| Product Number | 3H37-5-0B |
| CAS | 91591-64-9 |
| MDL Number | MFCD18917078 |
| Molecular Formula | C9H9ClN2 |
| Molecular Weight | 180.64 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H37-5-0B
CAS: 91591-64-9
Molecule Weight: 180.64
Formula: C9H9ClN2
PN: 3H37-5-Z9
CAS: 14237-71-9
Molecule Weight: 166.61
Formula: C8H7ClN2
PN: 3H37-5-34
CAS: 65176-93-4
Molecule Weight: 166.61
Formula: C8H7ClN2
PN: 3H37-5-Z4
CAS: 91591-63-8
Molecule Weight: 201.05
Formula: C8H6Cl2N2
PN: 3H37-5-Y6
CAS: 28900-10-9
Molecule Weight: 152.58
Formula: C7H5ClN2
PN: 3H37-7-00
CAS: 13600-48-1
Molecule Weight: 220.58
Formula: C8H4ClF3N2
PN: 3H37-5-67
CAS: 66909-36-2
Molecule Weight: 152.58
Formula: C7H5ClN2
![2-Chloro-4-[(E)-2-(dimethylamino)ethenyl]-6-methylpyridine-3-carbonitrile](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABu1AAAbtQFMeko6AAACIXpUWHRtb2xTb3VyY2UAAHichZTbbuIwEEB/ZeTnxdeQACJUqFWlSu0+bLvSvq1MYmikxK6ScPv7HSdACbAhF3lsz5mxZ8aePuyKHDamrDJnYyIoJ2Bs4tLMrmLy++N5MCIPs2mCSqhoq5h81vXXhLHtdkuTT1PonbM0cQVp5ye7KuvobBV15YpJzgX78/b63jCDzFa1tolBqsomVTP46hJdN6v4jwtW6HKTWdaqs6LctNb+Su4/TndVSr738ohzc0RhmeUGlq4sdA0bySl+/AesjDWlrk0Kiz0OKxrg3mfTtyeXrAtjaxS9hSzR+XtdrhMcKFxukjUaQ+HlKSaFQEDXrpiXpd6Dl/ywFqAlaAU6AD0EHYKOQI9Aj0ELjj/OC1QQqCFQRQwx5rnxTj/2XwZXDj/hsfM2/bwVMWYyJgNBlVIR4F7wgZu9QyNpGEbBscFtcnEJDG53By1DYI8eQzpWOBdSETZN0wtoiKkFRUdDbCRVonE/DLyVozVOo+isvRg+aB9YRfmI+0SwU2Bn04Wz6ZkIWRqThSBNxH+ZZSUPQSfgytSUWMfegFc9B2QX8CnqB9QVEPQDQRfw6T8B8hYw7AK+WPo9hF3Al9YJmN8Coi7gC7EfGHUBX7b9SxpfAYL3u/DzndQ1h+IOc5nu5hD1r0zIG4y640ddRfgucpH29lzfWdpF5o/3wIFR3ww7K352vIFQvLqd2NnVxfDCnv0DlVa0LJTzT0AAAENKSURBVHhe7d0LvEz1/v/xSqWLXEtJIkkcHLkVQoiKOEWiKJTq4OQU5VdIRUmOLjhUrpFLIYQoUbkm93shcstdLuV++/73Z53/TGt9Z+/ZM99Za++ZWa/n47EeZa/vzOw9l+971vqu7+d7gQIAwMAF+g8AAIgEAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMCILwLkggsuCG6RiLY9APiRL3rIaAMh2vaRmD9/vnrhhRdUuXLl1HXXXacuueQSlSNHDlWsWDHVsmVLNWnSJHX27Fn9ZkggsbzG0b7nom0PeMEX775oP2zRtg9n06ZN6u6773bcZ1pboUKF1OTJk/W7QJxz4zW2t4lEtO0BL/ji3Rfthy3a9mmRb6S5c+cO3leVKlXUJ598orZs2aKOHz+uDh48qJYuXao6d+6s8ubN68pjImO59RpH+56Ltj3gBV+8+6L9sEXbPjXbtm1TV199tXUfF110kRowYIDexEE6mubNm8f0mMhYbr7G0b7nom0PeMEX775oP2zRtk9N3bp1g/fx5ptv6rvT1KlTJ/1HiFNuvsbRvueibQ94wRfvvmg/bNG2161cuTJ4eznnndbAKRKX269xtO+5aNsDXvDFuy/aD1u07XVdunQJ3r579+76biQBt1/jaN9z0bYHvOCLd5/9wxbtZqJq1arB28+ePVvfjSTg9msc7Xsu2vaAF3zx7tNDIZrNRP78+YO337Nnj74bScDt11h/30WzAZnFF+++aD9s0bbXXXbZZcHbnzx5Ut+NJOD2a6yHQjQbkFl88e6L9sMWbXud250L4o/br3G077lo2wNe8MW7L9oPW7TtdW6f3kD8cfs1jvY9F217wAu+ePdF+2GLtr3O7QFWxB+3X+No33PRtge84It3X7QfNr39mjVrrMlf5cuXt8pWZM2aVRUpUkS1adPGmo2sc/sST8Qft19j/T2XntTaR/s+BWIV2bs1waX2YQtHb2//t75JtdVly5Y5br9ixYrg/sKFC8c8yQzxx+3XWH/PpSe19vp7076l9j4FYhXZuzXBpfZhC0dvX6pUKetb5pw5c9T27dvViRMnrG97tWrVstrI6QxdnTp1gvfRs2dPfXeapOgeEoObr7H+nktPau1N3qdALCJ7tya41D5s4UTafseOHVabyy+/XN+ltm7dGqzSmiVLFvXRRx/pTRwOHTqkWrRokeZj7tu3T50/f17/MTxy7Ngx9eeff+o/dnDzNY70PRcQTftw71MgFum/+5JANB82EWn73bt3W21uvPFGfZdFvgnmypUreF/VqlVTo0aNsjoe+XYoHYqcVujatau1AFFajzls2DCrg7r55pvVxIkT9d1wkVyS+8Ybb6hs2bJZr92GDRv0Jg5uvcaRvucCommf3vsUMJX+uy8JRPNhE+m1l/Pd0rHUq1fPavP222/rTYI2btyoqlev7rjPtDY5lz5lyhT9LtQjjzziaFezZk3r1ATcNX78eKswov25HjFihN4shBuvsb1NJCJpH837FDCR9rsPqbJ/cGUuQN++ffUmqZo3b55q3769Klu2rLWwkCx3mj17dlW8eHFruVPpVNIaiF23bp3Vzv7YF198sXV1zYEDB/TmiJJU1k0tABo2bGidyopULK9xJIFgl1570/cpEI3U331Ik96Jy9HAwoUL9WauO3PmjNUJ2E+XyCb/lp/LfkRn//796plnnrFOD9qf0xIlSqhZs2bpzRNKZr1P4S8EiAHprOW6+v79+1uDqNIBzZw5U2/mCTnikCMP6RTsnYR8y50xY4beHKk4ffq0eu+991TOnDkdz6G8lvKaJksYZ+b7FP5AgMToq6++sjofmbyVkVavXm19q7R3gLLVr1/fOieP1Mnrdeutt4Z8Q3/22WfV77//rjdPGpn1PkVyI0BiJOfI5YOZWZdIylVZMjBr7xAvvfRS1bFjR3XkyBG9uW/JYLJ9CdrAJnMkZIwp2WX2+xTJiQCJkZw2kg9mwYIF9V0ZRi497dGjh7rqqqscnaMM5A4ZMkSdO3dOv4lvHD58WHXo0MEa0LY/N1LiY/LkyXrzpBUP71MkHwIkAuXKlVMDBw60ThtJh3T06FHrG22vXr2C59Ffeukl/WYZbteuXdZEtQsvvNDRWcpVQXKFkJ+cO3c+JTyHq2uuucbxXMhVUXI566lTp/SbJLxEeZ8ieRAgEbB3QKltMhYRzeWeXlu0aJGqVKlSyO8p80m2b9+hN086y5btUvXqvZXSaZYO/u0XXXSReuKJJ1wpvR6v9Ndb3+LtfYrER4BEYNWqVdaYgnyTl8tm5XRIvnz5rHPqMus4Xk8RjRw50rFuhWzXX19V9ev3lTpxIjmuNLLbufOPlG/YM1O+iQ9UpUu/k/K3N1CXXXatuvPOO9WSJUv05kknUd+nSFwESJKT0xivvPKKtYLeFVcUUAUKPKLKlOmX0qmMVl9//YvePCEdP35GffjhkpSjriFWeAS2u+56Q33+OZc2A14hQHxiy5atqlWr11SxYp0cneyTT05WP/20X2+eMKZN26jq1Bnl+JsqVx6qBg5cmpRHWUA8IUB8RsYHHn30c0eHW6HCINWt22z1++/H9eZxa+3aveqJJ75w/B2ydeo0S+3eHb6KLgB3ECA+JFcoTZjwk6pVa4Sj861W7WM1YsRKdfp0/J4r37//mHrtte9V+fLO4GjWbIJavny33hyAhwgQH/vjj1Pq3Xd/UHfcMdjRGT/44KdqzpytevNMJaE2bNgKVbXqMMfvWrv2J+qLL362QhFAxiJAoLZuPaTatZsecjqoTZsv1ebNB/XmGe6777aof/zjU8fvVrHiYNWnz0J19GjyzecAEgUBgqAFC7arhg3HOjrq228frHr1mq+OHDmpN3ew30ZOL61fH35g3t4+LZs2/a5at54aEmzPP/+V2rbtsN4cQAYjQOBw5sw5NXr0alW9+seOTrtmzRFq7Ni16uzZ1MdH9E6+bdtpehOHcAFy+PAJ1bPnPCu87O0aNRqrFi5M/omQQKIgQJCqQ4dOqB495lpXaNk78e7d5+hNLXqAyLZo0W96s6C0AuTUqbOqfv0xjv01agxXn366Js3wApA5CBCEtWHDAfX001OCnblcOpsaPTxke+yxCep8GmPbaQWInCoLhJYcgciRiByRAIg/BAgiIgPZckQi4xKpsQeCTOQL/P+MGZv0ppa0AkTMmrXZGnf55ZfUHwtAfCBA4Ap7IMjVUYH/l0uCZVxFFy5AACQGAgSusAeCnHKSSYmBf8vgu44AARIfAQJX6IEwaNCy4L9lsp8UPAzXHkDiIUDgCj0Qjh077SiVIoESrj2AxEOAwBWpBYLMJwn8TEqQHDz419VUqbUHkFgIELgitUCQOR2y7kjg5717LwjbHkBiIUDgirQCYdKkn4M/l/pVsmpguPYAEgcBAlekFQhSJbdBg8+C+7p0+TZsewCJgwCBK8IFgkwmDOyTQosyuz1cewCJgQCBK8IFgpQzadp0QnD/s89OC9seQGIgQOCK9AJh/vxtjjbptQcQ/wgQuCKSQGjVanJIeIRrDyC+ESBwRSSBsGLF7pDwCNceQHwjQOCKSAMhtaVzASQmAgSuiDQQ5AosuRIr0vYA4hcBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECz/z8835Vv/4Y1br1VHX8+Bl9N4AER4DAM++++0NwtvnChTv03QASHAECz7z99rxggMybt03fDSDBESDwDAECJDcCBJ4hQIDkRoDAMwQIkNwIEHiGAAGSGwECzxAgQHIjQOAZAgRIbgQIPEOAAMmNAIFnCBAguREg8AwBAiQ3AgSeIUCA5EaAwDMECJDcCBB4hgABkhsBAs8QIEByI0DgGQIESG4ECDxDgADJjQCBZwgQILkRIPAMAQIkNwIEniFAgORGgMAzBAiQ3AgQeIYAAZIbAQLPECBAciNA4BkCBEhuBAg8Q4AAyY0AgWcIECC5ESDwTPfuk1Xx4p2tbfbs9fpuAAmOAIFnXn55gLruujrWNnPmIn03gARHgMAz//73Sypr1rzWNn36N/puAAmOAIFn2rZtqy644AJr+/LLL/XdABIcAQLPECBAciNA4BkCBEhuBAg8Q4AAyY0AgWcIECC5ESDwDAECJDcCBJ4hQIDkRoDAMwQIkNwIEHiGAAGSGwECzxAgQHIjQOAZAgRIbgQIPEOAAMmNAIFnCBAguREg8AwBAiQ3AgSeMQ2Q9evXW7edOnWqvgtAHCFA4BnTAKlatWrwdrVq1VJr167VmwCIAwQIPGMaIE888UTwdrJdfPHF6l//+pf6/fff9aYAMhEBAs+YBsiZM2fU+++/r3LmzOkIkty5c6v+/ftb+wFkPgIEnjENkID9+/erf/7znypLliyOIClRooSaOXOm3hxABiNA4JlYAyRg1apVqnr16o4Qke2BBx5QmzZt0psDyCAECDzjVoAEjB8/Xt10002OELn00kvVSy+9pP744w+9OQCPESDwTP369YMdfbt27dS5c+f0JlE7efKkevPNN1W2bNkcQXLdddepYcOGqfPnz+s3AeARAgSeqVixoqOTv+2229Ts2bP1ZkZ27typHn/8cXXhhRc6HqN8+fJq/vz5enMAHiBA4JkVK1aoq6++2tHBy/bwww+rLVu26M2NLFy4UN1xxx0hj9G0aVO1fft2vTkAFxEg8Nzo0aNVgQIFHB38ZZddprp27aqOHj2qN4+anLYaMWKEuv766x2PccUVV6hu3bqp48eP6zcB4AICBBni2LFj6tVXX1WXX365o5O/4YYb1MiRI/XmRv7880/VpUsXlTVrVsdjFCxYUH322Wd6cwAxIkCQobZt26aaNGkScsqpUqVKavHixXpzI7/++qt66KGHQh5DSqQsX75cbw7AEAGCTDF37lxVtmxZRwcvA+ItW7ZUu3bt0psb+e6779Tf//53x2NcdNFFqlWrVmrv3r16cwBRIkCQaeSy3iFDhqi8efM6OvmrrrpKvfXWW+rUqVP6TaJ29uxZ9eGHH4YM5ufIkUP17t1bnT59Wr8JgAgRIMh0hw8fVi+++KI1KdDeyRcuXFhNnDhRb27k0KFD6rnnnlOXXHKJ4zFuueUWysYDhggQxI2NGzeqevXqOTp42WrWrKnWrFmjNzfy888/q3vvvTfkMe655x5rH4DIESCIOzNmzFDFixd3dPBS0l1Koxw4cEBvbkRKqxQtWtTxGHJ08u9//1sdPHhQbw4gFQQI4pKUbO/bt6/KlSuXo5OXku79+vVzpaS7jH+888471niI/THy5MljjZvI+AmAtBEgiGtyxNG6dWvrCMTeycsRyjfffKM3N7Jv3z711FNPhZSNL1WqlHUlF4DUESBICKtXr1Y1atRwdPCyScHGX375RW9uROaIVKtWLeQxGjZsqDZv3qw3B3yPAEFCmTBhgnV1lr2Dl6u3OnbsqI4cOaI3NyKz1mX2uv0xZHZ7586drdnuAP6HAEHCkZLuPXr0CCnpfu2116qhQ4e6UjZe6mdJHa0rr7zS8RhSb2v48OGUjQcUAYIEJjPWW7RoEVLSvVy5cmrevHl6cyM7duxQzZo1c9y/bLfffrtVCRjwMwIECW/RokUha4/I9uijj1q1t9ywYMECa60R+/1LcMmaJL/99pveHPAFAgRJ45NPPlH58+d3dPJS0v21115zpaS7nLb6+OOPrdUP7Y8hp7neeOMNdeLECf0mQFIjQJBUZH2RV155xVpvxN7J33jjjWrMmDF6cyOy/vrLL78cUja+UKFCavr06XpzIGkRIEhKsuJho0aNHB28bFWqVFFLly7VmxvZtGmTeuCBBxz3L8HFlVrwCwIESU3WYC9durSjk5eS7k8++aTas2eP3tzIrFmzVIkSJYJHOlT4hV8QIEh6UpJk4MCBISXds2fPrnr16uVK2XgprfLDDz+4VqsLSAQECHxDSrq3b98+pKR7kSJF1OTJk/XmANJBgMB31q9fr+rUqeMIEdlq166t1q1bpzcHkAYCBL4lV0zdeuutjhCRoo3t2rWjpDsQAQIEviYD3u+9957KmTOnI0ikpPuAAQMo6Q6EQYAAKfbv36+efvrpkJLuJUuWtK6yAhCKAAFsVqxYoe66666Q8ZEHH3zQmvcB4C8ECJCKcePGWTPL7SEiM89lBrrMRAdAgABpktpWUuNKL+kutbCkJhYl3eF3BAiQDqm2+9hjj4WUja9QoYJVpRfwKwIEiJDMNJd1QPTxEVkvRNYNAfyGAAGiIKetZEXCfPnyOUJETnN1796dku7wFQIEMCAVdzt16hRS0v2aa65Rr7/+ut4cSEoECBCDzZs3qwYNGoSc1ho8eLDeFEg6BAjggm+//VblzZs3GCCvvvqq3gRIOgQI4JIuXboEA0SW1wWSHQECuESW0iVA4CcECOASAgR+Q4AALiFA4DcECOASAgR+Q4AALiFA4DcECOASAgR+Q4AALiFA4DcECOASAgR+Q4AALiFA4DcECOASAgR+Q4AALiFA4DcECOASAgR+Q4AALiFA4DcECOASAgR+Q4AALiFA4DcECOASAgR+Q4AALiFA4DcECOASAgR+Q4AALiFA4DcECOASAgR+Q4AALiFA4DcECOASAgR+kyEBUq7cwOBWvvxAtX79fr2Jg709kCgIEPhNhgeIbG3bTtObOBAgSEQECPwmUwJEtkWLftObBREgSEQECPwm0wLksccmqPPn9Zb/Q4AgEREg8JsMD5DKlYcG/3/GjE16UwsBgkREgMBvMjxA+vRZGPz/Bx/8VJ05c05vToAgIREg8JsMD5DDh0+oatU+Dv577Ni1enPjABk3bp1q3XqqmjDhJ3XuXBrnxwCPECDwmwwPEDFo0LLgv2vX/kQdP34mbPtIyHhKxYqDg7d75JHxaunSnXozwDMECPwmUwLk2LHTqlatEcGfSaCEax+pTp1mOW4rW8eO36idO//QmwKuI0DgN5kSIGL06NXBn1WtOkwdPHgibPtIycD8/fePdtxHpUpD1IABi63gArxCgMBvMi1ATp06q+rW/auj7917Qdj20Th58owaOHCpuvPOv674ku2++0aqL7/ckOblw0AsCBD4TaYFiJg06efgz2X8InCqKa320dqz50/Vpcu3jvuTrUWLSWrNmr16cyAmBAj8JlMDRK6UatDgs+A+6ezDtTe1cuVua+Ki/X6lJterr36v9u07pjcHjBAg8JtMDRAhYxb2Tn3DhgNh25uSsJo8eb111Zf9/mX8ZejQ5dYpNSAWBAj8JtMDRMYjmjb96+jg2WenhW0fq6NHT6m+fX90XPIrW/36Y9S33/6qNwciRoDAbzI9QMT8+dscbdJr74bt24+o9u2/Dnm8Z56ZqjZu/F1vDqSLAIHfxEWAiFatJod05uHau0WqAj/88DjHY1aoMEj16DFXHTr016XFQHoIEPhN3ATIihW7Q8IjtfYya12uorr77hEpH9JVqdbSitbZs+eskio1agx3PLb8e8yYNa48BpIfAQK/iZsAEe3aTU83QOSKKvt+uYpr7txtejMjR46cVL16zVe33+4cH3noobHqhx926M0BBwIEfhNXASJXYMmVWOHay9FAhw4zQoLmX/+apn799ZDe3MjmzQdVmzZfOu7/ttv6qqee6q82bdquNwcsBAj8JkMCxAvz5m1zzCGR7Y47Blsz2uVIwg3ff79FPfDAp9Z9FyvWSeXP/6DKk6ekeuGFF9Thw4f15vA5AgR+k7ABIuRoZOTIVequuz52BEnNmiPU+PHrXCnpfvr0OTV06I+qZMm2KeFRUV1ySU6rg7jmmmvU4MGDUx6D8RH8DwECv0noAAmQQoxvvDHHunrKHiRNmoxXixe7U9J9796D6p//7KguuuiiYCchW5kyZdScOXP05vAhAgR+kxQBErB+/X719NNTHCEi24svzlC//XZEb25kyZIlqnLlyo4Qka1x48Zq69atenP4CAECv0mqAAn45pvNql690JLu/fsvcq2k+6hRo9QNN9zgCJHLL79cvfrqqymPQX0tPyJA4DdJGSBCalsNHrxMVaniLOl+770j1dSp7pR0l6CQwJDgsAeJBIsEDPyFAIHfJG2ABOzdezTlgx1a0r1580lq1ao9enMjcuqqSZMmIae15FTX4sWL9eZIUgQI/CauA0RKiUjxQzdIWDz++ERHiMick65dv7NCxg0ymC6D6vYQkUH3li1bqt27d+vNkWQIEPhN3AbIkiU7rRnhlSsPtVYXPHHijN4kanLaasqUDeqee0Y6gkROcw0ZssyVku5yWa9c3iuX+dqD5KqrrlI9e/ZMeQx3AhHxhwCB38RtgMj8DnsnL8vffvXVL3ozIzKQ/t//LrIG1u2PISXdZ87crDc3IhMNZcLhpZde6giSm2++WU2aNElvjiRAgMBv4jZApJN/+eWZIWMXTz45Wf300369uZEdO46kdPIzHPdfsuQbqnHj7mrNmg16cyMbNmxQ999/vyNEZLv77rvV2rVr9eZIYAQI/CZuAyRg2bJd6tFHP3d08jJhsFu32er334/rzY1ISffGjcerMmX6qyJF/qXy5q2prrzyBvXMM8+o/fvdCauvv/5aFStWzBEiF198sWrbtm3K38H6I8mAAIHfxH2ACClJMnHiz6pWrRGOIKlW7WM1YsRKq9xIrOQxxoxZpEqVaqmyZ/9bSidwodUR5MyZU7333nspjxH7/JEzZ86oPn36qFy5cjmCJHfu3Oq///2vtR+JiwCB3yREgAT88ccp9e67P1hFE+1B8uCDn6o5c9yZBX7w4BH1/PMvW0cH9k7+1ltvVdOnT9ebGzlw4IBq3bq1ypIli+MxSpUqpXbt2qU3R4IgQOA3CRUgAVu3Hkp17RApwS6l2N2wbt06Vbt2bUcHL1udOnXU+vXr9eZGVq1apWrUqOG4fzkSQWIiQOA3CRkgAQsWbFcNG451hIhc+iuLQrlV0n3y5MmqSJEijk7+kksuUe3bt1eHDrmz/sjnn39ujY8ULlxY/frrr/puJAgCBH6T0AEipKT76NGrVfXqoSXdZZlaWa42VjJ3o1evXip79uyOILn66qvVwIEDUx4j9vkjSHwECPwm4QMkQGat9+gxN6Sk+8MPj7OusnLDnj171JNPPhlS0r106dJq9uzZenP4DAECv0maAAmQZXFTK+ku8z1k3ocbli5dqqpUqeIIEdkaNWqktmzZojeHTxAg8JukC5CAWbM2WzPL7SEiM89lBrpbJd3HjBmjChQo4AiRyy67zOpIjh51p74WEgcBAr9J2gARUttKalzpJd2lFtbkyWvVeRdquktJ99deey2kpHv+/PnVyJEj9eZIYgQI/CapAyRAqu1K1V2pvhsIkVtvfVHVqfO8+vHHZXpzI9u2bVOPPPJIyGmtihUrqkWLFunNkYQIEPiNLwIkYPXqvdY6IKVKvaUKFnxM5cpVXmXJcoVq1qyZ2rFjh97cyLx581TZsmUdIXLhhReqFi1aMEkwyREg8BtfBYiQs1YTJy5Sf/97E3X55TcEP/BXXnml6tatmzpx4oR+k6hJSfehQ4eqa6+91hEkUtK9e/fu6uRJd+aoIL4QIPAb3wVIwNGjx1SXLq+orFmzOjr5ggULqrFjx+rNjRw5ckR17NgxpKS7/PvTTz/VmyOByRePcuXKBV9jOZ0pXySAZObbAAnYvHmzatiwoaODl61atWpq+fLlenMjGzduVPXr1w95DCljsnr1ar05Esy4ceNUoUKFQl7f2267zVqlEkhWvg+QgO+++84qZmjvAKTY4VNPPaX27dunNzcybNgwlS1bNsdjSNHGNm3aWAUWkVhWrlyp7rrrrpDg0LfGjRurrVvdKfYJxBMCxEZKknzwwQcqT548jg4gR44c6p133nGtpHu/fv1CSrrLv/v27UtJ9wQga8TIWjF6NeWSJUuqWbNmqdGjR6c6P6hr167MD0JSIUBScfDgQfXvf//bKppo7wSKFi2qvvzyS725ETnikCMPvWx88eLF1YwZM/TmiAPyBULWhpE1YuyvmXzhGDBggCP8ZX7Qq6++GjI/6IYbblCjRo2y3SuQuAiQMH766Sd1zz33ODoA2e699171888/682NrFmzRtWsWTPkMerVq2eNnSA+yFowsiaM/TWS8H/22WfDrigpp66aNGkS8vpWrlxZLV68WG8OJBQCJAJTp05Vt9xyi6MDkKOT5557zrWS7hMnTrTKudsfQ67WevHFF62ruZA5ZO0XWQNGD4BatWpZa8ZEau7cuapMmTKO+5CinC1btlS7d+/WmwMJgQCJkJy+6N27tzUeYu8EpKT7hx9+6EpJdykb/9Zbb1nzReyPkTdvXjVkyBAuC81A8sVA1nzRT2PK2jCyRowJef0GDx5svZ72+5TXu2fPntbrDyQSAiRKe/fuVa1atQop6f73v/9dff/993pzIzJjXWauywx2+2PIDHf5JgvvyBcBWePlmmuucTz3shaMrAnjRid/+PBh68hSnx908803q0mTJunNgbhFgBhatmyZqlq1qqMDkO2hhx5ybVVBOUdeqVKlkMeQSWpSewvukjVdZG0X+3MtXxRkDRhZC8ZtMsYlY1366ytjYjI2BsQ7AiRGn332mbrxxhsdHYDMbu/SpYtrl2xKVV+5esf+GHJ1j1QBlqt9EBtZw+Xhhx8O6cjvvPNOa+0Xr3399dfWksb2x5YB+rZt2zI/CHGNAHHB8ePHrTpaV1xxhaMTkNnsbpEwknkEMp/A/hgy30DmHSB68pxK/arUnlNZ6yUjySXAffr0CZkflDt3bmveEPODEI8IEBdt375dNW3aNPjhv/766/UmMQv3bXnJkiV6c6RBjupkzRb7cxgPR3VyxNG6deuQSYp/+9vf1DfffKM3BzIVAeKBBQsWWPMDFi5cqO9yjZyvl1pL9k5Gztc/8cQTnpyvTxayNksijCtJjTSplab/nlJT7ZdfftGbA5mCAElgclnooEGDUr1i6O2333bliqFkEe7KNlnDJV5NmDAh1flBUuWZ+UHIbARIEpDLQjt06JDqnIUvvvhCb+4rsvZKjx49EnpuTeBv0Atxynozsu5MIvwNSE4ESBLZsGGDqlu3rqOTkS3aWdPJIq3Z/Yn67V2Oopo3bx5yFCXrkMTzURSSFwGShL766iujuk3JQsYPUqsvJuMHyVBf7Mcff1QVK1YM+fseffRR60IOIKMQIEkqrcqxcllo//79k/Ky0HAVjpPxCiZZNle/kkwuJX/99detS8sBrxEgSS6ttStKlChhrV2RDCQMZS0VfQ6FH9ZYSWsui0xuzei5LPAfAsQnZPW86tWrOzoZ2R544AG1adMmvXnCkLVT5AjD/jf5cZVHmR/UqFGjkNe3SpUqGTKbHv5EgPjM+PHj1U033eToZGRg+aWXXlJ//PGH3jxuUUcqdVLQMyPrecHfCBAfkstC33jjjZDLQq+77jpr3fbz58/rN4kbcvVUapVs5WorueoKf1UUlqUG7M+RzA/6z3/+w/wguIYA8bHffvtNPf744yGXhZYvX96aTR9PZK6DzNtIbS0NWUMlIzpFOUKT00EytiDFMuWUkZwWvOuuu1ShQoWsTQa1A/8vP5f90q5z585WzTIpN5NRlxCntaaJLI42ZcoUvTkQNQIEVsmVO+64w9HJyNasWTO1Y8cOvXmGkzVQZMa4/XeT0JOZ5TI3wivS0cv6HHL5sz7OEutWtGhRq+bVuHHjPB+rkVUV77vvvpDfoXbt2tayzYApAgQWOW01YsQIqwCkvZORy0Kl0nBmXBYqtamkRpXe8UktK6lp5YWDBw+qDz74wFqzXF80zMtNjvreeecdTwNx2rRpqc4PateunfV3A9EiQODw559/WqdbZE0Te0dTsGBBa+2TjCDVcKUqrlTHtf8OcnpIqui6TcJTOlepcqz/3fZN1mS5//77rdNCsozxnDlzrKufZNMvFZZ/B/bJEdRHH31klZuRgX95LvX7DmxyubUcLchpMi9Oy8n8oHfffTdkflCePHnUgAEDXFmaGf5BgCBVsqpiw4YNQzo4WYVx+fLlenPXyDiBrMdhf0yZ4yBrobi1QFeAjKuMHTtWlSxZMuTvlE0GoRs3bmwNSLt9qbMEi9SxktOE+lFfYJPAkrVATpw4od88ZjI/6Omnnw6ZHyTPxbfffqs3B1JFgCCs7777TpUqVcrRycipnaeeespaH94tMrgsa5ronagcFUhn6yY54pCgkjU29MeTsJLQmD59eoZ+G5fy/HKprV70UTYpmihXT3mxTsmKFSuswX79MR988EG1efNmvTngQIAgXdKRyikb/bLQHDlyqN69e1unRUzJ3ARZw0Qfb5C1TqRTddvatWtTDSqZGyOncOTKpcwkY00SbvpFA7LJqS+vqivLYL5cOWZ/PDmd16lTp4SaH4SMRYAgYjLQ+txzz4VcFipXFH355Zd687Dk/L6sWSJzE+z3JWubyBonbpcol45ZOkP9d5eS9zL3RR/DiAdyFJRa2Mk4ipxidJucKuvevbu68sorHY+XL18+9fHHH8f1/CBkDgIEUfv555/VvffeG9Kxyc9kX3omT55sddz220rHLoPMsraJ2+Q0jf54MmgsYxAZeZrKlIxJ6KcR5QIDOSr0gswPeuyxx0LmB1WoUEH98MMPenP4GAECY1OnTrWOPvQgkKOU1C4LlTVJZG0Se3vZZA0TWcvECzL5UL+aq2XLlp7PvXCbHCHJZb76GEmTJk08m5goYXH77beHvF4SLvEwPwiZjwBBTGT8Q8ZBZDzE3snIeIl8Q5Zv+LIGiUzG08usy5wEOU3jBTllJWMr9seTcQ4vxlUyknTc//jHPxx/lxxdeXVlnJy2Gj58uHUay/6YcppLTnd5cYUYEgcBAlfIFVlyZZY+GC7rj+jn1GUOgqxVEsvgezhyGkwfO5Bxg8weIHfT+++/76gHJs+xzGXxigykyxiSPk9G6qfJRFP4EwECV8k3YZkrYu9kApvMOZC1SWQOglckyMqUKeN4TKmVlYwDwIsXL3ZcOSVHeLLIlJfk0t4GDRqEvLZyQQT8hwCBJ2TWuv3bqhTwkzVJvCTLudpLdUgZFi+/lccDGWuSNT8Cf7MMfMtYiddkYF+OPgKPK5MS4T8ECDwjp7QCHUy0l/lGa9++fY4rrWRMRkqI+IGM9+jjIjIu5TV5jMDjycqP8B8CBJ5p27ZthgSIdKD2asJS8n3ZsmV6s6QmFyvITPbAcyBHIlIc00tSU4sA8TcCBJ7JiACRjlOW5Q08jkxM9PpUWTyzh4hcUu3lKTwCBAQIPJMRASKTD+0d5jfffKM38RUJVPvpLBkH8uoSXwIEBAg843WAyH0GZkvLf2W+Av53Ss8+sC4XMHgx2ZAAAQECz3gZILLwktTNCtx/x44d9Sa+JldnycTJwPMjM9bdRoCAAIFnvAoQmdMhy7EG7ltqNHk1KTGRyaqN9smGbtfOIkBAgMAzXgWILPAUuF+pDfXLL7/oTfD/9enTJ/hcSU0wN6v4EiAgQOAZLwJETs3YT11JmXGEZx9Ul5IubiFAQIDAM14ESLt27YL3Wa1aNX03UiEFGO1VfN1alIoAAQECz7gdIKtXrw5W9JUaV36e7xEtKW8SeC1kZUM3lsclQECAwDNuB4i9iF+bNm303QhD1hOxL0ola6zHigABAQLPuBkg69evD5aKz5YtW8ItCBUPpABi4PW49tprrfkisSBAQIDAM24GSKtWrYL39fzzz+u7ESH7Oin9+vXTd0eFAAEBAs+4FSA7d+4MloaXciVSth1mZAXIwGtSoEABderUKb1JxAgQECDwjFsB8vrrrwfvp3nz5vpuRKlcuXLB53PMmDH67ogRICBA4Bm3AqRo0aLB+1m6dKm+G1EaPXp08Pm877779N0RI0BAgMAzbgTIkiVLgvchqw0idjJ4LmXv5TmVy6KlrpgJAgQECDzjRoC0b98+eB/dunXTd8OQfd0Q0yVwCRAQIPCMGwFyww03WLeXcu3UvHLP7Nmzg69N2bJl9d0RIUBAgMAzsQaIzP0I3L506dL6bsRAKhrny5fPem5lfs3+/fv1JukiQECAwDOxBoi96u5zzz2n70aMmjVrFnx+x48fr+9OFwECAgSeiTVAmjZtGrz9pEmT9N2I0dChQ4PPr0lpGAIEBAg8E2uA5M+f37qtnGKhdIn7tmzZEnx9TK5wI0BAgMAzsQTInj17grctUaKEvhsuKVSokPUcy0UK0a6bToCAAIFnYgmQuXPnBm/bqFEjfTdccv/99wef58WLF+u7wyJAQIDAM7EEiP38fOfOnfXdcEmHDh2Cz/PIkSP13WERICBA4JlYAuSll14K3pZla70zaNCg4PP8yiuv6LvDIkBAgMAzsQTIQw89FLztggUL9N1wyZw5c4LPc+PGjfXdYREgIEDgmVgCpEaNGsHbbt68Wd8Nl2zcuDH4PN9999367rAIEBAg8EwsAVKhQoXgbffu3avvhkt2794dfJ5vv/12fXdYBAgIEHgmlgApVqxY8LaxLr2KtB09ejT4PBcvXlzfHRYBAgIEnoklQAJFFLNkyaLvgsvkOZbnWp7zaBAgIEDgmVgCJHfu3NbtsmXLpu+Cy+Q5ludanvNoECAgQOCZWAKEI5CMwxEITBEg8EwsAcIYSMZgDASxIEDgmVgChKuwMgZXYSEWBAg8E0uAMA8kYzAPBLEgQOCZWAKEmegZg5noiAUBAs/EEiDUwsoY1MJCLAgQeCaWAKEab8agGi9iQYDAM7EECOuBZAzWA0EsCBB4JpYAYUXCjMGKhIgFAQLPxBIggjXRvcWa6IgVAQLPxBogTZs2Dd5+0qRJ+m7EyD7O1KZNG313uggQECDwTKwBMnDgwODtn3vuOX03YtSsWbPg8zt+/Hh9d7oIEBAg8EysAbJ+/frg7UuXLq3vRgzOnz+v8uXLZz23copw//79epN0ESAgQOCZWANEBIoqyiDvL7/8ou+GodmzZwdfm7Jly+q7I0KAgACBZ9wIkPbt2wfvo1u3bvpuGHryySeDz+s777yj744IAQICBJ5xI0CWLFkSvA+TK4UQSqobZ8+e3XpOL774YrVr1y69SUQIEBAg8IwbASKKFi0avJ+lS5fquxGl0aNHB5/P++67T98dMQIEBAg841aAvP7668H7ad68ub4bUSpXrlzw+RwzZoy+O2IECAgQeMatANm5c6fKmjWrdT+XXHKJ2r59u94EEZo+fXrwNSlQoIA6deqU3iRiBAgIEHjGrQARrVq1Ct7X888/r+9GhO68887g89ivXz99d1QIEBAg8IybASJzQmS+gtxXtmzZKG1i4Ntvvw2+Htdee23MSwUTICBA4Bk3A0Q0aNAgeH8mpTf87MyZM6pUqVLB5+8///mP3iRqBAgIEHjG7QBZvXq1ddmp3F+WLFnUypUr9SZIg8z1CLwWBQsWVMeOHdObRI0AAQECz7gdIKJdu3bB+6xWrZq+G6nYsWOHuuqqq4LP2xdffKE3MUKAgACBZ7wIkIMHD6prrrkmeL8sd5u+f/zjH8Hnq169evpuYwQICBB4xosAEfYqvfLNmhpZaevTp0/wubr88svVr7/+qjcxRoCAAIFnvAoQqSRbu3bt4H1XqFBBnT59Wm/me4sWLVKXXnpp8Hn68MMP9SYxIUBAgMAzXgWIkPpN9lNZHTt21Jv4mpzqu+mmm4LPT5MmTfQmMSNAQIDAM14GiJD7lDLvcv/y3+HDh+tNfEnmd1SpUiX43N9yyy1Rr3ceCQIEBAg843WAiA4dOgQfQ8qcfPPNN3oTXzl79qxj0PyKK65Qy5cv15u5ggABAQLPZESASIf5wAMPBB9HypT7eX6IfZ0PCdRp06bpTVxDgIAAgWcyIkCEnLK54447go+VN29etWzZMr1ZUpMgtYeHnNIbMWKE3sxVBAgIEHgmowJE7Nu3TxUpUiT4eDly5FBz587VmyUlCVD7aSvZevfurTdzHQECAgSeOHHihPrb3/4W7GBefPFFvYnrpMy7rFoYeEw5/+/lKZx4IFdb2QfM5cjDdInaaMgRT506dYKPW79+fXXu3Dm9GZIcAQLXjR8/XhUqVMjxjVi2mjVrWvWsvLR3715VpkyZ4GNKzay33nrLmjuSbBYvXux4nqVO2CeffKI3c93333+vSpcuHfL6yvM+Z84cvTmSGAEC18jgdfXq1UM6FvsmnZxU0vWyHPvhw4cd617IJiU8Dh06pDdNWO+//75jkuCVV17p+dHWli1bVKNGjUJeU31r3Lix2rp1q35zJCECBDHbv3+/euaZZ6xv+/aOpESJEmrGjBnW+fFcuXI59sm/5edSZtwLMi7wxBNPOB5TJtbNnj1bb5pQpDCiPt4hYz9eXaorjh49qrp06aIuu+wyx+PeeOON6tNPP1WjRo1SN9xwg2OflE3p2rWrK1V/Eb8IEBiT8iHvvfeeypkzp6PzyJ07t+rfv78jHOSIQ448AuXYA1vx4sWtkPHKkCFDrM7M/pgtW7b09AjIC/JcytiGvaqubDLD3ItJggFySix//vyOx5SxJVmn3r4glQTFq6++GvJcS7BIwCA5ESAwImtr2wesZZNwePbZZ9Xvv/+uNw+SMRAZC7HfTjY5xbRx40a9uStWrFjhuEJLtjx58qihQ4dag8HxTlYStC8GJZt01G7XtrL78ccfVcWKFUNep0cffTTsmvRy6kpCTb9d5cqVrTEbJBcCBFGRpWXtV98Etlq1aql169bpzdM0ceJEVbhwYcd9yDl9qWnlxTdq+bbcqVMna3Kd/TElWIYNG+bZqbRYSEjrYzmySdi6WVXXbufOnap58+bBEjGBrVy5cmrevHl68zTJYLr9YgbZZEliOfrbvXu33hwJigBBRGQAWsqGpNYBT548WW8ekVOnTllXSOmnZWQioJx68uKy0LVr16baKcv4yIABAzJ9oF2CbvTo0aps2bIhv6OsJOjWYlC6kydPqh49eljrzdsfU9ZOlyM1k9dCbjN48GDr9bTfp7zePXv2tF5/JDYCBGFJJzBo0CBH5VvZpGRIr169XOkEpLJuixYtQr71SifqxWRAuaRXOmn7PJXAJgPFchWRfPvPyNNbMrgvM8n1MJVNOnFZw9yrAekJEyY4KvfKJkeD//d//+fK0aBcFffCCy84rhqT7eabb1aTJk3SmyOBECBIk3Rqt912m+NDL6ch5OqmPXv26M1jJutXVKpUKaQDfeSRR9S2bdv05jGTcBw7dqwqWbJkyGPKdvXVV1thIgtYbdq0Sb95TOSSWPlm36xZM3X99deHPLZsMgDdr18/a1KmF1atWqVq1KgR8rhylZcXi3Rt2LBB3X///SGPd/fdd6s1a9bozZEACBCEkM7t4YcfDvmgy6mfpUuX6s1dN3LkyJArf2TQ+LXXXvPkW7gckcgcCvmbs2bNGvJ3Bzbp0KUDbN++vTWALef55bmSTR9DkX8H9slR1EcffWSdApTxCzkVpd93YJNLoe+77z41ZswYV47uUiNXoLVu3Trksms5Ips5c6be3HVff/21KlasmOOx5QIMKX0T7gIMxB8CBEFyvb9cu69f71+gQAHrlE9GyqzfRUqDfPDBB9ZVQ3K0pXfwXm3ly5e3LtOV03lekVCTJW71OTly2bUc6egh6KV4+l1gjgCBZeSkjP3WH6lwR0PLlnk3eU7I+X85Ry+XJst8Ff13iGUrWrSodRQwbty4DJmTEq/f+jP7aAixIUB8btGeRapSr0rqgjtTPrjZ//oAezXuYCq18Zjs2YuqDh36pnRCf+rNPfHHH39Yp/Dk9JLMzJayHlK65a677rJqUskmIRz4f/m57Jd2nTt3to6clixZ4srAdKQ2bdqhGjR4PCTA4m3cIaPHY+AOAsSndh3bpVp830JdOPBCdcHrKR/WRilbMe+ufHKD/YqwSy/No66++k5VuPDTqnLl/mrEiJXq9OnoLzVNVn/+eUr17j1LFSnSUuXKVTblG/7/ZojH+5VPXl8RBncRID5z6twp9daKt9RVw65SFwy8ILjl7ZJXDZnmzdwLt8lcjc6de6V8y2+sihd/RZUrN9DaHnzwUzVnjr+L+J07dz4lIH5WtWt/Yj0nt976osqXr6669tqSCTP3wos5KfAGAeIjE7dMVIU/LewIjksHX6peXPiiOnIy8b7d/frrHvXss1ODARLY2rT5Um3efFBvnvSWL9+tmjad4HguypR5V3XsOFTt3ev9OIvbws2Knz9/vt4cmYAA8YHVv69WNafWdASHbPW+qqc2Hvam/lRGWrBgu2rYcKyj47z99sGqV6/56siRk3rzpLNr15+qU6dZIUH6xBNfqHXr9unNE45pXS54jwBJYgdOHFBt5rVRFw++2BEcxccWVzN2eFcBNzOcOXNOjR69WlWv/rGjE61Zc4QaO3atOns2+U57nDhxRn300RJVufJQx99cp84oNX168g08R1oZGBmHAElCZ86dUX3X9FW5hudyBIf8W34u+5PVoUMnVI8ec1WFCoMcnerDD49Tixb9pjdPWBIQEhT2v1GC5MMPl1jBkqzSW5sEGYsASTJyZCFHGPbgkCMQORKRIxK/2LDhgHrmmdDxkQ4dZqgdOxJvvCdATknJqSn973r55ZnWqSy/kPlBqa2OKOvDL1u2TG8OjxAgSULGMup/XT9knEPGPmQMxK9mzdqs6tcf4+hsK1Uaov7730Xq2LHTevO4deDAMdWt2+yQIysZNF+2zLvZ6/EutfXZpYJAq1at1N69e/XmcBkBkuCOnDqiOv7Y0bqayh4ccrWVXHUFKRt/Vg0Zsizl26lzrOCee0aqKVM2qPPn9VvED5nbMnz4ClW16jDH716r1gjrcl25bNfvpGqy1BqT4pf2IJGK0VLFOBEuXU5UBEiCOnf+nBry8xCV95O8juCQ+R0yz0Pme8Bp716pr/WdKl/eefrn8ccnqlWr3K8uHKvZs7eoBx741PG7Vqw4WL3//kJroiCcZH7Q888/H7JmzS233JLyRWGK3hwuIEAS0Lzd81TZCWUdwSEzymVmucwwR3irV+9VzZtPcnTMsr3yyrdWyGQ2mcMic1n03++5575S27Yd1ptDI6tmSkVjfXykdu3a6qefftKbIwYESJyxh0Jq+qzpEzLOUemLSmrR3kV6U4Qhp62mTt2Q0tGMdHTScppr0KBl1mmvjCZzVmTuisxhsf9ODz001prrguhIiX4pWmkPESkg2a5dO6vqMmKXei+FmM3fPV+9sPAFVW5COXXdyOvUJYMvUTk+zqGKjS2mWn7fUk3aMkmdPR/aSaUXIPdOuze4P/+o/GrkxpF6E0RBBtIHDFhsDazbO+169UarGTPSXkTK3lZOia1fv19v4mBvn5px49apGjWGO9rJv2Vui8xxgZnTp0+rd999V+XMmdMRJHny5LHK9kdDZr/LyooyE/66666zTpXlyJHDqnIsa71LjbG0VrG0P3Ykom2fWeL7t0tAm45sUnd/eXfIUUJqW6ExhdTkrc71xNMLkB/3/qjumXaPen3p6+romcw/3ZIsfvvtiOrY8RtHBy6bzClJjd6ubdtpehOHcAHy3XdbHPvlSit5XJnTAnfs27dPPf300yFl42XwPT2yGqVUL7bfLq1NqjBPnuz8TItoAyHa9pklvn+7BCNHHbmH5w4GQJXJVdQnGz9RW/7Yoo6fOa4Onjyolu5fqjov7uwY/LZLL0DgrSVLdqomTcYHO3MZxE6NHiCyhZuoGC5AfvhhR3CfzF3ZuDHz1udIditWrLDK7Ac6Z1m8Khw56pBFrgLtZZ6JzIiXeSgy+11OhUmJfynXnzdv3jQ7/WgDIdr2mSW+f7sEsu3PberqEVdbHf9Fgy5SA9YN0Js4SJg0/755SFAQIJlPLo39/PN16tlnp6V0IKmviaKHh2yPPTYhzUuCwwWIkOBavHin/mN4RMZHJAjSOuUkZD2cwKXBMrdkwIB0PtMpYSLFH1Pr9KMNhGjbZ5b4/u0SSN2v6gY7/jeXv6nvTlOnRZ0c/yZAEoM9EOy1qNIaN0kvQBB/6tatG+zE33wzis90J+dnWkQbCNG2zyzx/dsliJUHVgY7fRnXSG1wPFIESGKwB0KfPguD/y9rkqQ26E2AJJaVK1cGO3AZ1wh3pBKJaAMh2vaZJb5/uwTRZXGXYKfffVl3fXdUCJDEYA+Ew4dPqGrV/qoCLNV/dQRIYpGCjYEOvHv32D7TItpAiLZ9Zonv3y5BVJ1cNdjpz941W98dFQIkMeiBIHNHAv+W1QCPH3dWxNXbI75VrVo12IHPnh3bZ1pEGwjRts8s8f3bJQiZjxHo9Pccj60kBgGSGPRAkPkkUp8q8DMJlHDtEd/s647s2RPbZ1rYAyHaLZ7F92+XIC4bclmw0z95NrYV8AiQxJBaIMikv8DPpPjhwYN/zeNIrT3il329EVmjPVZ6KESzxbP4/u0SBAHiP6kFgpQ/qVt3dPDnvXsvCNse8cvLAIlEtO0zS3z/dgmCU1j+k1YgSIn1wM+lcu7OnX+EbY/45OUprEhE2z6zxPdvlyAYRPeftAJBJiE2aPBZcF+XLt+GbY/4xCB6ZOL7t0sQXMbrP+ECQSYTBvZJoUVZXjdce8SfeL2Md82aNdZExfLly1slVrJmzaqKFCmi2rRpY82cz2iR/TUIa8WBFcFOX1YCZCJh8gsXCFLORJaaDeyXkijh2iP+SM2sQAdeuHDhuJlIaP+5vkll4IxeDz6yvwbpqjO9TrDj77mip747TVJY0Y4ASQzpBYLU0LK3Sa894k+dOnWCnXPPnlF8pjs7P9MirUBIS1rtS5UqZR0RzZkzR23fvl2dOHHCOiqpVauW1VZOvWWkyP4apGvrn1uDlXizDMqiPvopfJnoQ6cOWSsI6kFBgCSGSAKhVavJIeERrj3iy9atW4OVeKUMfHql32VJ3RYtWoR0+iKtQEhLtO137Nhhtb388sv1XZ6K7LdDRObsmqNyDc8VDIBqU6qpUb+MssLlxNkTVmgs279MdV3S1VpkKrWgIEASQySBsGLF7pDwCNce8Ue+6efKlSvYmVerlvKZHjXKChf59i+hIaeNunbtai0ylVanH20gRNt+9+7dVtsbb7xR3+WpyH47RGzj4Y2q+tTqjiBIa5PxkilbpzhuT4AkhkgDoV276QRIgtu4MeUzXb26o1NPa5PxkilTnJ9pEW0gRNpexmY2bNig6tWrZ7V9++239SaeCv/bwdi83fNU+x/aq7ITylqLR8mSttk/zq6Kjy1uLWkrwZHaYDsBkhgiDQS5AkuuxIq0PeLXvHkpn+n2KZ/psmWtxaNkSdvs2VM+08WLW0vaSnCkNdgeaSAERNLe3kbmrfTt21dv4rm0fzsAQNyyB8jFF1+satasqRYuXKg38xQBAgAJ6syZM9b8j/79+1sD/jLYP3PmTL2ZZwgQAEgCX331lXU0IpMMMwoBAgBJ4NixY1aAZOSlvAQIACSBGTNmWAFSsGBBfZdnCBAASBDlypVTAwcOVKtXr1aHDx9WR48etS7j7dWrl8qZM6cVIC+99JJ+M88QIACQIOxXXqW2yZVYcioroxAgAJAgVq1apTp27GjNRZEZ8jIXJV++fKpu3brWDPlz587pN/EUAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjPw/Nk+tmAGHn4EAAAAASUVORK5CYII=)
PN: 3H37-5-1F
CAS: 477888-22-5
Molecule Weight: 221.69
Formula: C11H12ClN3
TSCA: Not listed on TSCA inventory