdHR0jP+Qn/FCGY1BTooLiRyqisFmROZd7UQBGhQhHoHRkQ+2KgNV8fcXNtVjMTnbTw1BYwaCYkCpVKKuLkMYggmiTL5WKAUlE5WT9lMQQsb3KRUifzxh1J1hEIKOLCnZVAoTxBGk8QOeMhgTUiwUMEpRl86QKxbIpFKUwjASEpSikM/hp9N4SlG0e/0vUf+p0SneSlF2mE+oDKEJCJRCmfjMCRWCCVEmLLNJlA2TgkCHVjC6bLxnCRIkuCIwaOG+dLjkZn+IBABUKQ6gEiesh4rNsVH43yDDCIyhQIog1KS8IRbe2D99eaeDbGOoqHitFcrzSPseRQOehtBEuxsCBUFAtOXDU2igUIqEg1TapxQz/iCAlK8jH7eGIIQgVKRTkQMlCMD3PMIQvHQWrWCgaEil0pH8qaKI/tCAn8liTCymeT52o98l6j+RXWu2F6jBvwMURZOKzPoGSsYnMIMShVaR9Sl6Pr5mOg4Q0Jd+7iZIkOAKxKVWuAUTyvzl8B73LHoY3BJWLBZJp9P2oJjo3watXUkojJgUJSTOP/Ita0yo0NqjGCjyxmegBKkqC7AxWOZwOaeaQeY11i2HQBWXu2KgWPFV5d9Q/kwtZVSBMdhtmJeiH1VUVbQZPA+i1jRQkA/iCBMDRaXJlxSBZ/CURykIUUpHjL4M2goSagi3Q2I6vvKQjFWCi4FBOjMjmi4HBYVB2pSj8UslIF01W02YsCt93dv83NPf5Ex/348OopEtZ+l0OjoNkHQUPGWC6MAeFWID/FCRS0BBoRSZnjGaUPv81X/7B3rzkEplqjBFDbGPeiTmqRl+//9I5YyU3wTh8PvcR8BI1xqH4fDBdiNfizx8/pHL98fc/lr6b8T+HWHBHk7KNmjygSFEkyJNbw7w6vC9LAQaX2mKcsuf3DsREQXgxdNx+P5JGMrwGEkLutD9N9Jx4uOhr1rwWaePq73/aqXvaItx/B2ivQ4qh5VlRp/x1W3CNH+5/c0WHJ/ql8/nyWQy9thfufVP7qhXsbvfiLpeoQnn8/noWZ2JDpehhEHz0ale+kv1BKZEiFdh3jVWw/OVdk4INOdpgCo0w2qIHmrY30fOr4f9ffAUg+oYefEZfghHnhzDHxM1XPkKMPEpjGNt/0jp8P2rUUo7JpDRtd8oCFR0g6EXKvLFEK+uhUJJYYoBvudHJx7axtrjfRgU2TWosOw9yf0UtWMk+hxZeJ2491cLeB7p/RNxJfpnGVd7/9VK39rhA47nkfHuRhsO42b+cqnMmTNn2LhxI7lcjoGBAR544AGuv/76spv9Xn75ZQ4ePEihUKCtrY2vfvWr1GcbsHv1K8o2xpDJZKxQYYhcCH0lj1S2hVy3R0g9xjKwCkIwmkK1vjcXL1Xinx7i9xA9vOXBjGB5MCNYLkbIPxKG24qoCFEucY+h/Sby8YzYj0OmoY6FKMVofQaGeLsoCt/4eBmPgWIRrX08HbmtSqEcP12+p3+Q5iJr1VC43DWTS43xav7j7d+RBLWRLF8XWnO91JaH8Y7PhRZ+Rxqf8eJCt9/WPxwMMHaj/S+kbDMhZv8wDPnFL37BsmXLuOWWW9izZw8bN26MthPE98AHQcCcOXNYvXo1nufxP/7H/+Ctt97itltXgjKDnWg0KI0xXsy4ovgBEwYYE11Gk/UU+ZImVGmUymBsMyo62uhLTtzDavWi+ceSXrVU6+pMe5C5V89Xc/4RMGz9icpXZhjmN2L5Y+9fo9zxHfoM/6FCAA3xTgkVxZMUTYjy5G4KDxNq0PG52ya+v0LqJeY6OZBpDPVPUB1lZ59fBOZSGZ8x3jJrcR/UGhNyoennQrR1IvNX65/LaU6NpS6DeQZVq7JylLK/2JiwMb5rOIyb+Wut6e7upquri46ODgDmzJlDPc5fIwAAIABJREFUsVjko48+Ys6cOfb+9+uuu84G/k2fPp3e3t7IZKrisHSHoRESnTevo3gBuYY2DIqUTHStj+fXE4TpimY4opJiyICs6PfQMeUO8UgN/T1Ws7ZxBtYohcJc/JRhJIMR0qic80SuUUGpEcz+I/WfUsPq9wzx/eD0C/E8H89EQkKJIiYkpguN1j5BvJ1UGYWSbalyuJAyJFv9xo7Lyewvi+to3Da1Wh6GKudyN1tfaIxX+Lnc+2+8Zn/lKsZMrAAwbuavlOLkyZM2kM8YQzqdpq6ujp6eHvudPFssFsnn83z88cesXLkiYvwxt7eacKgia6pRZPxMdAUtCkOI8jWqCH4qQ2EgILqdzWlGBTMXs0qkAdpv49Sr+P581EKcBhDrdWUaxgGDYcys3FTqoQmHZLIKPSwTDgzD/j5S/pFSEw5dviEKPAmGYX61LI5D9Y9RYBi+f40JxhEwGKJMibBQIixCJpMhKBVIxdp/MShhtEegAKIT/zxTbuZX4eW9+FzuqNksehHqUI1WL7RmfjHadznjau+/iTT7y70j49K2HEyI2T+dTlNfX28bOpQ0JkGBP/vZz+jo6GDevHkRo9dETMo1AccLrjIhQRhtuQrDMNo2mMpQLBTwyMQ3sLm9UdkzuiKVf8dxBCPavkcYPBNV21A9BTX076LZ2hrp81NjCFFDplEj9JCpcc0pY0qHKR8dB8EP10cjaE5D9Juk4Qi/m/iinTHlR6FReFoTakOpVCLtZyiVAhQGnfLLjh9WmJjxD57QmGB8uNQxEZUBf+PJn2D0uNr7b/j2xQygKuLQ9Xi3nMKgdGSrjay14xd6JiTgz/d9+vv7yeVyNDQ0MDAwwMDAAG1tbQBl2/9+85vfUCwWufvuuwe3iWGAAC82fRhPoT3sTWvRKXIKrVNofMIAMp4wxug8djniN+JbzsKsJViworPkmXF0YhTMNj7iFWtHGP97tOnlgYmXvmv2iY5QxrD5jQZSBCZ26xO5mpT240uRohskPQM2hqCqMJngSkU1E39yRkOCi4aqbud4MVJgTCm24Mr2Ps+eoeM53Fub2lzUFW8ZP6ZOnUp9fT379u0D4NChQ7S3tzNt2jSOHTvGq6++Sm9vL1u3buXQoUN89atfpbGxMTrX2Ki4sVFVBhfX0PnIN8qpskHHjL8MFZ0ZK+aXPaySPcr0aoUx5iItvpE/36joM/j34BOKKDZAleVJkCBBgkuAEeLUasW4NX/x8T/88MM8/fTTvPXWW6RSKR5++GE8z2NgYIBDhw6xcOFC3n33XQqFAj/5yU8AaJ8yma//3u+PuxEJEiRIkCBBgtoxIQF/QRAwdepU/uRP/gTP88oO/FmwYAHz589HKcUf//Ef4/u+PRVQArcSJEiQIEGCBBcPE2a/DILAMnagLMofBv3+wviDQA5PSZAgQYIECRJcTIyb+edyObTW9kIf3/cJw5AgCKxVQE74A2zgn+d5SUBNggQJEiRIcAkwbuafzWbtmdilUsne6CcfEQzkJEBjDL7vUyqV0CoJnEqQIEGCBAkuNsbNfYWhl0ol0ul02V5/EQTsy5z9/5fTEY0JLj+I8JggQYIECSYePoyPEVce6DMUs4/26lP2dy1Gf3vbH9FGxkjQUDZ2oBSMueoJEiS4SjGevfqJO/LKwIjneFymGC1tyuVo7gl/kWudcYXsX/Z290T7S5AgQYIECSYW497qdzEQCQAq2RvwGUK1u9UTJKgV49EIkxP+EnwWoOHKIfLoErfBiXml1DvB2JCMb4IECRJcGFz2Zv8ECRIkSJAgwcRCX+7a1XD1u9zrniBBggQJElyOSDT/BAkSfKaRbCtN8FnEJQ34i2+NL0M1XT4K/oovVTWDd6mHCkITpYPXz0/89bIJEiS4PJEEhia4GmD5nopvDxVepgzC0wxEN/qp6BZcHWfSYzSAj5v5F4tFUqmUPezH8zyKxSKe55Xt8w/D0J73b4whCAJSqRQmDFAaMAGBMQQqaklaeVGZSqHifY1hGOIpSClNoKAYBgQ6vhxIhcNecztU/wyVZbiI34lYbMYbUXyhI5Ivdf1Gyl85Bu5zCTO4slC5X9sdv5HoZyLGejgau1zp/2LW40L0z3gx0rhfCTs2ov370Q03RkV8XlECwGi5uz0kDIqgFJ72CLWHMR7GqOh5A3qMU2DczD+VSlEoFM7rbJfRa60plUoopaxQoLWmWCziaw9MJNlEO/oMxqhBZp+KjgKOflcUiyVSmRRKaZSfghCMMigTqf/KhLYjo1RjVFiRRvezu/WN7QpO6lX8rTEmQCkPYwJAj2vhGS9RThRRX471GM2i4j4nWqB8lwgBlz8qx+9SwqWf0TK2iaDf8aKaFWQi53flvLqY4zVU/15qmhkL3HESXhId3xPix7fhhpFGDGGJVMpDKY9SWIzuylEGpQxaj89vP27mXygU0FrbC31cpi+M3xhDOp22jZbnUqkUhIYgDPFUpOUbDFp5YBRaRyf5hSrE93w0UCoYikXA+IRBdNqRIkShUcqgUIQYq9FHTN6Up2ZQ47dzxcRilDGxJSL624QhqDiPMpGgokIUkdRGBVFGRdWuhVZ7diLzj4RqpUfl1Da5xpu/ajllk6M8v+0PoSUz6OZR8ff2uYrxGbEOl1hbuNTvvxRQDI693PLp0sLF7AuhH5d2ap1/tdJv1XdWfjeG+WPLuoD9Zes6ivadV8YYhZMh+7eKTXes/XexYOmLmKfEJ9gq+U+pmIMpMBpTMoQmD9qQ9jSeMmACwnE2bUI0f7nU54UXXuCTTz6hpaWFe+65h4aGBsIwtK4BpRS//OUvOXnyJO3t7axfv57GhkY7kFE/GNA6TjRRPxnyhRxKKfyURxBE79UD2h55qFVIGIIiiLotVLHmb4ZIo1gBD02oQBPG+n1IaECbQPR9QkDJ3yaIXBEmIIzLi8pR8e+xxSGMvtdGxSlV0wud32P4/FVTnL8ZRb4q+aV+Qz0/VP3UEPlVGJnE5D3VyjdaDZl/2HpU7f8xtH8M6aV+/7jqPRx9jtCOynbLuHooAsyY6afW9wu9aAMBJq6HsvXByW/pzs0/xPyolf6q1n8U86fWcsezHki/VJtfo10fVI39V3M51fJPwPozKvodbX4kX8TijQqIvd0AGAKM8UAZUtpDqYAw1ISUMKaEMQXA4HmDfTAWTEjAXy6X4xe/+AWTJk3id3/3d9mxYwePPfYYf/qnf0oYhmQyGQYGBvjFL37BtGnT+PKXv8wrr7zCY489xh//0bfwfTGtx5KaMQShAgX5UgHtA55BKwUqCnQo5vOEgUJ72ej2QKLYAGUG3QfR39pqF1U/xqCJfSdVUh3p+NE7oiphnPyoMA5GjN9P5fvj8hgiVVzQ/JXfV6ZI+4coX6vx5Zf6DZV/xPpJPzjfo9Tg35poXMxgauJJNVT+WupRa76JSi/1+8ec1kifw+X3Yk1I8nlKxeWamvKP6/2V9DQM/Ri3fjX2z4jjOAH1r2le2XlSXp+a5/9Q8+sCrx8Xev2ZCPodS/5ofKI4uZAKn78BpTSYEFMqobww5kkhxoT4GiKFGzJpxowJYf5BEPD+++9zxx130NTUxOc//3m2b9/OqVOnmDp1KqVSiYGBAT766CPuuusuWlpaWL58OTt37qSrq4v2SS0I1460/ajHjIkvBFIhntJxg4ukvAyeKVKfqqMYDmCMjyY6/leZ2OBjor+1ii0A0sE2VZjYzC+Tulpqyx3id0xQ/px9v6kxv7k4+ePvK1Pb/iF+n7D8Q9R/qHw2rZbP1JBvuPwT2P/jTS/1+yeq/mMd/8i8HjHT0JjY+qcGY3Yu1vur5Jf6nFfOBaC/8dR/2Hwj1O+izf9Lnf8i9/+I+Q0YwthyDSE+2oCO3ZiaIgrI1GmCQiFyoXuGYphHhTk0JTwvsiSgGBMmhPmfPHkSpRTNzc0EQcCkSZNoaGjgxIkTTJ06Fa01Z8+exfM8WltbAWhqaiKTydDVfZZJbS0AKK3wDIBCaWJ5QFMKQ7TR+NpHewH9JUNTHfSdO4syKYzS1Zm/iZm/cSatpEbFEmw4/CQdcfJUfw/G2O9Blb0/DE3V5y5U/qrtT9LLov8u9fsvdCr1l/ZUew6jBhdRiMJqLuL4E6qqv4fGXPH9n6SXcSrb0g0YvFjzN9FX8dY1XQihWIqUYAPaFMh6Bep8Yl45doyb+SulyOfzNnq/vr6eXC4XRfL7UfFaa/r6+giCgFKpZIMDjTEUi0W0pzChGEtM1AGx2B+WAnxfR9+GBk9p6lKKB+9eTX8pTbQrssLrYUbygsjvcTDfeGDfVblbYPg0GtwQpc7fVXAx8idpkl6qVCKcL3f6ld09l7oe40nd3UljzV9t3EabX9arS90fl10q/MfEvJLo7/hbfA0SKB8EAUYbsl6RWe0aX5VQeMQi9KjhT8R2qKamJoIgsEwdGIzmB8IwpLm5GXcbjWzlq29oIAiDaA+jCeNGFvFUGqXA930MAYoUWhmMKRGWBli+9Fr68gG+V83pMVKb3N9N/BkLlBOooeJykjRJkzRJkzRJR05DU0QphRI9XAUYYwbPrAkjATQSoqKcKV2kIZ2HII/y6uKyRo8JMfu3tLQQBAEfffQRHR0dHDt2jCAImD59OgMDA+TzeZqamhgYGODUqVPMmTOHEydO4Pua1tbWiPGHYIxCe3GAR+R0iwQkozFBFHXqeZBJe0xKaZoafHxv+IYbU54CuPKOXBc8XsRybpImaZImaZIm6YgpKMJSpOSihS/5GEA0f00q4vhAYKKPIk1GG/xxsq0JYf719fXcddddbNy4kZkzZ3LmzBm71W/v3r1s2LCBv/iLv+Duu+/miSeeYNasWZw+fZqHHnqIuoZ6DFHQoJwIqFR0iIHRJv63hlCDURAGoAJ8FaA9DxN6GKWrV8wo23Fl/STfKcZ8OlJFUWDiwUvSJE3SJE3SJB0hBfAUCPcSho+Jz70BCBWgMaGKnjdR1mKoCQjJpIbgfTVAHTx40MyYMYOGhgZrkh8NgiDA86KjeLu6uigUCmQyGVpaoiC+fD5PqVQim83i+z5nz56NGuF5NDU1ERLELVfRgUCqRBiG+Dp2GQRFQKNIxTUuYCgBIaFRGC8FaDDRIT/lPpWyphJ1W5SqWBww9v9qjCnO+5I0SZM0SZM0SWtJI2YeHeoTfRudWhPYv6KQAE1gYguAjoUHBcqE+EozGo7d39/PsWPH6OjoGL/m73kecpJfa2ur9f0XCgV83yeTyZDJZKxQ0draSrFYJJ1Ox9p+fKOWF3WGMXHAHyEGE/eRIQwjIUGhUdonOqnPUDImOiRBQbxj0naclAcwVOCOMpr45JjRpxD7ZlTyST7JJ/kkn+RT80eZkCIB8aZ0QmNARXv5JRBQER10Fx95BQaMMoSEKGPw1dg3+o+b+cslPe7xvsLcBaVSqSxiMZPJUCgU7DMRgxYt2pRdCGQtEcpE5n0V6e3GRKf7eUpO6Q/jHJVpnN8EcVnlv3sq1uKtODWadLC0snclaZImaZImaZIOlyoVMXoUEMYKLEQBgNEzWil0fMZNxPciJbhESFjBfUaLcTP/MAyjiHxjrBVA0jAMkQh/ifzXWtsdAcbIoR5ifI80+Kih0b7fYinaRqjw7eE84KPjvcGeNnjD1M+eF66GeMoekKyIrAGjSU0sA1xq81GSJmmSJmmSXmmpJj4HAx3/Ff1LEQsDYaQ0KwOEQbTjTRt8FMEoTf6VGLfPHyLN3r2pz93iJ1q87OsH7Cl+YRii0XEpkckDZQhNSFAyaF8RisZuFKGSwAeNF3UbWvKNhCH3/kff2xPFRpXG7x3vWQEJEiRIkOCzh5jfStC6CVXM+KOD3MIwRIWDW+M1Bi+lMZ5PiMFTo9Pfy3z+E3HrkRzmA1jGD5SZ791/V/9OIdfoaqXRqUgyso1TYNCImq/s/xVBMOgqkKuDfd8v30Ggy6+BFAuE1lgLhdIKQhMXHm05JDT2e6UVxXwBP50in8uTzkosw1CCBfZQoyCI9m+Ke0QpVZOgVXlrn3tIUqFQIJvN2naKQCV96wpfQ0ECNoMgMieJ1cZ9Zy2QNoVhaMsYjSDp9kkQRAKfXAUt/Sf1kZsiK8+NkPyVQqc8J8KpXCvtCqpDwb2d0u0vqZf7XLX2Sl1E+JXgWPnNPfCqTCiO2yguNekTl26kbvKd2ydunUdqXyXduEG87pjIuLpCvFuOjI/b/+74SXm+79u+lzZ6nmfpW67+Ftdg5dyR/qxlDsl7XJqqRKlUsu8DyGQyVeeD0LZ7gJm01x3bStqT73K5HOl0uowG3PpL+e64SP/lcjk8zyOVSp13UJo9Ej0uQ8am8mZVscbKfJc2SDnSP+56InWRtsiclPFyadVtT+V5Lr7v27GV5yvHovLWV7ds9xpfqXu1ue8qopV0Wdl+t6/dZyrd2C7tuH1TWV93jrjjWkk/7rwQ2Kc1GKMIAhlHD6MMXio1aOFWIaVSWJZ/LBh5dbjo0AxWS5d9IlZPmalDFnPp7FQqhdaaQqFgCaJYLFIsFoHqzAMYPFRBAhBVPGgiNOhokP10tGBl6rKUSqURW+N5nj0BURY9mUC1oPLuaikDIJvNks/nywjNXeBqEeyEGIUhuu+qVTiRySFpqVSyi1Ct+aXuMp7yvfSVMAQYjCGRfFBuWXL7zGUUpVLJMvtaGL+UJfTkCkpS15HgLmJuHqEHKUsECmF0QRBYWpHUXSylT9xFT9osC2AtkD50F3soF8Zk0SoUCrZsyVe56LsCt5Sby+Vs3xtjyOVypFIpe+On7/s2v4yx0IG82/d98vk8xhjb9lporFLwkFNG3brLHM1kMra/XXpzn3MZn5xQKs+6Y1cpDBcKBerq6soEHFfYc/tP1i6Z76VSiUwmY4UYYXxSJ1cgc2ndVXKkfClP+lZoU+a/yxSl7a5gkMvl7HhJ3lKpZPtB5r47f10h3p3DUr47jyrpx6VRoUdpvzBzqbf7PinbFUBc+nLpXOpbTdgWenfXFOlbqbcrcBUKBVuelC31lne7wpDUW2jHpTfpZ+VpCqUi+WKBEAOxC3ssVnoXlyHzHx1EQhNikoFJp9OWKETaBsomigyKOwlFUKg2KMIcS6WSnUC1IJPJ2H+nUqmaGQ+Ua45SRyEKWbBc7UxQq+bnPl+pdddqFXIXRWFqtQo4lRPWFQDke3cyS5kyZpV/A3YxkvGTxVrqNBrhKAxDW0d3gZf6DQe3fKmn5CuVSuRyOQBLcyK4Vi7OqVTKMl4ZI9lRI/mljUEQWNqqpX2VVhV38Zf+zOfzNojXfX+xWDxP6HKZsszFbDZbphG5bkHR7KUsoT/pCylPaF0YYq0LnyzCMu9EkHAZolLKavuuUAbY8VZKUSgULD3mcrmyWCZ3Pajsv0KhYDV2aZO7vrjPe55XFiztWqyAMtqt1I6lDjI+8n7JL/0o16vLO10G6NZFhDbXiuMGaVcy9UKhUEaHrqAs4y+CjZTjWqpcBlu53rnCpjHGKlSukOQKjlJGNWub9JNrNXHXD6EDV/hyhQcRwtLptC1fhAH5zrUiuLxJ+lOEXs/zzhMyBbJNXgQemROuNWs8mJBDfi4lZADdTpEBfuGFF5g+fTpLliwpY7auBOcSu3SySwTvvPMOnZ2daK1ZvXo11157rWVutXS+TIRcLsdLL71Eb28vYRjy1a9+lUwmU5MAIRPJXeQHBgbIZrM8/fTTtLW1sWbNmjIzHlR3tVTizTffZPfu3WSzkSVj+fLldHR0lAVvjtQ+d2Hetm0b7733Hp7nsWbNGubOnTtsflfKLhaLZDIZNmzYwLlz5yyjbGho4N577yWVStlFQxZit36uGVTqf+bMGTZu3EgYhsyZM4c77rijbPKM1D63D/v6+nj++efp7++nra2NO++8k7q6OtsPQ1lLpAytNS+99BLpdJo77rjDjmU+n2fDhg0YY5g7dy6rV6+2i4vQmUx8aeOnn37K9u3bWb16Ne3t7XbB11qzadMmGhsbufXWW4dtG2AXp2effZYFCxbw+c9/HojmyD//8z9z6tQpWltbueeee+wi7prvpb3y3fvvv8+BAwe4/fbbaW5uxhjD+++/z/bt2wnDkPb2du67774yDdEViFxm+stf/pI5c+Zw00032fEUoee5554jnU5z//33D9k2oYWjR4/S2dnJunXraGtrwxjDnj17eOutt+y6sWTJErtOyFpQaT1Kp9OcOXOGl156iTvvvJMpU6aUMbnnnnuOM2fO0NTUxNq1a2lrawMgnU6fZ8XxfZ/Ozk7OnDnDHXfcgVKK7u5unnvuOeseAJg1axbr168vW+xdE7Qw/V/96lcsXbqUefPm2d927drFgQMHMMawfPlylixZYueZrJOVgtR7773H/v37WbNmjT2rpbe3lxdffJGuri6mT5/OunXrLD0KQ0+lUnYunThxgldeeYXe3l7mzJnDnXfeaedGd3c3zz//PKVSiaVLl7J06VLLMGFQcJK6DQwM8MILL9Df309DQwMPPPAA6XSabDZLGIZ8+umn7Ny5k9WrV9Pc3AxQJmgJLfm+z6FDh9i1axfFYpEVK1awcOFCgiAgn8/zq1/9inPnznHNNddw//33WxqQtU0ENRG2ZKybm5v5whe+QF1dnX3H9u3bUUqxYMECbrvtNnK5nB1zd+dbGIZ88MEHbN++HYAFCxZw00032bklc+KnP/0p1157LStXrqxqzRkrvEceeeQ/Njc3l0liVxKkE/L5vCWikydP8sMf/pDOzk6y2SzXX399mebh+sGqaYFimuzu7mb//v3ce++9ZDIZfvzjH3PjjTeet1VxOMg79u3bx4wZM7j55ps5fvw4mzdvZsWKFTUxaJGopSzx9W/fvp3t27dz7tw5brvttrK2VZoTh8LmzZuZNm0a69atY+HChUybNq1MGh0pv2hVuVyO5557jrNnz3L//fezaNEi2traRmSurmUjnU5TKpWYPXs2S5cuZdGiRfi+z2uvvcbNN99srRzuAupaPKQvhUGdPn2axx9/nHXr1nHLLbewa9cuTp8+zfz588tM5rWgt7eXv/u7v+Omm27itttuY9euXXz88ccsXLiwTItyIXXTOrrV8oc//CE7duxAa83ixYvxfZ+uri5+9KMfceutt3L99dezZcsW2weuFUCYdCqV4sCBAzz66KPs2bOHZcuWMXnyZJRSnDt3jn/4h39g586dGGPsQjIcjhw5wg9/+EP27NnD3LlzmT17NgCHDx+mUCiwbt06Dh8+zLZt21ixYkWZBUUWROnz559/nmeeeYYPP/yQ5cuX2yDit99+m9tuu40FCxbwy1/+kt7eXubNm1e2SLtnf5w4ccLO36ampig4KRZsS6US+/fv56WXXqK7u5vVq1dXbZfM51deeYUNGzbw/vvvc8stt9DY2IhSih07dpBKpbj33nu54YYbaG9vp76+3grOrlAiDH7fvn089thjdHZ2snDhQqZOnYrneZw9e5Z/+qd/Yt68eaxZs4bFixfT0NBQFlsigp5YEJ588km2bNnCiRMnuPnmmy1D6+joYPHixcybN4/33nuPvr4+Fi9eXOaqdH3Lx44d49FHH6Wzs5M5c+Ywa9YstNYcOHCA3/72tzz00EMsWLCADRs20NjYyPTp020fubE+xhh+9atfsXHjRj7++GOWLVtGNpulv7+ff/zHf6Sjo4O1a9eyZ88e9u/fz9KlS88TBsWC0NnZyXXXXceiRYt48cUXKRaLzJkzh1OnTvHYY4+xfv16Ojo6eP7552lqamLatGl2vrj0qpTiwIEDNDY2cvPNN7Nnzx4OHjzIokWLAHj99df56U9/yoEDB7j11ltpamoqM6e7Ak4+n2fXrl2sXbuWWbNm8b/+1/9i3rx5tLe38/bbb9Pe3s7KlSt5/fXXOXz4MIsWLbLtE+FGBPLDhw+Tz+dZv349hw8fZvv27axcuZKenh4OHjzI+vXrmTt3Lo8++iitra3MmDHjPLeWKHO7du1i1apVzJ07l6effpqWlhZmzJhh+2Dz5s3s3r2bUqnEDTfcYOcf1KbcVaJYLNLd3U17e/uVb/aXzhSTpPz7nnvu4bbbbrNEIOYiMQO65hrAWg+kc7PZLC0tLaxfv57Gxkbmz59Pc3Oz1UhloRoJUv5NN93E/PnzaWpqYsmSJXR1dZHP52tqoxC0mCt93+fMmTPs2LGDtWvXks1mq5rZa2FswkSbmppoaWmxfk/xXY0EeWdXVxd79+7lrrvuoq2tjcbGxppcG5JfgpqkLplMhsbGRt555x2WLFlir4uGaHwrfXWu2U7cN/39/Zw5c4a5c+fS2trKtGnTOHHixKjMZdIHx48fp1gsMn/+fFpbW1mxYgV79uwpcwtVg+tPXrVqFQ899FCZWfbdd9+1AurMmTO57bbbeO211xgYGLD9IuZl17rwzW9+k9mzZ5eZsIMg4L777uPuu+8+z4c/FBobG/nSl77EkiVLyjSK2bNnc8cdd9DS0sKyZcvo6+ujWCyW+SXT6bQVuIvFIjNmzODb3/621QJlXNauXUtrayttbW0sWrSInp4eu/gJjQhzl3Jl/ro+YzFFb968mXvvvZdsNjti+6ZNm8a3vvUt6uvrrYUJIotHNpultbWVVCpFfX09+Xy+LEBNTOWyyDY0NPCVr3yFhQsX2jkHcOjQIXzfZ+XKlbS2tlomJmZeN0BX3A7XX3893/jGN+x7hBHX1dXR0NBAS0sL77zzDrfccosVIFyrluse+Rf/4l+wePHiMkG7q6sLz/OYPn067e3tNj4Iyi0HrpA/e/Zs/uiP/siOh+/79PX1cfLkST7/+c/T2trKypUree+998jn8wRBQH9/vxVspG2rV6+mo6ODGTNmcOutt3Ls2DGUUrzxxhvMnTuXBQsWcM0113DjjTeyc+fOshgHgfTtkiVLWLZsGS0tLaxatYqTJ0/a+ra3t/Otb32Llpa0gOJsAAAd3ElEQVSWMteC1rrMsicm9vvuu4/Jkycza9Ys5s2bx4kTJzDGsHTpUm688UYmTZrEqlWr+PTTT4HyQEih1d7eXubPn88dd9xBc3Mzy5cvp6+vj56eHurr6y2/mDp1KvPnz6e3t9fO9cr5I3WaMmUKM2bMoKOjg1OnTtm5fOrUKQ4cOMDq1avJZrNlwtFEKOlXPPMX86FIxmEY0trayoIFC8qiiWHQL+z6U90OFROa+IxSqRTZbJZcLkdvb6/1l4nJuRafqgz6wMAAb731Fr/+9a/5+c9/zle+8hVrMh4pvxvlK23YunUrt956K1OnTi0L3BHCkcWylv4Tc1hnZye5XM5q4bVIliIEHTt2jHQ6zQcffMC2bdvspK4lvzBYYSTSrx9//DHvvfceK1asALCSfKW50g0QlLIymQzXXHMNixcv5m/+5m94/vnn2bdvHw8++GDNsRowaPLNZDLk83n6+/uBiFa6u7vLgonkexcSrNXQ0MDixYttAJgwtGPHjjF58mQ7ZjNmzKC7u9syf3Fhib+1VCrR0dHBlClTyqweAJMnT2bOnDl2Ia0lILGtrY158+bZ94iwIeOqlOLUqVNlMRgiUEudxfpzww03UF9fb8uW8Tl58iSdnZ08++yzHD16lHXr1pUFrrmaI0B7ezsLFiywc0fMoKVSiddee42FCxfS3t4+rHAq87qjo4Pm5uYyLTefz+N5HocPH2bLli3s2bPHBiEKDYqVxY05mTt3LrNmzbL+fqn7/v37aW5uZvv27WzdupUPPvjA1tm91tyNIBdXhvSdpMKgX3/9dWbNmsXMmTOBwV1UldHm06dP53Of+5wVNqSu119/PadOneJHP/oRGzZsYNKkSdx8882WJqVOYr1RSrF06VIaGxvt3JL2pdNpenp6gEhzPHXqlBVCRFmoVKqENj766CPa2toYGBjg6NGjzJgxw4799OnTrVDtMsVKK6wwyg8++IDGxkZb/rx585g0aZKdm+6YuC6yynEsFAqcPHnSKhRCh4VCgWPHjlkLkGj9oliGYUhDQ4Odl0EQ8Omnn5JKpWy/HT16lO3bt/Pss89SLBa5+eaby/qxMoYMBmOmPv744zI34qZNm6z7rFAolCmwtQaMD4crnvmLiVo6uHL7VWUAhiwmMLg4uRJeKpWyxOAG5GzdupV58+Yxffr0su02I0HKFGtCW1sbM2bMoLOz0zKSWiHEcvbsWY4fP87SpUvLzJPuc7UKJ3fffTcrV64kk8mwa9cunnvuubIAypEgE627u9suEA0NDezevZstW7bUlN8VvkRy932f3bt3M3fuXKZMmWKZrCyY0l7J746fG6xz7bXX8v777/OrX/2KXC5XdfxHglLKumx+8pOf8D//5//ktddeszQ3HNwofteMLOMmQVVuUKo7dqLFyILnLmKuwAcRY3D9k7VYXiq3wUk/itB57tw5fv3rX7N+/foyLVGe833fLmpSjutyCsOQuro6MpmMFUwOHjxYZi52y62M5JZAPYi02QMHDrBy5cpRaz6+79ttsZlMhtWrV7Nq1SpaW1t58803+cUvfmEFX7GySCCi9K2rbbt0dO7cOeuTbmhoYMOGDbzzzjvWv+sGbVVaqSQV7T6TyTAwMMCOHTu47bbbqKurs/0ha507F6pZeIRJzZ49m127drFt2zYAa9lwfezSHldJcus8ZcoUli9fzk9/+lO+//3v88orr1gzutTbFTpcOjp8+DCHDx/m1ltvJZ1OMzAwUDZ3YdBy68bLVJtXx48fZ+fOnaxdu9bOCRkXVxmQeS/afqUgEYYhO3bsoKmpycZvCU6fPs3OnTu588477RqfyWSsZUbKkHoXCgW2bt1qXU/FYpG6ujqam5uZPn06fX19HDlypGxOuBZmt06vv/46QRBwww03AJHi093dzYIFC8rWeBHyRJAcD/zR+D0vR7hbiNxtJEIMYmoT32k15gHlW5Uqg8Y2b97Mhx9+yHe/+137Dnef6UgQIaSjowOlFDfddBP/5b/8F44cOcKSJUtqyg+DE+3nP/85hUKBbdu28cknn/D+++/zxhtvcMMNN5QJJSLVDocpU6YwefJkIDKR/v3f/z3r16+3wT611q2+vp6ZM2eyfPlyINLif/nLX7JmzZqyYKBqfeZK6TCo7e7cuZPf//3ftwudG/AkqIywFgk+k8nQ2dnJpk2b+K//9b+SzWZ5/vnn+dGPfsSf//mfl2llI0EY9xe/+EU7iQ8dOsSpU6fOMz1XowdZkNwYE3m2paXFCoGyeImlp3KhLBaL9n1Sd5cJuQtTpTVCGK0b4+IyINGy3fb29PTw1FNPsXjxYitoumNU2RZXe3OtKw0NDXz+85+3wZuPPfYYt9xyi9XY3N0wolHJYid9F4ahDbZ87bXXOH78OB9//DGvv/46S5YssQFgbpxEpZlc+ioIAkv3SilmzpzJX//1X/OFL3yB+vp66+N1rYTVFn/5e9KkScydO5elS5fieR5vv/02Bw4c4Prrry+zzLiWO7cMabcIYu+99x7nzp2zwZfV5os7jm4sgJT11FNPUVdXx1/91V9RKpX4wQ9+wAsvvMCXvvSlMoHZHUPRkt26+b7Pgw8+yEMPPQREMSJC927gZ2V8UVdXFz//+c/58pe/TGtrKxBd/V4ZH+D6r10lzdXec7kcTz31FKtWrWL+/PnnBTRLPnedcHeUyDNaa15//XV27NjBd7/7Xerq6spo/fHHH2f9+vU27kXmhWu9kfHv7e3lZz/7GYsXL7Zrnud5TJ482cY6hWHIyy+/bOMj3HniCoHvvvsuv/nNb3j44Ydpbm6mVCrx5JNP0tzczJYtWzh8+DBdXV28+eabLF682PK7sfj8XVzx0f6ub0cWDlk4hfnJ77lczvpOZIK7Jiso3zJWKBR4++232bVrF9/85jfL4gqgNuYK0YCfO3eOpqYmq02JKXkkuNHEEE3GBx54wG79SqVSnD17lmnTppVtAROJfiT09PTQ0NCA1ppTp05ZP67r5xoOIlhNnjyZnp4euru7qa+v5+zZszYAZygidSctRItjNpulWCzy5ptv2mCZoXYeuJNINBff9y1T6e7upqmpibq6OrTWXHfddbz11luWidZivam0Jolg8sYbbzB//vwR+9fVrGSBdtsyY8YMNm3aRH9/P/X19ezZs4c5c+aU+ZQlGE52VMCg+dc1z7sLqWgugN1S5Fq4XDp2NXUpp1gssnHjRtLpNHfffbedR9LfLgNx51nlwTFaa86cOUNbW5sNNpJ6G2PKNCspS9wbQvtSr7vuustab7TWHD9+nJkzZ1oadbVo0ZCqMRrP8zh58iRTpkzBGENfXx/19fV2nNyYEnm/u0aIQiFlzZ49mw8//BCttXUNfe5zn7N977pUpAxJ3T6V8nbu3MmNN95Ys3DqWoxEyOnt7eW6666zCs+8efPo6ekpGyvXGppOp61rBShjwO547t69m2uvvda+W+ovwm2xWOT06dM88cQT3H777SxcuNCO7Zw5c3jrrbe4+eabSaVS7N27lxtvvLEsJssdP6H9n/70p8yYMYO1a9faMZH6CQOXfFL3SkFYa80777zD5s2b+eIXv0hTU5N9R3d3N0888QQdHR3cfPPNdk2rVKJcIfqf//mfMcZw11132TmVz+fp6+ujvb2dYrFIV1eXrZ/0rQhuwp+OHj3Kxo0beeihh5g7d66lhT/4gz+w8RSy1XbmzJl2DalUYscC75FHHvmPTU1NV2y0v7v4QzTZjhw5wksvvcS+ffv45JNPGBgYoL29nZaWFuujdCP13cVQ0oGBAbq7u/nbv/1brrnmGs6ePWsZx9SpUy3B14JisciWLVvYunUrhw4dYseOHdx0000sXbp0xDJcjUqIsqmpiUmTJtHc3MzAwADHjh3jC1/4giVAkcph5IjQJ5980moqe/fu5YEHHmDatGlWExkJcntja2srn376Kb/5zW84evQo77//Pg899JANgILzD4RxGZGrQQRBwJNPPskdd9zBddddV8ZI3DJck16l5SaVSpHJZDh06BD79+/nwIEDvP3229x5553MnDmzTHsaDrKQBEHApk2b6Ozs5NVXX6WpqYkHH3xwxPETJv3JJ5/w8ssvs3fvXj755BPOnj1LW1sbc+fO5ZNPPmHbtm0cOnSI48eP86Uvfcn6+cQF4u7x7+zstLTU09NDV1cX1113HSdOnOCFF15g3759fPTRR+TzeaZNm2bLcPtJ6nbkyBE2bdrEgQMH6Orq4pNPPmHOnDkcPHiQxx9/nJkzZ9rtey0tLTQ0NNjFzHU75HI5XnzxRXbu3MkHH3xAX18fWmsaGxv52c9+xp49e3jvvfc4ePAgDzzwgI1VgcGzD+Tz7rvv8vLLL3PgwAFOnjxJb28v06ZNo729ncbGRqZMmUI+n+ejjz5i3bp1ZSZnV4gJgoDt27fz6quv8u6779LT00MYhsycOZNnnnmGN954g4MHD/L666/zwAMPWP96pWleynzjjTd49dVXOXjwIF1dXZw7d4558+bR1NTEzp07OXToEHv37qW+vp61a9eed9qpCJI9PT0899xz7N69mw8//JCenh7q6upob2/n+PHj/PrXv+aBBx4oY1BD4d133+XFF19k//799Pb2cvr0aRYuXEhjYyObN2/myJEj7Nu3j08//ZSHHnqIpqamsi2VYhnJ5/O88MILdHZ2cuTIEfr7+0mlUrS1tbF161Z27tzJb3/7WxoaGrjvvvusm8oVDuTvJ554gnfffZdJkybxzjvv8PHHHzN16lRmzZplt07v3buXvr4+7rnnHrsDQ8pxFbItW7awefNmpkyZwoEDBzh69ChNTU00NTWxbds2tm3bxsGDBxkYGCCXyzFt2rTzNGOlFL29vfzjP/6jVWr279/PiRMnmDdvHi+99BJbt27lmmuu4dChQxw6dIhrrrmGurq68xQEpRS7d+/mqaeeYvbs2Rw5csQG7Wqtefzxx3nvvfd45513+PDDD22QoetSETovFos8+uijdHd3o5Ri//79fPjhhzYwvLm5mUmTJnHu3DkGBgZYsWJFWWDsWBi/G+2vDhw4YGbOnDmus/0vNYRhiNQeBAFnz561WkypVLJRvZUSZmU5rmaTy+XI5XJl2lp9fb0NCKnFZSLacz6f59y5c9ZSISbHWtsnmowsSlL3UqlEf39/2aR2992P9I6enh57mEQ6naatre28/hwOrkYrgY2FQsH6P933D8X8JXX3wPb09NDc3Gy1GdFuXIbj5gPKpHN5fmBggP7+fmsRkr3ntbpt5JlisUhfX58NZBLTXq0CRLFYpKenx/pTfd+3rpUwDOnq6gIiE3l9ff15lhe3D86dO1d24qBEiBtj7G8yD5qamqy1qzLwVVwk586ds9pfOp2moaGBUqnEwMBAGc3JDozKwC75/ezZs2VmbqlXT08PxWLR0lhra2vZIi9wg6y6urrKfhdaEK21t7cXY4y9Rlzq4JqfpV/lXaKV1dXV0dfXZxUB3/ftHnG3LpUm8YGBAQYGBqyfOZPJ0NraijHGziOIzNtiPaum8YslUBiA1tquK2LZcBnicOjp6bGBteLukvMFuru7rRUwm81aBiU06MYuKaU4efKkVTCUUnbHjswhoVmxhriH+rhzWejcPdlUTP9ikdNaW9qsFNhcwcttg6CtrY1CoWDXZ+nfTCZjzeYuPch6fvr06TKXSyqVoqmpib6+Phvv4dKDCEZu4KwEfJ89e7Zs14W0r1AoWDqoq6sr22Ui9XBp/9y5c2XxJPX19ZYWpV+CIGBgYICmpib6+/ut668W/lMJ92z/K575y2JT6e+H8kA+KPdFugddSCe6ZmQX7j5d0XTF9FQL85AyhCBHE23uMkzXF1n5bmEE7vO1BiXC4Clkrnuh1rPv3cVW3i1pLX0ki2k1P7c7Pq41o/L7Sh+2G3wmAmBlX7gMdTi4C4gIF7UGfQojdk1+1d7r1tc94dBdEMMwtL+57i6pk0vfrnm02vi4Y+IKC+4iJX3tjoMEUlU+I3WEQTeFzCf5uC64yj6VervnZ7gnHbqm0jAMyWaz55nfXdqvzOP6/itpUujUZToyJlK2e56/qzm79FrZtsoASDdOoLJ/3bkic7FW7a5yXrj1kToIPbmuUbd+0iYRJIQeXBpyXU7yvfzm0oAIIZX97ApCbtsqBfpK2q00l7v0W6k4wODBYe4WaXeuugqL61KV7+U7dywr11VXAXPLkt9cYUbKdNvvjoH7PnlPNXem24Zaz5mpRNnFPqPOfZlBJpRs3xHNQfyJUB7wJNv13OM+XeJzmYmksthJzACcrxkMB6VU2a4DqWut8QJCQHJSmCu9Sl0qzWa1xiO4vj2ZfK5/qpb8onmL9C3SrVvHyjzSNhg0Pbr7qkXYcv148qzU2TU9y/vdsisFvXw+X7b41DJ5pO/lPbJI5nK5mmI2XCFKJr2rMUjbXGYqtOIGvknbRVNyo5ndsZYFQmig0pdfKQjI+8TF4GomLjORMtyyZfGvnFsi7IhGWY3xuQy3UksUTUtoQMZTKWWFLqE5aVelxUcgv7mWlGoCqetWqVyMZcylz1zGKb9XMlnXouEydXds3aNyXQFW+q8WwdRlOu54yBxymZtr+XH7Xua8KDaVAqrQ18DAgD3JrlLIEKFBLESyVrrvdKPw3XdXCm7SJ64wKnNPynJpSIRxd+zcu10A2z53J4croMnBabLVu1IIc4Ufly5dK6k7T91+lTklY1op9Lhz2RU2hF7keXcOuYL0WHHFb/WTjpWIclkgJJDI3UOqtbYLtktYrtbvSn+y7U8ITxibW+ZIcDX/MAzLGH8t+7BdxuAKI64fWCYHVGe2w0Ha6k5MmTS1asXST9LnwphrtYy4i4BcYCJlyzMus6qcaDIBpf3CcIrFol3Q3LO03QV2JLh96y4C7napkfK7jEPq6y4gLuMS94kwWhl3l9FA+e2Zoo24ApEsDC4NV/ZlpcBXzfoifSnM3V2gfN8vY8ay2LtBZa7wJFvNZD659U6n0zYAV+otC6YsxFIPebe7MLpjI/+WvpMF1zW/u22RfnOtF66QIu93mZ37DpmPEigojEdox9Wsi8WiPY1UXAhCz1JP9/KckSBCc6VwJkzFZcpSD9cC4gqJQlNSnjv/INrR465Z7vhI++V7YaRC58KQXYHQZd6ytsk6IOuP1NUVDt0xrXT3CO3X19fbsmRNEmuG6xaQPpB+dxUP9y4LV8GSOehaJNzDqqRfpG+lj7LZrJ3DrsDqbh116cW1xrnWimpWqrFgWLN/LYv3pYZbR9d845p43Gfh/AtIoDxSVJ6pNA+5h6C4v9dSRylTUKvU5pqfpAxXy3DrKL9XmiFrQWXbpN61tK/S1eL2mSsxD1eWa20RBllNS3P9+65/0NWUKzVA13zsahquZjAUqpk+a7WqQDn9uXRaaZWQye8ultUsO5V05/7bZXbynKtpuXVyBSipk2jHsui5dXfdXa6m4grWsqi5mrP7Tnchlecq2yd1cfvXdT9VWnoqTbLuGFdqp64bpdKk69JMpQnWHTu3LfK7axmoNE27AoU7J1zG6NZPxqXy9+Hgvlcg75S56botXIVJGFOllaMa/bn9VWkVdOvg/lY551yLQ2XbKy0vrqAMlJ2z77ZP6usKAvKuIIjOdRDrjLtjS+rgrn0uHUn9Za2R37TWVoBz87vxLp7nWUuYtEP6waU/d15XKgiuFc8dh9HwnkpcVT7/BAk+q6hlvroLjMusZRFxtSb3OXmm2juH+3uofCMhWXcSJLjwKPP5J5MuQYLLH9UYfS1z1w3qqva8qyVVWr/cd9Tq5hrrepIoHgkSXFxc8QF/CRJ8VlBNIx8NUx7OZDgU473QTL/yXYkAkCDBxYEPicktQYLLGdUYcK1M2Y3UrzbPXZ9jte9Ges9Erx2JAJAgwcXBFR/tnyDB1YxK5jtaxljpyx+KmY9HwEiQIMGVBw3JJE+Q4GpBd3c3Tz75pN2SVYuwUItwkCBBgqsLic8/QYIrBD09Pfb60Gr4y7/8S0qlEn/2Z3/GSy+9xF133VVz2YmpPUGCzxb8RNJPkODyhet3r6ur46//+q/tb1/60pf4y7/8S9atWwdAR0cH06dPZ8mSJaxcuXLEsqud6yHvTJAgwdUNv5aDThIkSHDpIPMzlUpx99132+89z2PJkiXcc8899ruBgQF72YxS0W17H3/8MfPmzePYsWO8/fbbrF692l4esmPHDnp7e1m3bt15BxcdPXqU1157jeuuu45ly5ZdhJZGSIL+EiS48EgC/hIkuIrwxhtvsHjxYrq7u+3fq1ev5j/9p//EypUr+d73vsfcuXPZvXs3a9as4U//9E/5yle+wte//vWycn70ox9x44038uMf/5jf+73f4+tf/3oSD5AgwVWExOefIMFVgqGY86effkp/fz8ffvghxhhuuukm7r//fjZs2MDtt9/O1q1bWbduHYcPH2bevHls376dv/iLv2D79u0sWrSIXC7HihUreOqpp/ja1752kVuVIEGCC4FE80+Q4DOA//Af/oM9T3/ZsmWsW7eO22+/HYBbb70VgA8//BCAH/zgB3z1q19l0aJFAGSzWb785S+zdevWS1P5BAkSTDgSzT9BgiscozXHZzIZBgYGyv4G7PbAI0eOsGvXLjZu3GifCYKAL3/5yxNQ2wQJElwOSJh/ggRXIIThXwg//KRJk3j44Yf5+7//+wkvO0GCBJcHErN/ggQJynD//ffz9NNPc/LkyUtdlQQJElwgJJp/ggSXMapte7vQUfff+c53eOaZZ1ixYgXf/va38TyPZ599lkcffdTGASRIkODKhvfII4/8x+bmZlKpFJAc8JEgwcVFCBig+rw7bz4aUCZ6urW1ldtvX0Vb2ySUUSgUKd9n1qyZrL5tFb7n46c0M2fOZNWq2/B9DzDU19ez9IalLOjosG9taWlh7dq1tLS0oLXm4YcfZubMmezfv59UKsV3vvMdVqxYceG6YaR2J0iQYNwoFot0d3fT3t6OOnjwoJk5cyb19fXJ4RoJElx0hHFaowdOlH7x+asovzLV88vvSBo/Z5SO842qshcNyTqUIMHEo7+/n2PHjtHR0RGZ/ZPDOxIkuFQYZdiN5Ylh2ddGVT5QMaetcCBMf4jnEiRI8JmAThh/ggRXF8qndBLTmyBBgvORBPwlSHAZY1A4D6s/oEIwuuwCoMhirlBK8icCwP/f3tnttg3DUPiQkvsARd//EXuxDhkSh+QuJCpK6mQt2iwbcD6gdSz/yDfUISnKJoScQ/En5D8kIrrwA4D1rSLCAWgX/oc+IiHkH4biT8gjSYG+Ut8WF+0C78Lf9t29FceJARGIEACGFvmzaI4Qss3NfCDrAQh5LHLNKxgEhgchjqvTA4QQMqH5De/j8TgazQwAl9sQ8mgEgELGn7tDpc3xiwhUFSIBd4OZISIQYdOy3eYQiAQAR4S1fQDw247ClvPf7v+xoGB+BXE+73zMr/TPcYeQ7yP1PMn6oLquK0QE6QQAGEaZgwsh5DGchDaGPQZictABVUEtpZ9XukBLnxI43WsuChz7N/reEuGPCvOl2Lv76FtVx7jC7CIh9yXtPm0yfw/FT+MspaDWSu+bkL/BH8zsZIfS/xeEOxQFgCPcISp9vj8Q/byTpqaxe2+PbO3nX/bzOa6Jdw4wpxUI54FERv4MLgi5L7Pgu/vQ+trShjIObBktIeQxjIK+LtYplloKAEE4AGjzDQJQEUBaFiBT9M2+FVkP0O7XHIZb9n2ZKbh2zry9dnx+ltyWUt5lIggh30fa1+xop97X9ATSGPOCeaAhhDwGRRdqlJbCN29v5xMAc1o/nYD+Jj+PFv03G06RL30pYBds1ZY5uPbhIMHZesEtcXbEppMwz/enyOf1PvXJMYaQ+7FVZ5NttdaK/X4PVR0HZu+cc3KEPA6FYFmWlqZbFmCIZVvPj+4Q2NHhDmhVqMqoBbC26q87CQ4za46+6GbUfWnvbRnh6aUBH7lm3nd3lFLOxpZ1XT9VOEgI+Rrujlor1nUd9X3VzPD6+goAY2BQVZjZMFxCyL24/WGfMMfT0xMkAi8vL1DVZrweEGmFf7vdDj9+/MTu1x6HdAQQUBU8Pz9D9OTIH4/Hs/n3pdR30UGK9Fy0l2I9Vw6ras4wnF0L4F1k//b2BjMbY8tWxH/5HISQrzFn9ZdlgZnhcDhgXVf8BjSXHOEWbAbXAAAAAElFTkSuQmCC" 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The investment structure is 20% self - funded by the owner and 80% financed through loans. The loan is repaid in equal principal and interest installments over 20 years with an annual interest rate of 3.5%. In terms of revenue distribution, the owner receives 18% of the energy storage's total income (before deducting electrolyte lease, operation and maintenance, and financial costs), amounting to 20 million yuan annually. In cost accounting, design and construction costs are not included. The value - added tax rate is 13% for equipment and 9% for construction. The corporate income tax rate is 25%. Operation and maintenance costs are accrued at 0.3% of the equipment cost, with 5% of the year reserved for shutdown maintenance. The electrolyte lease fee is calculated at 8% of the total price based on a purchase price of 20,000 yuan per cubic meter, totaling 37.9259 million yuan per year.
Click to get the full - life - cycle levelized cost of electricity calculator for free: NeLCOS®
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