| Product Number | 4H29-1-Y6 |
| Purity | 97 % |
| CAS | 14000-66-9 |
| MDL Number | MFCD00191218 |
| Molecular Formula | C9H18N2O3 |
| Molecular Weight | 202.254 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H29-1-Y6
CAS: 14000-66-9
Molecule Weight: 202.254
Formula: C9H18N2O3
PN: 4H48-1-4B
CAS: 77279-24-4
Molecule Weight: 230.308
Formula: C11H22N2O3
PN: 4H56-1-9T
CAS: 99849-94-2
Molecule Weight: 216.281
Formula: C10H20N2O3
PN: 4H56-1-02
CAS: 120-43-4
Molecule Weight: 158.201
Formula: C7H14N2O2
PN: 4H48-1-N7
CAS: 192130-34-0
Molecule Weight: 229.324
Formula: C11H23N3O2
PN: 4H56-1-FS
CAS: 53788-49-1
Molecule Weight: 200.282
Formula: C10H20N2O2
![[1-(tert-Butoxycarbonyl)piperazin-4-yl]acetic acid dihydrate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABWUAAAVlAFWtN8dAAACT3pUWHRtb2xTb3VyY2UAAHichZXrb6MwDMD/FSufr3nwpiqdpk0nnbSt0m2T7tsphbRDKjABff335wT6gHK0Bdk4/jkxjsPs4ZBtYKfKKi3yiAjKCag8LpI0X0fk8+PnJCAP81mMTuiYVxH5quvvKWP7/Z7GXyqThyKncZGRZnx6qNKOz96mRblmFueC/Xl9eTfMJM2rWuaxQqpKp5UxvhSxrM0q/jMFy2S5S3PWuLOs3DXR/lpcX5weqoRccnnCsUdEYZVuFKyKMpM17CxO8eI/YK1yVcpaJbA8otmmDuY+n70+F/E2U3mNqo6QxnLzXpfbGA1ZsVHxFoOh8us5IplAQNZF9liW8gha02YpQFogbZAOSBekB9IHGYAMQQqON44LdBDoIdBFoI9AJ4FeAt1EiDXYKL2Ij+O3isgCFvDU/hfmfjP6W2sxo/gqrYhgavgDhzpaTDj1uScu0qKWg5LTwLbDs5lTz/I9EDT0cE3dp66xFQNxuR36fTuB42VJrZjYlAdaOhhqSHpUeI0M7evngDq+liGmoKXAOUwgIajrGgVDh60SGEa47Xu4DJ2oJgzWj50LOJ8tizy5UiFNIrLENLTLb7WqMBtTVgJFmagS+0UH0K7XgNUF9CYYB+wbwBsHnBvAHwfcLqC34zjgdQG9ec+ANQT4N4Dg41MEXaLpjHEk7CGmkcYRvYoOYxrvDtMredOod5he1ZvGvsP0Ct8cBHcYZ4Dxx2sj3IF87mwA0dsBp4NplPEHSjrIsKtOY6djFdWbI5ddnccMv0Lzf2bx554GqXeKAAAvu0lEQVR4Xu3dCXRU9b3AcUJYBJQCKfWBiBuIFBCqDasiCrQudQXqhk8BAeOrPtDaB4giIAqIoB6Xg5RVShTRKq0I+kAQyioVZCkKqEGwYNj3kMDvzf/eN3eSf2aSO//czHa/n3PuEfP/T4DJnfvlzl2mggAAYKCC/gUAANwgIAAAIwQEAGCEgAAAjBAQAIARAgIAMEJAAABGCAgAwAgBAQAYISAAACMEBABghIAAAIwQEACAEQICADBCQAAARggIAMAIAQEAGCEgAAAjBAQAYISAAACMEBAAgBECAnMVKthLadzOi2TzZpGsLJEmTURq1BCpXl3k0ktFHnrIHkPqc7sOuZ0XDutZ1AyfaUDcv1jdzgtn9GiR9PTQ99AXNTZmjP4opBq365DbeTrWMyMGzzTw/9y+WN3O0730kv24tDSRPn1EVq0SOXJE5NgxkdWrRR580B5Tc15+WX80UonbdcjtvMJYz4xF+UwDhbh9sbqdV9iOHSJVqtiPmzJFHw1RY2qOmvvDD/ooUoXbdcjtvCDWszKJ4pkGNG5frG7nFTZkiP2Y7t31keK6dbPnPvmkPoJU4XYdcjsviPWsTKJ4pgGN2xer23mFZWbaj1mwQB8pbv58e26bNvoIUoXbdcjtvCDWszKJ4pkGNMEXq9slGrVr24/Zt08fKS43156bkaGPIFXo61Jpi1usZ2USxTMNaPQXbWlLNCpVsh+Tn6+PFHfqlD1XPQapSV+XSlvcYj0rkyieaUDj9sXqdl5h/MsQhbldh9zOC2I9K5MonmlA4/bF6nZeYcH3pj/5RB8pTr1/rea2bq2PIFW4XYfczgtiPSuTKJ5pQOP2xarPW7lS5N57Rc4/X6RmTfug5F//GhpXBg+2H9OjR9Gvh6POoFFz1Rk1SE36OhRJ4XmsZ+XOxU8EiMDkRR38/2uvFVm2LHSxVsuWIpMmhebk5IhUrmzPnTEj9HXd9On2HHV+vjqnH6lJX4ciKTyP9azcufiJABGYvKiVP/5R5MyZ0P8r69eLXHJJ0a+NG2c/Tl0F3LevvQFQG4Ljx0XWrBHp1y90hfD48UUfi9Sir0ORFJ7HelbuXPxEgAhMXtSRqBes+ted7tlnRSpWDH0PfVFjo0bpj0KqcbMOKaXNYz3zVAnPNFCK0l6sQW7mzZkj0qKF/lXbxo32HVEbN7bvkFqtmv3r/v3tMaQ+N+uQUto81jNPlfBMAzGiTqFUbyt8/LE+AniH9cxzBATxtXu3SPv2Ih98oI8A3mE9KxcEBPGzc6f9dsLcufoI4B3Ws3JDQBAfu3aJNG/u7iZ2gCnWs3JFQBB7e/bY/yL8+9/1EcA7rGfljoAg9n71K5HsbP2rgLdYz8odAUHs6efYF14OHNBnA2b0dYv1zHMEBABghIAAAIwQEACAEQICADBCQAAARggIAMAIAQEAGCEgAAAjBAQAYISAAACMEBAAgBECAgAwQkAAAEYICADACAEBABghIAAAIwQEAGCEgAAAjBAQAIARAgIAMEJAAABGCAgAwAgBAQAYISAAACMEBABghIAAAIwQEACAEQICADBCQAAARggIAMAIAQEAGCEgAAAjBAQAYISAAACMEBAAgBECAgAwQkAAAEYICADACAEBABghIAAAIwQEAGCEgAAAjBAQAIARAgIAMEJAAABGCAgAwAgBAQAYISAAACMEBABghIAAAIwQEACAEQICADBCQAAARggIAMAIAQEAGCEgAAAjBAQAYISAAACMEBAAgBECAgAwQkAAAEYICADACAEBABghIAAAIwQEAGCEgAAAjBAQAIARAgIAMEJAAABGCAgAwAgBAQAYISAAACMEBABghIAAAIwQEACAEQICADBCQAAARggIAMAIAQEAGCEgAAAjBAQAYISAAACMEBAAgBECAgAwQkAAAEYICADACAFBmWzfvl0GDhwol19+udSqVUuqVq0qF1xwgbRv316efvpp2bhxo/4QqVChgrWUxu08APHBqxPGXnzxRalUqZKzoY+06CJ9Xed2HoD44NUJIxMmTLA27mlpaXL//ffLkiVL5MCBA3Ly5En5/vvvZfny5TJixAhp1qyZ/lDXYXA7D0B88OpE1HJycqRy5crWxn3mzJn6cKnchsHtPADxwasTURs0aJC1Yb/33nv1IVfchsHtPADxwasTUcvMzLQ27AsXLtSHXHEbBrfzAMQHr05ErU6dOtaGfd++ffqQK8EwuF0AJCZenYha8Myr/Px8fcgVPRClLQASE69ORM2rPZDSuJ0HID54dSJqHAMBoPDqRNSCZ2H17NlTH3LFbRjCzVu7dq1kZWVJ06ZNpVq1alKvXj3p3LmzzJkzp8g8AOWv9FcxoAleB6IuIszOztaHSxUuDOGEm6f2fl599VVZt26dHD161HobbcGCBdKyZUvr1ikAYqf0VzEQxrhx46yNu4pIr1695PPPP5dDhw5JXl6eFRh1JfrIkSOlefPm+kPDhiEct/OUbdu2WffiAhA77l6dQBijR4+W9PR0Z0MfadFF+rrO7TxFRSsjI0P/MoBy5O7VCUSwdetWGTBggLRo0UJq1qxp3Y23YcOG0qFDBxk2bJhs2rRJf4jrMLiZd/DgQes+XG3btpWhQ4fqwwDKUcmvTiBB6Xs5Xbp0kYKCAn0agHJEQJDU9uzZI7NmzZL69evL8OHD9WEA5YiAICUsWrRIzj//fP3LAMoRAUFKOHz4sHX8BUDsEBCkhPnz51vXggCIHQKCpKI+a3327NnWZ7GrTz/cuXOnTJkyRc477zyZN2+ePh1AOSIg8MyRI0dk2bJlcubMGX3IM+oCxTvvvNM63qHuCqxuZdKtWzdZuXKlPhVAOSMg8Mw999xjnVI7adIkfQhACiIg8EynTp2sgHA6LeAPBASeISCAvxAQeIaAAP5CQOAZAgL4CwGBZwgI4C8EBJ4hIIC/EBB4hoAA/kJA4BkCAvgLAYFnCAjgLwQEniEggL8QEHiGgAD+QkDgGQIC+AsBgWcICOAvBASeISCAvxAQeIaAAP5CQOAZAgL4CwGBZwgI4C8EBJ4hIIC/EBB4hoAA/kJA4BkCAvgLAYFnCAjgLwQEniEggL8QEHiGgAD+QkDgGQIC+AsBgWcICOAvBASeISCAvxAQeIaAAP5CQOAZAgL4CwGBZwgI4C8EBJ4hIIC/EBB4hoAA/kJAAtRGTy2lcTsvku3bt8vAgQPl8ssvl1q1aknVqlXlggsukPbt28vTTz8tGzdu1B+SVFIpICY/K7frh9t5QKJjLRb3L2i388J58cUXpVKlSs73iLQks1QJiOnPKtLXdW7nAYmOtVjcv6DdztNNmDDBelxaWprcf//9smTJEjlw4ICcPHlSvv/+e1m+fLmMGDFCmjVrpj80qaRCQMrys3K7fridByQ61mJx/4J2O6+wnJwcqVy5svW4mTNn6sMpJdkDUtafldv1w+08INGxFov7F7TbeYUNGjTIesy9996rD6WcZA9IWX9WbtcPt/OARMdaLO5f0G7nFZaZmWk9ZuHChfpQykn2gJT1Z+V2/XA7D0h0rMUSekG7XaJRp04d6zH79u3Th1zZu3evZGdny7Rp0xJ+adSokfV3vfXWW4uNJeLy4YcfSn5+vvNcl/Vnpa8npS1AsmMtlvJ94QfP5im8oYrG9ddfX+z3Z/FuGTt2rPNcl/VnpX/v0hYg2bEWi/u3FNzOK6ys/6p9/vnn5cILL0yKJT093fq7Vq9evdhYIi6XXHJJkberyvqzcrt+uJ0HJDrWYnH/gnY7r7Cyvq+eTDgG4m79cDsPSHSsxeL+Ba3PW7t2rWRlZUnTpk2lWrVqUq9ePencubPMmTPHmRM8s6dnz57O11JVsgekrD8rff2IJNw8N+sSkGhKX9t9INwLOhx9nvoX66uvvirr1q2To0ePWm99LFiwQFq2bGnd7kIJXlugLkxTB8NTWbIHpKw/K339iCTcPDfrEpBoSl/bfSDcCzoct/O2bdtm3T8paNy4cdbj1IapV69e8vnnn8uhQ4ckLy/P2mipq5tHjhwpzZs3L/Rdkk+yB0Qpy8/K7frhdp6ir0tAInG3Fqc4ty9ot/PUhiYjI6PI10aPHu0cZC5pSWapEBDF9GcV6es6t/OUcOsSkCjcrcUpzu0LurR5Bw8etO6d1LZtWxk6dKg+LFu3bpUBAwZIixYtpGbNmtYdXhs2bCgdOnSQYcOGyaZNm/SHJJVUCYhi8rMqbf0IcjOvtHUJSAQlr8VwpfC/StXSpUsXKSgo0KelvFQKSLywLiGZEBAP7dmzR2bNmiX169f35UaUgHjH7+sSkgMBKQeLFi2S888/X/9yyiMg3vPruoTkQEDKweHDh633zP2GgHjPr+sSkgMBKQfz58+3zt/3GwLiPb+uS0gOBKQM1Odjz5492/r8bPWJdTt37pQpU6bIeeedJ/PmzdOnpzwCYo51CcmIgJSBuqjszjvvtN6jVndyVbef6Natm6xcuVKf6gsExBzrEpIRAYFnCAjgLwQEniEggL8QEHiGgAD+QkDgGQIC+AsBgWcICOAvBASeISCAvxAQeGZcICD9AgH5GwEBfIGAwDPfBgKyIRCQPQQE8AUCAu8EAiKBgAgBAXyBgMA7BATwFQIC7xAQwFcICLxDQABfISDwDgEBfIWAwDsEBPAVAgLvEBDAVwgIvENAAF8hIPAOAQF8hYDAOwQE8BUCAu8QEMBXCAi8Q0AAXyEg8A4BAXyFgMA7BATwFQIC7xAQwFcICLxDQABfISDwDgEBfIWAwDt9+9oBmTVLHwGQgggIvJOfL7Jtm/5VACmKgAAAjBAQAIARAgIAMEJAAABGCAgAwAgBQdls3iySlSXSpIlIjRoi1auLXHqpyEMP2WMoHzzvSAAEBOZGjxZJT7ev/Qi3qLExY/RHoax43pEgCAjMvPSSvbFKSxPp00dk1SqRI0dEjh0TWb1a5MEH7TE15+WX9UfDFM87EggBQfR27BCpUsXeSE2Zoo+GqDE1R8394Qd9FNHieUeCISCI3pAh9gaqe3d9pLhu3ey5Tz6pjyBaPO9IMAQE0cvMtDdOCxboI8XNn2/PbdNGH0G0eN6RYAgIole7tr1x2rdPHykuN9eem5GhjyBaPO9IMAQE0atUyd44qZsnlubUKXuuegzKhucdCYaAIHr8Szg+eN6RYAgIohd8L/6TT/SR4tT79Wpu69b6CAr76iuRCRNKjgPPOxIMAUH0Bg+2N049eugjxakzhtRcdQYRilN7Cv36hS4MfPFFfUYIzzsSDAFB9HJyRCpXtjdQM2booyHTp9tz1PUI6hoGhKhjFGqPo1Yt+zlSS/PmIt98o88M4XlHgiEgMDNunL2RUlc9q4+yVVdBq6uhjx8XWbPG/ld18Iro8eP1R/vbxx/b97AKhkMdp3jtNZGCAn1mcTzvSCAEBOaefVakYsXQhlBf1NioUfqjQv7xD5HsbJGTJ/WR1PT11yI33hh6ftQZUo88IrJ/vz6zZGV93gGPEBCUzcaN9h1gGze27whbrZr96/797bGSNGpkb/Auvljk/ff10dRx8KDIY4+F3n5SS9euIps26TPdK8vzDniEgCB+XnghdG8ntVx3nX02Uqo4fVrkzTdF6tYN/R1VNOfO1WcCSYmAIL62bhW55ZbQBla9raM+52LvXn1mclm8WKRVq9Dfq2ZN+xbreXn6TCBpERAkhk8/FfnlL0MbXHXRnLoduZurrhPJd9/Zp9kWPh7Ru7fI7t36THfUXgyQoAgIEoeKxSuviNSpE9oAN23q7uaBcVZw9KjIU0+JnHVW6M9+1VUiX3yhT3Xns89ELr/cPm7yz3/qo0BCICBIPOpq7IcfDt37SS2/+13J10jE0XtvvSWjGzSQjcE/a8OGIrNm6dPc+fbb0K3Y1aIuMFy+XJ8FJAQCgsS1YYNI586hjak64P7HP4ocOqTPjIvVq1dLu3btAn+0CtI5sLxVvbqcHjbMviYjWupTBdVnd1StGvr7duzI3gcSGgFB4vvrX0UuuSS0Yf3FL0T+/Oe4HR/48ccf5f7775e0tDQrHmrpfffdsk9dKR6tM2fsK8fr1w/9/S64QOSdd/SZQMIhIEgO6uyl558XOeec0Ib2iitEPv9cn1lu8gJ/hueeey7wRzjHCceVV14pS5cu1ae6s3Kl/YFPwb9PjRoiw4eLnDihzwQSEgFBcvn3v0UeeKDoldh33WXfJ6ocvf/++3LxxRc74Tj33HNl8uTJgZ0gg72gXbtE/vM/Q7ccUcu99/L55Ug6BATJSd0Dqn17ZwP8bbVqsnjYMDmh7gvloQ0bNsh1113nhKNKlSryxBNPyCGT4zDqli3qNiRnnx0Kh7pFu7qlC5CECAiS28yZIg0ayNuBjfHNgeX888+Xv/zlL/qsqO3du1eysrKkUqVKTjxuvvlm2aoufDQxZ47IRReFwvEf/yEydap9DARIUgQESe90YK9jwdNPy0WBvZDgxr5Dhw7yhcE1GPn5+fLKK69I7dq1ne/VtGlT+cTNhziFs369SKdOoXCos6wGDRI5fFifCSQdAoKU8f3338vvf/97Z8NfsWJF6dWrl+x2eRW4ioSKRfDxderUsWKiohKtg7m5sqx/fzkR/KAotdx2m8i2bfpUIGkREKScJUuWyK9+9SsnBDVr1pQxY8ZYZ1GF880331hvTwXnq7etHn74YettrGidOnVKJkyYIPVr1ZL+ge/1uQpHs2Yi//u/+lQg6REQpCR1dtSkSZOkbt26ThgaNWokH374oTNHHQhXB8TVgfHgHHXAXB04N/Hxxx/LZZdd5nyvThkZ8uWrrybf/bwAlwgIUtrBgwfl8ccfLxKJzp07y8iRI61TcYNfU6foqlN1TXz99ddy4403FtmD+cMf/iD71C1ZgBRGQOALaiN/0003ORv54HL22WdbFwdGenurJCpOjz32WJE4denSRTaV5YOigCRCQOAr8+fPl5/97GfOBr9WrVry6quvRnWg3M3bY4AfEBD4zokTJ6yD6oVP1W3SpIn8Wd1fqxTqAH2rVq2cx5V2gB5IZQQEvpWbmyv9+/eX9PR0JwiR9iLCnSLcu3dv16cIA6mIgMD31q9f70Tk3XffLTJ29OhReeqpp6SaBxcpAqmGgAABwUCoYyRBM2fOlAYNGjjh8Oo2KUCqICCAFA2I+qCo9u3bO+FQY8OGDZNjHt+oEUh2BASQUEC6du1qHd8IxuOuu+6SnHK+VTyQrAgIEFC5cmUnGmq54oorzD8oCvAJAgKI+mwn++Np1XUh6nReow+KAnyGgAABwavJTW9nAvgRAQEk/FlYAEpGQAAhIIAJAgIIAQFMEBBACAhggoAAQkAAEwQEEAICmCAggBAQwAQBAYSAACYICCAEBDBBQAAhIIAJAgIIAQFMEBBACAhggoAAQkAAEwQECKhXr4PUrv1rWbhwuT4EIAICAgS0bDlYmjT5oyxdukUfAhABAQEC2refLFdeOVGWL/9BHwIQAQEBhIAAJggIIAQEMEFAACEggAkCAggBAUwQEEAICGCCgABCQAATBAQQAgKYICCAEBDABAEBhIAAJggIIAQEMEFAACEggAkCAggBAUwQEEAICGCCgABCQAATBAQQAgKYICCAEBDABAEBArp2nWEFZP363foQgAgICBCwadNP8tFH3+hfBlACAgIAMEJAAABGCAgAwAgBAQAYISAAACMEBL6jTtdVS9u2k2THjkP6sCM4D0B4BAS+EwyDWgYOnK8POwgIUDICAt8JhuHqq6dY/125MvzV5wQEKBkBge8EwzB16pfWf3v0mC0FBaf1aQQEKAUBge8Ew5CXVyC33JJt/frttzfo0wgIUAoCAt8pHIZFi76zfn3ttdPk0KGTEecBKI6AwHf0MGRl/d36/zFjlhWaVXwegKIICHxHD8O2bfskM/NNa1G/jjQPQFEEBL4TLgyjRy+1vqb2RoLCzQMQQkDgO+HCcPDgCes4iPr6Z599F3EegBACAt+JFIbs7A3W12+9NVtOnTodcR4AGwGB70QKg7oWRF0TosamTbOvEQk3D4CNgCCl7d17TE6fPlPkayWFYcWKH6yx4FXq4ebl5hb/noAfERCkpJycg/Loox9bAYj29Fx1f6zgHH3e6tW7rK+pt7mCx0oAvyIgSClHjuTJ+PErpE2bSU4AXnttdZE54cJQmLpDr7pTb7h569fvLjKmztoqfOov4CcEBClBvaX0/vv/ki5dpjsb99tuy5YlS77Xp5aZ2rsZMMDeu1FL69aTrNOA9SvZgVRHQJD01q79Ue6+e46zQe/YcapMn77OOpOqPKnjJd27v+P8vuo0YHVPrXA3ZgRSEQFB0tq167D8z/986mzA1ZXkw4cvln37jutTy42KhTr9N3gNiVrUmVyRbhEPpBICgqRz/Hi+vPHGGmnX7s/ORrtPnw9l8+ZcfWrMqAsRn39+qfV2VvDPpA7Gl/SJh0CyIyBIKh999I3ccMNMZyN9001/kfnzt+rT4mbr1n3y0EN/c/586oD7yy+vlKNH8/SpQNIjIEgKmzb9JL16feBsmDt0mCwTJ34hJ0/m61MTgrpNfPCzRtTStesM+fDDLVw/gpRCQJDQ1EV7zzzzmfz61/aGWC1DhiyUf//7iD414aiD+FOmfFnkosSePd+TL7/8tz4VSEoEBAkplTa+KoLDhhWP4O7diR9BoCQEBAln/vw18rvfTU25t382btwT9m24EydO6VOBpEBAkDA2bNggXbpcLz//+dVy6aUDU/YAdOETAZo1GyGZmb3lnXf+qk8DEh4BQdzt3btXsrKypFKlSlKhQgWpXr1h4F/qz0tOzn59asqwT0VeLZddliW1arW0/t5XXXWVrF27Vp8KJCwCgrjJz8+XV155RWrXrm1tQNXStGlT+eSTT/SpKWvHjt1y110POH//ihUrSu/evWXPnj36VCDhEBDEhYqEikVww1mnTh0rJioqfrR48WJp1aqV83zUrFlTxo4dK3l5qfX2HVILAUFMffPNN3LzzTc7G0r1ttXDDz9svY3ld6dPn5Y333xT6tat6zw/jRs3lrlz5+pTgYRAQBAThw4dkieeeEKqVKnibByvu+4668A5ijpw4IA89thjUrlyZee56tq1q2zevFmfCsQVAUG5Uv+qnjx5spx77rnOxvDiiy+W999/X58KzZYtW+SGG24osrf2yCOPyP79qXtyAZILAUG5Wbp0qVxxxRXOBvCcc86R5557jvf1ozRv3jxp0qSJ8zxmZGTIa6+9JgUFBfpUIKYICDyXk5Mjd911l7PBS0tLkwceeEB+/PFHfSpcOnXqlIwfP15q1arlPK/NmzeXhQsX6lOBmCEg8Ix6775v375SvXp1ZyPXrl07Wb266EfKwlxubq7069dP0tPTnef4t7/9rSxfvlyfCpQ7AgLPqDOGghu1Bg0ayFtvvaVPgUfWrVsnnTp1KrKXx1uDiDUCAs80atTI2phdc801cvToUX0Y5WDcuHFORDi4jlgjIPBM8F/Ew4cP14dQTtavX09AEDcEBJ4hILFHQBBPBASeISCxR0AQTwQEniEgsUdAEE8EBJ4hILFHQBBPBASeISCxR0AQTwQEniEgsUdAEE8EBJ4hILFHQBBPBASeISCxR0AQTwQEniEgsUdAEE8EBJ4hILFHQBBPBASeISCxR0AQTwQEniEgsUdAEE8EBJ4hILFHQBBPBASeISCxR0AQTwQEniEgsUdAEE8EBJ4hILFHQBBPBASeISCxR0AQTwQEniEgsUdAEE8EBJ4hILFHQBBPBASeISCxR0AQTwQEniEgsUdAEE8EBJ4hILFHQBBPBASeISCxR0AQTwQEniEgsUdAEE8EBJ4hILFHQBBPBASeISCxR0AQTwQEniEgsUdAEE8EBJ4hILFHQBBPBASeISCxR0AQTwQEniEgsUdAEE8EBJ4hILFHQBBPBASeISCxR0AQTwQEniEgsUdAEE8EBJ4hILFHQBBPBASeISCxR0AQTwQEniEgsUdAEE8EBJ4hILFHQBBPBASeISCxR0AQTwQEniEgsUdAEE8EBJ4hILFHQBBPBASeISCxR0AQTwQEniEgsUdAEE8EBJ4hILFHQBBPBASeISCxR0AQTwQEniEgsUdAEE8EBJ4hILFHQBBPBASeISCxR0AQTwQEniEgsUdAEE8EBJ4hILFHQBBPBASeISCxR0AQTwQEnunYsSMBiTECgngiIPDMeeedZ23ILrzwQlm3bp0+DI+pYNxzzz1OQA4cOKBPAcoVAYFnunbt6mzM0tPTpV+/fpKbm6tPQxkVFBTI66+/LhkZGc7zXaNGDTl9+rQ+FShXBASeWrhwoTRv3tzZsNWqVUvGjx8vp06d0qfCAM8vEgkBgefC/Qu5SZMmMm/ePH0qXNq+fbvcfvvt7OEhoRAQlBv1Hv2jjz4qlStXdjZ8N9xwg2zZskWfiggOHz4sgwcPlqpVqzrP4TXXXMMxJiQEAoJyt3nz5iLHR1RQBg4cyEHfEpw5c0amTZsm9erVc543dXLC7Nmz9alA3BAQxMzcuXOlcePGzgaxbt26MnHiROstL4QsX75cWrdu7TxP6gD5yJEj5cSJE/pUIK4ICGIqLy9Pxo4dKzVr1nQ2kC1btpTFixfrU31n586d0rNnT0lLS7OeF/Xf++67z/o6kIgICOJiz5490qdPH6lYsaITku7du8t3332nT015as9ixIgR1p5G8LlQeyArVqzQpwIJhYAgrtauXStXXXWVs+E866yzZOjQoXL06DF9akpSxzTUsY3g318d81DHPtQxECDRERAkhOzsbGnYsKG1Ea1Ysaq0aHG7fPDBGn1ayti48Vv5zW+6OeFQZ1kNGTJEjhw5ok8FEhYBQcI4fvy4PPPMM/KLX1weiMk90qrVBOnV64PAxnaPPjVp7d9/Qp59dolcdtkAychoJ2lpleSOO+6wrvMAkg0BQcLZtesnefzxt+XKKyday69/PVGGDftMcnOT922t/PzTMnPmeunUaar1d2rZcpx07fqELFnCcQ4kLwKChLVu3b+lZ8/3nJBcffUUmTz5n5KXl1yn/S5blhPYy3jH+Xtcd910effdTVJQwL2rkNwICBLa6dNn5MMPtwT+tT7D2QDfcku2LFz4rT414Xz//QF55JF5zp+7TZtJ8sIL/5BDh07qU4GkRECQFI4ezZOXX14pbdtOcjbI/fv/TbZu3adPjbvDh/PkxReXW8EI/ln/678+km+/5cp7pBYCgqSyY8chGThwvrNhbt16kjz//FI5eDD+V2mrvaX33tssnTtPd/58t9/+tnz+eY4+FUgJBARJadWqndKjx2xnQ33ttdMkO3tD3I4rfPHFLrn77jnOn+eaa6bKjBnrrYPnQKoiIEhaKhbvvLPRikdww929+zuyYsUP+tRys2vXYfnTnz51fv/MzDdlxIglsm/fcX0qkHIICJKeOig9evRS6+2s4IZ8wICPJSfnoD7VM8eP58vrr6+Rdu3+7PyeDz74ofzrX3w+B/yDgCBlbN++X7Ky/u5s0NUB95deWiHHjhX9tL7C4+qYSiTBebqPPvpGbrhhpjN+001/kQULtunTgJRHQJByPvvsO7n11mxnA//0058VGQ9+XS3qgHwk4QKivnfw6x06TJaJE7+Qkyfzi8wB/IKAICWdOnVapk790joL6u23NxQZCwZAXZio/rtyZfhjJuECsm3bPut7PvXUItm9m/tWwd8ICHwnGAYVGPVfdTZXuLO3wgUEQAgBge8Ew6BuiaKuale/1vdSCs8DEB4Bge8UDsOiRfYxDXUqsH6LEQIClIyAwHf0MATP3BozZlmhWcXnASiKgMB39DCoA+PqAkC1qF9HmgegKAIC3wkXBnUhovqa2hsJCjcPQAgBge+EC4O6GWPwlijqWo9I8wCEEBD4TqQwqJsxqq+rixDVdSSR5gGwERD4TqQwqGtBgnf4nTbNvkYk3DwANgIC3ykpDOpOvmoseJV6pHkACAh8qLQwFP7AqpLmAX5HQOA7pYVB3aG38EfnAgiPgAAAjBAQAIARAgIAMEJAAABGCAgAwAgBAQAYISBAwHvvbZZRoz63PmQKgDsEBAjo2HGqdc3HqlU79SEAERAQIKB9+8lWQJYv/0EfAhABAQGEgAAmCAggBAQwQUAAISCACQICCAEBTBAQQAgIYIKAAEJAABMEBBACApggIIAQEMAEAQGEgAAmCAggBAQwQUAAISCACQICCAEBTBAQQAgIYIKAAEJAABMEBBACApggIIAQEMAEAQGEgAAmCAggBAQwQUCAgMzMCXL55S/IP/7xnT4EIAICAgRcdNFtUq/ejfLZZ2v1IQAREBAg4OyzMyQ9vbosWPCpPgQgAgICBFSrVk0qVKgg8+fP14cAREBAACEggAkCAggBAUwQEEAICGCCgABCQAATBAQQAgKYICCAEBDABAEBhIAAJggIIAQEMEFAEsHmzSJZWSJNmojUqCFSvbrIpZeKPPSQPYZyR0CA6BGQeBs9WiQ9PfCTqBB+UWNjxuiPgscICBA9AhJPL71kRyItTaRPH5FVq0SOHBE5dkxk9WqRBx+0x9Scl1/WHw0PERAgegQkXnbsEKlSxY7DlCn6aIgaU3PU3B/4rIryQkCA6BGQeBkyxA5D9+76SHHdutlzn3xSH4FHCAgQPQISL5mZdhQWLNBHilMbNTW3TRt9BB4hIED0CEi81K5tR2HfPn2kuNxce25Ghj4CjxAQIHoEJF4qVbKjkJ+vjxR36pQ9Vz0GniooKJA33nhD0tLSrIDMmDFDnwIgAgISL+yBxN2iRYukRYsWVjjUoiKyZs0afRqACAhIvASPgXzyiT5SnDpOoua2bq2PFLV2rT33zBl9BIV8++23cscddzjhSE9Pl759+8pPP/2kTwVQAgISL4MH21Ho0UMfKU6dqaXmqjO3SlK/fig0y5fro7535MiRwFM4RKpWrerEo2PHjvLll1/qUwG4QEDiJSdHpHJle4Nf0vvu06fbc9R1IOrakZL893+HLjxU/+3ZU2TnTn2W75wJ7JFNDzyP9QOBDYbjwgsvlHfeeUefCiAKBCSexo0Lbez79rWvPldXoR8/LqLei+/XLxSE8eP1R4en9jzUHoh6jFrUvbVGjhQ5cUKf6QsrVqyQNm3aOOGoEXg+RowYEXg6/Pl8AF4iIPH27LMiFSuGNvj6osZGjdIfVTJ1DGTaNJF69ULfJ/Avbpk9W5+ZsnYG9rzuu+8+5+wqtfQM7JH9wNX8gGcISCLYuNG+827jxvadeKtVs3/dv789ZkrdV0sda6laNRSSa64RWbdOn5kyTp48GdjhGilnn322E47MzMzAjhnHhACvERA/2L5d5PbbQxFRd/hVb5mp04NTyLvvvmsd2wiGo15gD2zq1KnWMRAA3iMgfrJwoUiLFqGQ1KplH1tRFyomsXWBPapOnTo54VBnWQ0aNEgOHz6sTwXgIQLiNwUFIq+/bl+UGAyJ+iCrefP0mQkvN7AH1a9fP+s6jmA8brvtNtm2bZs+FUA5ICDJ6tFHRS64QOSFF8z2IPbvt79H8FRitdxwg8iWLfrMhHMq8PcdH9hzqhXYgwqGo3nz5oEdrIX6VADliIAkq9/8JrThVwfc//Y3fYY76iNzC3+vQFC+GjhQjh44oM9MCB9//HFgh6mJE46MwJ7Ua6+9Zt3TCkBsEZBkdfCgyIABRfcgVAj+9S99pjtz51oh2hz4PkMCS6uf/1wmTpyYMBvmr7/+Wm688UYnHJUqVZJHHnkksCO1X58KIEYISLJTbzldf32RPQjrrSmTDWtenmwcO1Zu+9nPnA11y5YtZfHixfrMmDkYCOVjjz0W+GtVdv5MXbt2lU2bNulTAcQYAUkVH30kcumloZCog+RvvGEfNI/ST3v2SJ8+faRixYrORrt79+7y3Xff6VPLzenTp+XNN9+UunXrOn+GRo0aBXaU5upTAcQJAUkl6mD6iy/ap+cGQ6JO2120SJ/pytq1a+Xqq692NuBnnXWWDB06VI4ePapP9ZTa42nVqpXz+9asWVPGBvaM8gJ7SAASBwFJReq25OpCQXXBYDAkd9xhX1BoIDs7Wxo2bOhs0M8777xy+eAltYfTo0cP5/dRe0C9e/eW3bt361MBJAACksrUbco7dgxFRN3SRN0SXt3iJErHjx+XZ555RqpXr+5s4Nu2bSurVq3Sp0ZN7dE89dRT1h5O8HtfddVV8sUXX+hTASQQAuIH6rbl6maKwZCozw1RN1s0uMXHjh075O6773Y29Opmhffff7/8+OOP+lRX3nrrLWnQoIHz/dSezqxZs/RpABIQAfELdfvyESPs27sHQ9K6tRxbsUKf6cqyZcvkyiuvdDb86uaFo0aNsm5m6Ibac2nXrp3zeLVno/Zw1J4OgORAQPxG3c5cfdBUYKOdF1gmB/YgnrvvPuv259FSZ0pNnjxZzj33XCcEF198sbz33nv6VIfaU1F7LIVvs672aHLUB2wBSCoExK+WL5d1mZnykNp7+P89CHUbdJMPWjp06JD86U9/kipVqjhRuPbaa+Wrr75y5qgzqJ577jk555xznDlqD2bp0qWFvhOAZEJA/OzMGZk7dap12/PgRl3dDl3dFt3E1q1b5ZZbbnG+l7paPCsry/o4WbVnEvy62mNRey5qDwZA8iIgsG57PnjwYOs26MGNvLo9urpNuolPP/1UfvnLXzrfK7ioPZQnnnjC2mMBkPwICBzbt2+3boce3OCr26Sr26Wr26ZHY+/evdK/f/8iV7J37NjR2kMBkDoICIpRt0VXt0cPbvzVbdPV7dPVbdRLos7AGjFihNSuXdt5rLpz7jR1yjCAlENAEJa6C6+6Tbq6XXrhGMwr4YOnCkenTp068sorr0h+fr4+DUCKICAokbpdurptujogHoyDuq36ljAfPHXRRRdZ461bt7bexgKQ2ggIXNm8ebN1G/VgRNTt1dVt1tXt1oOCn0s+fPjwQo8EkKoICKKibqfeuHFjJyTqduvqtuvqlFwCAvgLAUHU1EWB6vbq6jbrwZCo268Hb8FOQAB/ICAwpm6zrm63Xvh0XbUMGjRInwogBREQlJm67bq6/XowIDfffLM+BUAKIiDwTLNmzayAPP744/oQgBREQOAZDqID/kJA4BkCAvgLAYFnCAjgLwQEniEggL8QEHiGgAD+QkDgGQIC+AsBgWcICOAvBASeISCAvxAQeIaAAP5CQOAZAgL4CwGBZwgI4C8EBJ4hIIC/EBB4hoAA/kJA4JnhgYDcGQjIHAIC+AIBgWe+CgRkaSAgOQQE8AUCAu8EAiKBgAgBAXyBgMA7BATwFQIC7xAQwFcICLxDQABfISDwDgEBfIWAwDsEBPAVAgLvEBDAVwgIvENAAF8hIPAOAQF8hYDAOwQE8BUCAu8QEMBXCAi8Q0AAXyEg8A4BAXyFgMA7BATwFQIC7xAQwFcICLxDQABfISDwDgEBfIWAwDu//70dkDfe0EcApCACAu/s3y8yb55IQYE+AiAFERAAgBECAgAwQkAAAEYICADACAEBABghIDC3ebNIVpZIkyYiNWqIVK8ucumlIg89ZI+VRJ3uq5bSuJ0HIOZ4ZcLM6NEi6emhDby+qLExY/RHhbgNg9t5AGKOVyai99JL9kY9LU2kTx+RVatEjhwROXZMZPVqkQcftMfUnJdf1h9tcxsGt/MAxByvTERnxw6RKlXsjfqUKfpoiBpTc9TcH37QR92Hwe08ADHHKxPRGTLE3qB3766PFNetmz33ySf1EfdhcDsPQMzxykR0MjPtDfqCBfpIcfPn23PbtNFH3IfB7TwAMccrE9GpXdveoO/bp48Ul5trz83I0EdCYXC7AEg4vDIRnUqV7A16fr4+UtypU/Zc9RidHojSFgAJh1cmouP1Hkhp3M4DEHO8MhGd4DGQTz7RR4pTx0nU3Nat9RH3YXA7D0DM8cpEdAYPtjfoPXroI8WpM7XUXHXmls5tGNzOAxBzvDIRnZwckcqV7Y36jBn6aMj06fYcdR2IunZE5zYMbucBiDlemYjeuHH2Rl1dbd63r331uboK/fhxkTVrRPr1C12JPn68/mib2zC4nQcg5nhlwsyzz4pUrBjawOuLGhs1Sn9UiNswuJ0HIOZ4ZcLcxo32nXcbN7bvxFutmv3r/v3tsZK4DYPbeQBijlcmAMAIAQEAGCEgAAAjBAQAYISAAACMEBAAgBECAgAwQkAAAEYICADACAEBABghIAAAIwQEAGCEgAAAjBAQAIARAgIAMEJAAABGCAgAwAgBAQAYISAAACMEBABghIAAAIwQEACAEQICADDyf+0btldouZwoAAAAAElFTkSuQmCC)
PN: 4H58-1-T3
CAS: 1049785-94-5
Molecule Weight: 280.321
Formula: C11H24N2O6
![2-{4-[(tert-Butoxy)carbonyl]piperazin-1-yl}acetic acid](data:image/png;base64,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)
PN: 4H58-1-42
CAS: 156478-71-6
Molecule Weight: 244.291
Formula: C11H20N2O4
Boiling Point: 114-117 ℃
TSCA: Not listed on TSCA inventory