OBSSCircuit DescriptionV1.1010/02/94 20:07 CET.Component & analysis parameters of a circuit.TINA 7.0.100.252 SFB(c) Copyright 1993,94,95,96 DesignSoft Inc. 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Synchronous Step Down Switcher with Integrated FETs@ Arial+TPS54218 TRANSIENT STEADY-STATE SIMULATIONSymbol????333333??26@6 Arial TEST BENCH DESCRIPTION:+1. TPS54218 transient model is encrypted.2. The testbench has been configured for 3.3V input, 1.8V output at 2A load. 3. The start-up capacitor has been reduced from 10nF to 2nF to speed-up the simulation time and reach steady-state output voltage faster.w4. All transients can be applied after the output voltage reaches steady-state and the PWRGD signal has been asserted.u5. The internal PLL has not been modeled. However the clock switchover between RT mode to CLK mode has been modeled.y6. The DUMMY_TEMPIN pin is a dummy pin that can be used to simulate the thermal shutdown characteristics of the part. i7. The GND pin of the device is actually node 0. So, do not attempt to connect it to non-zero voltages.SIMULATION INFO:^1. Go to Analysis >> Options and Enable the option 'disable warning for large size analysis'.[2. Go to Analysis >> Set Analysis Parameters. Click on the hand symbol and Choose Default.V3. Go to Analysis >> Transient. Ensure that 'Draw excitation' check box is unchecked.(4. Enable 'Calculate Operating Point'. A5. Ensure the integration method is 'Gear' and the order is '2'.!6. To run simulation, click OK. [7. The simulation runs for 1ms and takes approximately 20 mins on a 4 core 2.8GHz machine.Symbol????333333??)P0PP0!````%`x``x!!0000!````!X`X`!````%x00x00BOOT!!!!````)```VOUT%````VOUT!)p`php`p`phVOUT%p``p``VOUT!@@@@%@`p`@`p`VOUT!pppp!phpphp!@@@@!@`@x@`@x!````#x``x``PH&PWRGD!!xx!````!!!&xxxxxxSS_TR!P`0`P`0`!0X0`0X0`!P00P00!P8P0P8P0!00P000P0#EN!%!````'xxRT_CLK!HHHH!````%xxx)x`x`x`COMP 9R506BAEDD820110117125236R_AX300_W100 (R)7A@?Y@ 9 0R206BACDDC20110117131033R_AX300_W100 (R)@@?Y@ 9 2R106BAF7E020110117131045R_AX300_W100 (R)@@?Y@ 9`1C4080C7A7420110117131134C_AX200_W120 (C)wh0>@.AY@? 9` 1R3087FF57820110117131239R_AX300_W100 (R)@@?Y@D9 V106B7005820110117131411 JP100 (V)900$VIN070BC79C20110117140723 JP100 (VG)ffffff @h㈵>?h㈵>h㈵>?h㈵> 9P8 C2080C196820110117141050C_AX200_W120 (C)h㈵>@.AY@? 9C707EA1FB420110117141628C_AX200_W120 (C)& .!>@.AY@? 9 R4088A7E0420110117141819R_AX300_W100 (R)j@@?Y@ 9`R6080E3E6C20110117141939R_AX300_W100 (R)N@aÓ?@?Y@ 9`L10877ADD820110117142014L_AX300_W100 (L)avt>@Y@$@ 9@x $R70A32497C20110117142053R_AX300_W100 (R)~jth?@?Y@ 9@ .C40A3F400420110117142106C_AX200_W120 (C)&|>@.AY@? 9pR808826ED820110117142130R_AX300_W100 (R)~jth?@?Y@ 9pC508826C3C20110117142130C_AX200_W120 (C)&|>@.AY@? 9 R90A5A029820110117142508R_AX300_W100 (R)?@?Y@ 9 R60A68069020110117142545R_AX300_W100 (R)j@@?Y@ 9x R80882D95020110117142707R_AX300_W100 (R)̌I@@?Y@ 9 R70897BA4020110117142740R_AX300_W100 (R)@@?Y@ 90C607C1404020110117142943C_AX200_W120 (C)Hz>@.AY@?9f` *VOUT:407F136D8201101171742439gPWRGD:20BE9B020201101171811079d`PH:10BAA0D78201101181722399gxSS_TR:3075A9F6C20110118172255:9PWU1 06A168A020110124194428 TPS54218_TRANSTPS54218_TRANSC:\ELABTRANS_WS\ELABTRANS_DS\Part_Numbers\TPS54218\Active_Work_Sankalp\EXPERIMENTS\TINA\Models\cir_file_compiled_and_modified\TPS54218.cirSCK#TPS54218_TRANSLabelkV`TpPW d*GND @d*VIN @d*VSENSE  @d*RT_CLK h@ @d*COMP ( @d*ENB( @d*PHd h @d*SS_TRP, h( @d*BOOTSE h @d* DUMMY_TEMPINd @ @d*PWRGD h @f_Sg#TPS54218Arial۶m۶m?g*TRANSIENT MODELArial?eddeddeddh(                   p@p@ 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hh/08w==YEJG4iRvaO1/V8/s94/PX6Q4WpzZjVJleUTtwzToFzU6BBdzrWq0RYt8hrmxdhVX8ofEKV3UeyJzE2NAGrOr+l6fMaPTGZVP+8fJ9Ns6z6isfZBH8rYG3z8UtLN1mUg1uhz2JTo+vO2tpmxGGaBUKlLhBnlVE0YGqAb3yvVYsFC2Zym994BGXCpTs=A6HjwRTBE/MZYIYH+98chC/So+YaFOPhZycK4SMu9mqN0/g+ncRjKS5JAKs++8gfQUbAqGSmWbF14MFhOElQC3ga61PF5Pp2j8t5TLkNsKR/VOqElsuMYBpAqfWZf5p+Tp8le1SN2uTToKiNsNQg==iEJG4iRvaO1/m8hpRfcDCFqy3xXKZnUM5qVlycp3X/260Kldze4NuBWqqxmwHBOJUVtiClBoepVDCmou+co/m1nYYGpO1jDcBgsPAV9xbTxY1IsWdtsCDT6yFYWDKR6w6Divv9DrTQMPQLvLCE7rJvtatV45GNbrhXuRJnIRJVMeaHlWKFQ2rgKv0QhA==5Ey2VKoaw5i6lj621r3M6tqpe9XwcTPbbTTZetIuDr80k+2CAaeU4AY5qOFQ7Y0aZa9JZN+J0TwekxX6u5fk/mB0pDD1bSpD1PBsYoYweRLLQH5pDZMtKeUvAqd53nCfBPH1rgEssu0BkfgsFqpWHLWGCktQSwHEGlI6X5tywZOz/tN5oydobjQBfjB97DYAGBKYPfC/qk==96jqtQvcIGsaG3NIns7mEfQaEP3jT8OF4rajO5/d1E8xbdEbSO6lKU2gKBjriS4PtFTYjYOArCP1Kz9sGihiFUnAoGnbUtV+jW38HgMEmAe8taX6qBxo+LC6T6mODPJ/1Qp5TuSyE4erd1bLlJaI+r2KCCEYBh30a/whClgpC1dc7YCwqx+0=Awdj+XIBvUrj0DzvI3yiLQRrwfy/0CeVfwto+rLhZ4bikhOSik0CDW1OXFRL1bqHKa7LlAhtA9k5S/tj0fKpSobAo03s1Xs7Yb0WpXbigeLlcswb9Ek71eGEk4bCj3WagfBxltyyXNK5KgKpRNkgtp9bQkdBNr0pY=Qs14/wC1fbCF8Iqxofd3H9AQWloaqWZNYsozk/9mAtmIo0rp0OLYn9T9WsSYhA0OX+RvkNaThumorNfg=Ys14/wC1fbCG2i3/BbO9L/p+6o5BxMn2IBTnRjFcZUZoJhbyfKSGBP0dTAxtMuLWnzPWEddXEl3H6zXtwO8eFIE1WYEJG4iRvaO1/FYWrsT2j+trD70+Iz47a3vfYk4Qmneh7JYhhpUVj0AHGfN+c1XdesK9Q0tU91I//paAroWxg+6A==1DrTQMPQLvLCQWCSA63tFLUz+FWM6F4RAJrVyrxW/Jlf3Bcc=YEJG4iRvaO1+2B2UgsxFmEpJVCPrEBRLq3pCkiLxRFiDPIW82k5cN2t/fXDBgfjxEYbZk3IHSAjU9gzBRrDceINVua7LlAhtA9k5TT7OCny9HpD/1DPlST5slW9Z4MAHNGrTIMd3zEXDJzaVhUvZM5KGm5JlXJdAD7RxhX//KDg7DBuAlXJBFecA==96HjwRTBE/Ma6uKdIGDyJTKTs+LGSg0F5rgG3K9a/ntQI6HSSUkrwMdLF=7LlAhtA9k5T68/zw3Iq9cdUvuqHrhmHXEJ9BwYAjh5K6k+rjPeQ1+epi0990=wdj+XIBvUrj6vbXhWE27BNj3E+L09ch+/uFDIipY8u2/O3L79X2iPEO9H6k4YS4PtFTYjYODfbepBvC5p419/Dx7SYlaGJUUu68kjEYHEhx8L4W5jGDswCqz2O7e7XbgsvowtyXKAdspQ8b5jQz5P)DKBf7wkze289E1/nSL5qfE/90kHSXrEgZvnsaqW+5Ey2VKoaw5i6GD38VxBS9adacTZK1F3zI854vM5CDpJMsRWBU03vh56HjwRTBE/Mau2Hr95sRTTigOVJJgrdWu/F2R3E89899uH6gkeQ==1kY6A15m1A+WDbt/TnVQQhFvt33msQIqcUmo2YIxc3I6fG588iS4PtFTYjYODsjYASm5Gml2cnNSynpK/UbwgkWnaZbOoSOPSOvwoX0eD9VHjDI3T0TUSVMI4CZlrF2GbAL5iGx79cMR4uw9vCJAkpeDk=iEJG4iRvaO1/p/NNr5PIrSH6JAO8Gh9FE5mi407IyKZalnQPNyR7i2iXVm8i4ysEq21mzhh7zbzPaiGlLMM0nQTHqpcvHPBZWhP31ACrIpPpD5p8U1mwyaIpfntPJI4R/YDDu-7LlAhtA9k5S4I7/AUZmj22yGwuOdRZz7O1Kw4SExWT7WabAqGSmWbF15l/o5Ox9S3UOWsBjC0G29TSJNJsAcdVop5Gt7zLYA0zRh9W9s719AwbrQAJzdeoS3lyJ5lf9xmpvpiDdTIUjQ=56HjwRTBE/MZKHSHrSivUd0PQpkQ369DgX2GSLY5DxNkz0NDVGg==9DrTQMPQLvLDqA+jsaft1r81Q0pkXmrsAcDOSchqwAH2/0GuVyaJxuQ==5DrTQMPQLvLAt4bbnXBZv8KCON2ebvCpbWTcfswwOq1WiJaKoAAI=58JyVq9mttXlQe5M/MbiyHEshKBhgtrevPIrwMQFw3mLHUAG7Gy0=]S4PtFTYjYOCJU2iS+9B5PsOH5ObhzwrJAtiMC5Q2x1RX9Wpd1QfTfTvZehKMMsoKz6sNT90lfDqlFhVXSpuf6vocZQ==!wo0+/xXP7sy625eNkbHjUGMfVBN5ZA===EsCLSod7umo90llVQ+5mOUDKpEVpDNw7RZYw7boaTcdlhLcBDnxfMD8CSVM=]7LlAhtA9k5TgyfoQ3a7qE/Jc3sbFjntUl8lmtEk25czjXCXPCgIcdAiWQxfk+sUYHvk7ZOQsO9YPRoMr0J1jBB/CGw==Uwdj+XIBvUrh20tipLh31/hPwLlyP5A/VpiVSvce7JYwjWQ5FXCa9Ab6BpPPxUCOtEGOWCCxCMa8kOhRdww==Uwdj+XIBvUriDKe7jhq4lRAM+3gcObISUQPN/5WnOWlJxAcS692tWbELICzGQL0hG/FJzo86xrxtxG2R+1w==-7LlAhtA9k5Qmjpd1z3hNXyIfRYmBMvr7gI3Fs0LxD0TrAwdj+XIBvUrh7Pm6NYJlwO8X5dexmjzoHOT1qIuCrVXncSdy5daxzb2TPyaQhATZ25DrTQMPQLvLDnNgzJvBR0qZuPzM1KlMnWbej8y7MoEshqN25nvFg=U7ghnhRdN2woBGcQK/iV7qBpqoYtEecN8EviNtgfUmNqxud/5lN4IKeOlqPGU4CB1+PNxB/uz8rbB/a+mkCw=EY5qOFQ7Y0aYO1/ofBAq6e8PSUOI/9inNgfAUCg3MApP/vLoGn19Fwzxg3vwpc6npFHU=mS4PtFTYjYOBa7QZfUL0BejAChxOyPrxI+oPE23JexjqGgErCJGGSwUIN6EtYvci24mQxfzDVih6Fu4+OED7KzJLifDdVkkPqTFunujHmmQ== 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hh+prmwpOg==596jqtQvcIGuSFDoPaunhqi+p5TkF9oFEpxglR8N2ZKozFwbQ3Q4=iS4PtFTYjYOCNQmrQoWzU/vV7JwP5mQvNqdRiZFtjW+QNLiLkBpNDPkCZMl8EIkqNZdntKd9GsdRdYPo+CK99+5KwMNLA1lvswzWvXfk=U7LlAhtA9k5QzNckeNkGUmYniwvXNuEJ6lbnUbXV81OX5obM/suiQ3G7mmAwfTAS/x5F8dRwETfJHvErV0vE=1Ey2VKoaw5i5zMzLmrBqqO+pImEX0xDSIdO95Tl8mEfzhSaE=es3r9v7oJVqCL4eNAk7cpWy5rFaGeylcku2CymkOaGZm5213JR5OAwVNRbOxszZ52lvDKabg2NkNxg8xqljMfUejYObNGQrvmIHg=eS4PtFTYjYOBJ7WLKq/8h4krOQo2FRha2enDgXR+QgwhNBVs10OjGNgHiMzGqvCFNxpvvq3X+/aC1Ni0i4/IwHeTxvUsytQvJIQ==U7LlAhtA9k5SBByRPh/IdXRw7srLgViHP2PlocHRfBQ7t7FTzcueVQTaRY6dT49SoFmtUc90cE5QEHhS9lSU=aEJG4iRvaO1++ZH0sT8AdU2Eo3R+Agtymd/u3tLRC0M7BdSTYvm6eF/2p34hfCg/97/a6q8V7H9HXWXM/sitVGWNADaLRzQ==5Y5qOFQ7Y0aZwUCQ+bB5CVB25UtsHJv4W45a6vA5VeMWH6qBtJA==5xs2YNCQYgiowT1mmkHNSSanQIPJeFZ5LHQOZTvY/KsYeoNLc2g==16Uy9baNnSTvNbhHZgzUpFYjUNjphzsBAVfXLQ+MNBgHIllmp16Uy9baNnSTsES2oyxE0+E5ohLlCLpqD8UUv4CVFU/Fd2TaXciLoMuuW5hAmzuz+E9AaSFnn+FIwxrP2IRaVsuF/96UoajPHPrsokz9VsoqhivyjZ+iUaCfXB2tKfYQqZgyzA37MyM14QPsszF9tI7ag==/ei1IeS8ZK1bAfqzaFRZ+VIMR4BQ458ISU5XPMDiTOgOlt1MnqYqoRTEx4KowotcX+3dXD3Ojs4CXNydk/nnydQcBxrVPXg1L2NxORsVnFO3X06Hi!wo0+/xXP7sxkCdEGWcJXrxkLmBcxWQ==MJtaVtGGoNw9L+fIwL405mfqizesNhV+gTfToBcJ8IMoqpSwiQxZR/ZleGuNK65lLNfLbwYXe3aq+56Uy9baNnSTtnQrOdKkMAEzUVz6RGUWdzidGXwSB4CvK86xyIHAcZAhDSELuVdNQ+Uai9KKglD6vK3jQOfLSbrOPvndF5jxrWrH/OD3ubdElowrBuIJrEV]vE7mi97os2XqUfYtbue6pm40gOo3wLL9M5GzNqA63d+oZCsrkWp2Gmj9rQIiaj00nDEcEPJRACS6EmhpAV2uJnhSEQ==9vJZMX3cWoWiZ54REahqUIZltiqvHO5W8ypwunm5o/U+HVYvckUJjb47TA/dHbjjRrFn77MpTXKuMMRdihGDkVH5PStbJAOKtX50Z2c2PL59ea6ekxqxAJfA==E6Uy9baNnSTtXh54DgDi3xv1Z/WLbwKDNsCnwj0i7zleaPP8mLFru78OZSq5naIuMOK8NA/dHbjjRrFn4asbjrcMMUEMFI77LWUy645eBczTf0NxcOmVDZEjyEObpSGGl94w==eFRZ+VIMR4BQ8A5pFaTz9VJhjy/txIj25dXG6OoU944N6zXv6bX484Wv+VEut20Rcgiv2tEkzX4d2r1xHDoP1aEwmhtgBBV9aTQ==iFRZ+VIMR4BRJaSn9hHQVKACGakBRxJmGyECwPLdlnqLu7sbhCtAyFERKS02742FpiBCgrhqpFJ54rJlZPOaMmnwR+6qeu7VUKt06XV4=E/dHbjjRrFn6d8p1od8t+Kvs2ET+6phw3ZOuCI/c/mDJYALFH/vddtqZjwtRUxHpTVX8=5vJZMX3cWoWj6+IgGXL/e/1D1GTOHfD500t7YMIMN/D0o2Tm1vA0=mFRZ+VIMR4BTe9i/1g6UciefsI/lJIVYNIlzEJeFYTfZugZdRB5owOF6i0T9gVI/z2PePARciUpJYl92tfqVuD275fShLxjuuYnJHQh3dOw==1XH5d84A7MGcV/1p2evyhe2KG59BDpiDV1Y0xtz+qi5qy304=!4LItvOx/MlPsXLk5NP5csaaIZqAZizzmElre24wzYtPSMjmCcJG1DWkYDwMrqat7N614tWl4HByDyJ04tUp+Huq/xO0k9Wz+Blfu1]Atp6VWlfS9SeJkRrO1KNVMWmZMXzTmc1+8L4edWjlrc8cO6M1w74NZrYsfrjdKbNQPu/22TTErUAHu6IOFaORvtuBA==9E+K08CeU+6ZoUzjf9aHV2AxnUfp8UhWgHs4o+G5jxoo88N2zwRBjOA==EfpKyTrmWZDx6g43yKIqkuFHwyKN2rtGsWb7aX91FyfScAKnm+GDgT6uPdbK+S2erliCAUlre24wzYtPQxVKnwAmUTvycqGlR3KV1Ci2e7VWUUxyKgCK+nMR15ahEgXWWaLBrIEXtJPUNTB2I+pQn0gSOyamKXJgZhP981KhAnj6IRhYshQs8xqZ2egUVfvNukrb9lblnD4xZCDWaObuTPkftGKKkuUsgADWwIz6Xd/ET/jJmGNWR2RyQ==)8fqohTXbeEtwL3ZiRY4zPwGPpDFzp9YotZ24fxtrMmKXJgZhP982Wb9AM9pTVVVj6OhjERQtNm8j1J+GwIVtIkDjQH2ghIzjWoXPVpAnTxOYywxU5AA==)tR8z1sqCKWNa9B8bQX3ksZ2QAzupP1cFtOu24+XTQPzvGSkK8o0vbDwC5lFi/Ko3tDrQb+HhjOl+rA7R3glTatnSK/oURX63CACdrWSDZLNCSAZwJxgyIwmI=amKXJgZhP983WBKy+i4br3HeuVgaJQRGcRc9HlUuCksZECNVSkimwBhC2oBEjawweHB7ptnpLq5NLLaZ83PiRJCVNWxc+6g==)hdWVgIqZJRx2SnOONgoz8jKGr4+1suPv56qoHA==18+04zDIouoecPO3UbVEKsr+4bruIseNbcXKTRBmtCoMJP/8=AEeMmhdacIp/wvhF1JfVzLxu/rQRZc65WXwZ1bn+txwUMEXxXQeTmRhdOCxQbK5w=UdJ+fTH0WXr09HfCIZLwaUj4DNNeoSxkmWNir9l7riuLtde6H6+Nlp9H7MPPqFxoCUm2obPvMODm4RfFD9QPuNKYV6ZlKn6NwrJdSg3ambuug42REUQFYX2wFcn6fb9TrYrGDX5jVxlrDfjaY3O0PKPvzMfLEp5uJ7zpBFoli12hO24hpT698orDXLBhfbVUclEGoTPhi4lc5ifeGJopSh3g==5yreXUO6bhjwIbTqeFAtanFenRZygK2F5rpDXrqCZGSg9TCWM+rLf1EeMmhdacIp/mxa8RGXKW/OMljnViCCZBf6BaJj3249/O6bc=]dJ+fTH0WXr2owSR6XR+/fn7NHC9hvzG36Z1mbNXDfaBZRnfQSgCT0cSDQaLraAAw5yfEzjAXA5Ghsp+luuXUgxNYIns=NKYV6ZlKn6MC/G8N0TF/geqvmTDJUQFYX2wFcn6fb9Tr18+04zDIouodN+GCjPHOKenXbM+ddSM2/slj8ZUxzdPZsNok=98fqohTXbeEvDouGzykO4fwPbxttifoq4nqGaHpoANRC70CdOEEqVXt5JUlre24wzYtPS/eYtV3/VSI+kKs/UFh3VZgRz604LUctbGLPhX8PzAe9ux0Vhav/iFUi+Ih7WioqSxtUD/9YJa18fqohTXbeEtkRyj0/aYwDVOn/kDiNseMvtWQn78rhN5Zww==IfpKyTrmWZDyayigfsmeqUECqOZbjwvU3J7ULWbckYjKKqf5HaFr/JDbsMkz7P8w3Do8SIw==Elre24wzYtPRheWmR51NMFSly7sSdjOdiHppdfz1XeOTI8xmCKqScXajG3midEnKKSLQ=QdBveRgkvj1GBJcPGVPVFE//nQ/eqNtvdvSDhFpyCho0yHgTgvRONkraPtO/to+/2QAUmPv2x69Z+EdhPYz+FtXy2esMeM8sXg/xeme63zuQP852CRJPwVNQJLzMbzXUKtJsTTcQsYhPIi/L0ePUq4nUerOCwQfMOcLVIm++A=UrGDX5jVxlrDc9gfOa1tZ9zHAjA3metalopIKAxCBFeC0e8GsxCgdmw1DpWWvdqUqwPrnU56JLLUSEClbP1mRQrGDX5jVxlrDzznwxIUEg6Vjx+/ofc5td9slDQAu0pPG4yx2Zg6AGTCPtNaqt4CH6i1yBRGZKGLLZAqdemdJ+fTH0WXr1HOEuWKz+EpFlf7FXYr8+Q1/fAQyoMwLgaC8EeX6w3/kT1aMs4WkVCsU++SBmBq9wLuviououLb8IbRcRKzMJG3le3rH4USQ== hh/0rmx0EfpKyTrmWZDzB/WXsFY00leQEHRVCYFuz/OAFZ0F1pOEFQyBcSuTrR/NWjHz7c1Hly4y9adJ+fTH0WXr3StYujxFf23W6Z/P3frgrLaGQb5/6JWMyHVQRNMsZZlYJnKP56pEueRaDnbib0gABLD7+MkBS6Q24+J/SZJ3w4MmKXJgZhP981/uQqNKdyhariAGLy6Y890bbIXxiT9V5/Fqrc2OBmsFxfo0oPkBSI/tJ/Led4oLg==MmKXJgZhP981RPP0eYCvfqqokNbwbJ0yOKSSDa54GiEZbuBLR3SsEjJZDLrpfi9K3smWBW+u+zw==U9QyhOdtpZ5pDBfsdLTnVIimD0oncd+CJja9xQcBq85PyGHGvUkmJirASyQnliXZ0uqvbAdFZdFI5T0u/mJZS9hdWVgIqZJRy+OJmiWBWFGEfk2WppGHwWqM4n6pkVSpNsb2XOd4/IeQ==]lre24wzYtPSeW0L5Vu+b9vmPa1jFSI2abVwH8DPTeDS7txI7FOTpGc+eAgfMxGb+rm4Olr/BUmGmAksihBrCIQkqYU3tMlre24wzYtPQ2prwnYq8GjQrcjSxOD+RQxZnUXUprapgVlSjxLRTEskDm6hO06dkET/pEv/dTIg==9E+K08CeU+6bd5567sSMB0XhIa9Hk61F2xB7z97v9IB5YJFtUhvrRBw==UrGDX5jVxlrDXm8UB1E5VnTzdH1BHfHjYeg1pdjmxFpbNcL5z+5sWOeA/zIetogCCSuOTnBRZnn4ZSN9nZA==amKXJgZhP982Ocf1O/toX20XmMHDQcuALGaFJKHP75iyyXxXpv3BcvMZzJm5/zl+5kJEG5vawPrfjrE8eSrbswSBWhU2WEw==Ilre24wzYtPR213i+H6pONJ2buASViSejCuiMfrmq33nNZ3UAQsdQeUq/16muozA+ox25zA==]lre24wzYtPSqr3tZe9P4AN0TUfO0bwgHET5YvYZLK83cb5CVrrh69NLRxsSV4KTdXIdrcPI1B5W/eLh/klDeDbbjAr0=QmKXJgZhP982tR+M6d8b8oOutnR47tyQbTWTvTRtjLAQAOtrjam/d5sdY/nGNU0N35IEE5G+o8lvi4Q==1EeMmhdacIp++raoNZKdM5n6rbSaiZ9hLvF/m1d+EOoccpdQ=18fqohTXbeEtE+YrLMa4hkizWnfR+qavXJR/ue65VxDjecxrrUScOctZn4ygjfKluSoknqMVrAd94qj6/RaBMjt8+cF4OHT3ON5rQqdmr6/i/d8/xvp20Ny+Qd7PyEf+pVZA==5hG2qXfZqSfkk4TFygvzDzsKz/dIhWJApUklp4q5OtXBsmlVxaA==YScOctZn4yghOWLmeBvBCnkNzDWnu6SwzzBdFXnrhb1ZJavMlHNuptIDYIuQD6bEJ+XuOgeLNxKqj9km8vMu8dCYbaScOctZn4ygiti/AitY5syyMbbQMRVKvrdgEyqw2K9oyJTStguqpfjZf6bpqunypFrn8xQ5Yd0A9G2ypfH0BPn7tJWfCxfw==pxTIhzzdNiDxbvGD-ftU6iQulFhOhJjlZMZsEaBYPrWNxpP6/+KT6QhZm2Q==91YlEIkBWVhyyhiND0wz7/pl7j9uMibG2tVJGc0u7oi4ey6r/HqURbK16AScOctZn4yghgkSqwU4LiQqoq610OAI6wxhaAmSjeF4g6oTWsPQ4uCwGeTsgMlVM=5R++vaf3NXluEEdxeUWvrRxS0pO8ftdlQUFkZiXEy1uH6UY9k+g==a56uVKTK7lAw2LI8KY3fK5O223Ewi7iJggE1c79Fnbrc7dTg6+5phdQDWiciy1/VTEpgdnpOUB08PYmb0hM7gnpEiGDQPF4jz-1vppclGbFHs5ROhyLhXQF6DGAkXXie54jYbMxM+3j7g3-d9wrAxfilfL2oYjyyB4N8eV4+kHiXcGBpFCb0AyVyGKYmTN/Y1j0N2rqc+uAzbFSfk+bEqE0z+qKIJOc6xxBhVtvSXQ6z+H5DqUhkVSf8c/zsP76HAkRaH4hJWEMQ2/WyI5YWizNG3rj1YtllukWafA===TRu5VUYJiix7M3mQW5xg4JDVJOv8HhnMmpvGs1fguFZ5GfztAqi751iZ7c4=9TRu5VUYJiiw0917AcLfBVrxFaWk6ZR+CFcKXyO4gAajdJ1r0LLvi5ep+ATRu5VUYJiiy3Sb5qU/qQ0wkFIf28U+Lhf1jmI8IuRhkYtiBzL33NX/ZVLcWGLQU=9Kl6akQ6sPStBoml/gdyBXEDO2Fxui3d+VBgkpu4EPhmJtzG+ahVKmQ==Y3fvLJWSXZJYKwL8JuhzkW+xtOp2fkC0CDfCx3O709KImpCnDTJQm/HoaM/uldieyEPtg5uA9AxfcP7me/UlwLZHzI3fvLJWSXZJbqK/yeajGP7bKdRgapP+5OkZRTUOyzErrcGMaHr2nLBLYmec4H5iBOOxGkUrqSI3fvLJWSXZJYv04amUjYpnIyOela8jHZxP9ToqTuDQPtKCHJLJqBoSKhbBO9XOs1YbBFZ0Q==ep98SwBgVvz2BUae4KKD1C/NhgFegv0KiN8jJy1ZVLId8QYkoZMam7IUxjgLd7plxk/iUYrH16OgC/pWJBhu74XXb6BPIVpAdjQ==/ei1IeS8ZK1bAfqzY3fvLJWSXZJZcNfZNEoHArgd5GiDZWqaD6IjM1E2eDTLFwezK+qM+lVIbfymA/vkDWwiptU/MQ23KdE+Uv5rqMQ===vba39SDqdBdrzd/OBFt5R/npO0J4xqq4QIthzmxnBS2kO9G6CIUZJPzsnlM==vba39SDqdBcnnn9TJxi1WcKRjzIi0ZmuWvVEi92gP/UYUGZhX13Sffi2kO8=M3fvLJWSXZJZDLnmz+Vuii1P65jWE2sz0iiiDv8bylEwQs0mikCsV4kJcpEui1h92ODSEXKYR+0I=a3fvLJWSXZJaz7BMURcJPII8FwQNRfYYjRxU8vQDDzrF5eLm06b174xLv8amWsl8hEN4Z2Q5+AKGJBx1WlBXAyzF8izcfIQ==I3fvLJWSXZJaom/c2GF1wY4JS0WMm1f1qMJpsUVtO2Xxzai7HIF5mt0E8+CF+Ultt1sm0Sg==ep98SwBgVvz2iO6fDx5woMtBAXqSBqsA3uRE+n3ww6DkW8mGmguL+241fqkfWbpkBM9eG9YJ0kbvEVFVl1iQTieCGowEGIJwY3uc=-1vppclGbFHuteasanR0yb2yHXeqJTjuRw9CKzwEVXA50ep98SwBgVvz16d+bLN6VheOX7VnFo9cK7fwSlrqYj61J8qv8RnUYxnBaNg3sXJo3rVvHmQtt10hOYjtJ3SPjfwPL//VNP35Q0Cjk=-1vppclGbFHs5ROhyLhXQF6DGAkXXie54aFPgMb4FVuWvIvba39SDqdBfilokehtZNlcJCKg0Sky11r7JxtEFAxqcQkIuFrl3xeGKFtBUbKOgxJA88vw==M3fvLJWSXZJYnYquqRPhCdl3/JBuC7DXP0N+jenSSd9OMfz53p7105SyNwqJUlw3Ee7lAIZNV6Ng==vba39SDqdBeCRrJRjhoEmkYWgpRWWOrQNG4p6O2vEuVsfr6xHdiKoCw0QTg==vba39SDqdBfJ1RrN8KchPI+KAplAb7vbI++FmBNZmuHaPaB42BkuKJRnids==vba39SDqdBcsY3Qf0v8XJS6mJfsUaB4RsGvjNipzUNIeGOcVAX20FxkRGvs=5j1z02BDLgm2d/ubLr/nRl6mZLvasmHtZnKVs4JkJBXInPw3apQ==iTN/Y1j0N2rq5o6HoZrEllVpuUUDzlAqQuv1o8i+av0ZA4CwS6tlw4NLJE0D0zEaEwzgLWUHXKJRaRGBDLUZWL7NVCrOlgxMlBZoBfQ==5j1z02BDLgm0HH7jHnluEyo5pQU04I9+UjTRNhDxeGyjOK7Y7Yw==9Kl6akQ6sPSsgHO8pZ0yBR1Gs5PFSCMOrBQoBBDBl/CKedUMOIX6OVw==]3fvLJWSXZJZGR1kN8knWnPk+wvWOGtUfAutS7JBeyogQnZj9pv6XnUKC4Yh8EZkFQLlf6m6PRj/VUJQlTbV3GuYBO/e65j1z02BDLgm2Dj3cFkwtQ1SL4EYMTIp8OZJddkRWfeMsDECllSw==e3fvLJWSXZJbW0GsjnBase6RSOYFCrqtJ8unKXfQHk5F8yW03G/4nevsILcrIiDsbPzqNgeZfDjTY0ovXBhaOukvkXqIzHCE9Yw==mp98SwBgVvz1Cp1RC/ra4PFSxjGezw2dvBmETxYKbUtSIw1kSfI53DcTBKrnaTrxeehaWLUW/gwMBJwHvhArKNNRL+fMda2og5TdJvl0qhw==5j1z02BDLgm3GdkdJZHnXtR7rFoL5dK5TvYfDAC5LQiFQheIc2w==I3fvLJWSXZJZCvAKahTQz28+cpttp7+A8cKawuBn8yEBS6wMRLVjkuavLP6SY0r3Zc9jwRg==9d9wrAxfilfIVk9J6zJobR+ePcjnpL7d3r8arh6y6s0xkO2QypVpFxA==e56uVKTK7lAx8JezbGKRdYJxfukprVm9opd+DpfQcIrQh31sjYrGoYIP9pSQI5P/2n+8HTM8278XDVJ3mx4DAg5PVNDph1hoBWeJbySbQ8XpP5kYSSpegN05iKGU=5Kl6akQ6sPSuj/GZJoKA9OloyONadgM8KJ4IaZh2KkH62NmoY1WE=ep98SwBgVvz3ekywcqjH6qIF5f/gKrA6OHRCE85hY4AMLb/fpKrhr530x5fNFVN01XIAiBRKLi/ILRNLSv2p8HolVLc1iGXruYBU=-1vppclGbFHs5ROhyLhXQF6DGAkXXie54iIvcO0+KTEnR]3fvLJWSXZJbuTAJPeYF6r5q4oPJzDXIbUKXGV4qOEewMO3e/KsXwTKBlwYa/n8Tltf0RQjwNCvRUNCLuNoQeW7WoWI8=9Kl6akQ6sPSvCnr8XHTKW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NYR0XagecmmvrlBtDh1qNnq4Ect5/A1e1VOhsuZUujIL2kE+WwzaJFkw==OszSLeSteQigb6SpPTc=ZNxSt78sK3/dimXm3hA=uDaSVqPBawpUBAlRVCk=lVcx72+flwnRu5ndhCz6wuSzoA==H3xUbEla9cX3ijL5uA==R1D6FwwUBO4Hnk4=MCVaPrRAnmcHg7uJ1+KGPw==hxs=-umBmVlsS8rIqfRYuO4VltWDdsC1kg7dIHj9n7iaXk8Qi=HqNYR0XagecmmvrlBtDh1qNnq4Ect5/A1e1VOhsuZUujIL2kE+WwzaJFkw==OszSLeSteQigb6SpPTc=ZNxSt78sK3/dimXm3hA=uDaSVqPBawpUBAlRVCk=lVcx72+flwmlSA4UH84=YVeLinoHrwJtJGeOL9aK1OLG2A==H3xUbEla9cX3ijL5uA==R1D6FwwUBO4Hnk4=MCVaPrRAnmf3uZStwLbKDA==hxs=!umBmVlsS8rKNkVW+vjRsw/TWccky4JA==HqNYR0XagecgBBLlrvpwdzrDJZTf8xv/4gkwWexqHOSTAiF2V2tHm6j519o= 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