In order to be eligible to attend the Basic Academy, officers must meet, at a minimum, the following conditions:
- Must be employed as a full-time, commissioned peace officer. The officer must be employed by an Oklahoma department or agency. (Full-time peace officer is defined as a duly appointed or elected officer who is paid for working more than twenty-five (25) hours per week, as stated in Title 70, § 3311 et seq. of the Oklahoma Statutes.)
- All CLEET academy applicants must, within ninety (90) days of hire and prior to CLEET admission, score a minimum of 70% on the POSSE (Police Officer Selection and Screening Exam). Any applicant who fails to achieve a minimum of 70% on the test will not be admitted into the Basic Academy.
- All cadets, prior to admission, must obtain and provide proof of a minimum score of 70% on the CLEET Physical Assessment for Safe Participation.
- Be at least 21 years of age on date of hire/commission as a peace officer.
- Must be a United States citizen or in resident alien status, as defined by U.S. Citizenship and Immigration Services.
- Must possess a high school diploma or GED equivalency certificate (minimum requirements).
- Must not have been convicted in state or federal court for any felony, crime of moral turpitude, or a crime of domestic violence.
- Must have fingerprint clearance from the Federal Bureau of Investigation and the Oklahoma State Bureau of Investigation.
- Must have undergone psychological evaluation by the employing agency using a psychological instrument approved by CLEET.
- Must not have been involuntarily committed to an Oklahoma state mental institution.
- Must certify that you are physically able to fully participate in and complete all phases of the CLEET Basic Peace Officer Certification Academy as mandated in CLEET rules. In addition, you must provide a medical release signed by your physician. (This document is provided in the Basic Academy Application Packet.)
|
|
2024 CLEET BRIDGE ACADEMIES |
ACADEMY |
DATES |
DEADLINE FOR APPLICATION |
CERTIFICATION TEST DATE |
GRADUATION DATE |
A2401B |
March 11, 2024 - May 22, 2024 |
2/23/2024 |
5/22/2024 |
6/27/2024 |
A2402B |
July 8, 2024 - September 18, 2024 |
6/21/2024 |
9/18/2024 |
10/24/2024 |
A2403B |
October 29, 2024 - January 29, 2025 |
10/11/2024 |
1/29/2025 |
3/13/2025 |
2024 CLEET FULL TIME ACADEMIES |
ACADEMY |
DATES |
DEADLINE FOR APPLICATION |
CERTIFICATION TEST DATE |
GRADUATION DATE |
A2401 |
March 12, 2024 - June 26, 2024 |
2/23/2024 |
6/26/2024 |
6/27/2024 |
A2402 |
July 9, 2024 - October 23, 2024 |
6/21/2024 |
10/23/2024 |
10/24/2024 |
A2403 |
October 30, 2024 - March 12, 2025 |
10/11/2024 |
3/12/2025 |
3/13/2025 |
These are the current student slots filled and open for Academy 2402.
![](data:image/png;base64,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)
![](data:image/png;base64,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)
These are the current student slots filled and open for Academy 2403.
![](data:image/png;base64,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)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAvAAAAHECAMAAABoe+5uAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAHmUExURdnZ2dra2tra2tnZ2UBAQEREREhISExMTFZWVllZWVxcXF1dXWBgYGRkZGVlZWxsbHCtR3FxcXNzc3SwTXZ2dniyU3l5eXmyU3p6ent7e321WH5+foG3XoKCgoK3Xoa6ZIeHh4m8aIuLi4u8ao2NjY+Pj4+/b5LAcpTCdZWVlZiYmJjEe5nFfJ3HgZ+fn6HJhqOjo6bMjKenp6jNj6mpqarOkqurq66urq/RmLGxsbPUnrS0tLW1tbXVoLi4uLjWo7m5ubu7u7zYqLzZqb29vb+/v8DbrsHcsMLCwsXFxcXetMjft8ngusrKys3Nzc3ivs7jwNDQ0NLS0tLlxdTU1NbW1tfX19foy9fozNnZ2dvb29vq0dzr0d/t1uDg4ODt1+Pj4+Pv2+Tw3Obm5ufn5+fy4Ojy4enp6eny4urq6uvz5ezs7O316O7u7u716e/v7/Hx8fH37fLy8vL37vT58Pb68/f39/j4+Pj79vn5+fr8+Pv8+fz8/Pz9+v3+/P7+/f7//v8AAP8ICP8QEP8YGP8gIP8oKP8wMP84OP9AQP9ISP9QUP9YWP9gYP9oaP9wcP94eP+AgP+Hh/+Pj/+Xl/+fn/+np/+vr/+3t/+/v//Hx//Pz//X1//f3//n5//v7//39////+/sBPQAAAAEdFJOU4efx9+nhZkZAAAACXBIWXMAABcRAAAXEQHKJvM/AAAWR0lEQVR4Xu3dj38T933H8W6jIWJQbnGHW7OYLWQMwgiQ1Z1H6byxmDbUWxNIoI3p6Ei7sIY06VI39XDbNL/JbyckBAgB/af73t1HpztJp59395X0fj0fj4BkhCyZly4f3S995Ss/BmT8Cb1Digu+DoggeEgheEgheEgheEgheEgheEgheEgheEgheEgheEgheEgheEgheEgheEgheEgheEgheEgheEgheEgheEgheEgheEgh+DGy8UDt283fUAaCHyMEXz6C7+nsjtr2F+1yvf7kwztqtW0PvWxXQ2fdF/7DLj/517Va7f5/T6613bi+7G4QSd2p6Rn8xsO7v2MXMRyC7+mIi/Mxu7z+QBxrbftP7SvuazvddbvBI/Gf1h4Mr7hwY5m0Rwn+2R21XZlXDwZF8L2s79z+UJLZ+l8c+E9XpOu6Gd6R2n07LHgX87dejv44LLZ546h/s5zfbF7wZxsvDvd6+1Z0AcMi+F7O1h58dse2p+1azCWZfOXZHduftuDdsj4q1f1xavGdvTZS8BgZwfdypPZYW4Gu2kbw4Z+5SSMKfrkR5tnm68Fp3jhE8F4RfA9uAf5ie6TNhsM/agR/pHGzxqI+lrwOIun7StKOk+4cfGPod3+teYPHNh7ZEb8dfuIb7l1y4x1F9j0z2hF8D8vhAN4oOnGk0fD6Tle+/bHr0Ib1TPDuSt4Mn6TdLfgndu+o1e7bvfuh9A3+0X0tfBH8LH5jHL/83Ndr23a7q+m/jgyC78415Fp2v6abTTV8JPV6aGaevv1z2RF+8OBTI03zBrVt369v/HPYulvKP7Ej/nZH4vCfaK5VQiuC7y6aaMJKM9FaWY0/zg1+eXe4dD7QXIXpJKsl3S2StAcOPvr+7vf4lvHDS95bR69CdETw3Vk72ZnmbGNocMWFX84NPlyF72S2PBUTfHyDxpuG+AbJ/zuS26MNwXflGo5Cd4k1F5qubyvLEus60jzv3l2m++t3pFn/292h8MWSG3zjvuIbuJdX9Ffc/1UIPg/Bd+WW5e7tYtSQjQvp3qN3rPFXwuBdh5Z5UmTE3Unz1dJ/8OEG3HgDV//BN+wi+BwE31WqIWus/tzOpFhXcpP7Ynq1ZPQ/hpjrs/E3nH6DT+k7+NS3QWcE300q3EZN7ktfbyw+W4PP2fDk+kyVWF7wLe+s0QnBd5NKyBpev79DVTbShL9HIbogU4WHX84faaIr7vfwXlt7bkheP603yAbfeBjoguC7cGElpbolu7vsvtJhKdoozf3ptu9Ha96j68tf/5f/cb89mZr/nXTw7kq4t9mT98f7Trb23BC9kDZ+1n6DbPDu/0Lboo2szz/iHgU6IvguMovMaONqaohJhZ/czi3/Y1GPyQrI8FWQyATv0o1u8OjObsHHt3J/rfUGLcFH3343m1q7IfguMkNxNFf0CL6+8a/fcPk2tjQ9d8Rdq933T+FyPpEJvh7uElM78NP1rsHXNx529/qd9hu0BF/fiPaluS/cKxmdETykEDykEDykEDykEDykEDykEDykEDykEDykEDykEDykEDykEDykEDykEDykEDykEDykEDykEDykEDykEDykEDykEDykEDykEDykEDykEDykEDykEDykEDykEDykEDykEDykEDykEDykEDykEDykEDykEDykEDykEDykEDykEDykEDykEDykEDykEDykEDykEDykEDykEDykEDykEDykEDykEDykEDykEDykEHx1vrxxbXNz88OroVdv1+uL+52DS86p1dUrdiOUi+ArcPvGJ5vvvP3HjDD4IG12/8LS6iX7GygLwZfr1rX33rLEs9qCN3sPLq1ctr+M4hF8eW5+/O5rlne7vOAj8wuPv2R3gmIRfDlubL7zqqXdWdfgQ3sXzzDXF4/gi/flJ1et6i56Bh/ad+yC3ScKQvAFu/PpO5Z0d30F78wt8ka2SARfqM/e6z7INPUbvLPnJAN9YQi+ODc+yH+P2maA4J2DK8zzxSD4gtz+8A1LuT+DBR8EM0fP2XfCKAi+ELfet477NmjwzvxJFvMjI/gC3HjXKh7AEMG7d7An1+xbYkgEP7LrfayEbDdU8EEwu0TyIyH4EX3aec+BnoYM3iW/yDqbERD8KO5eG+ydasrQwbv3r4vsbDM0gh/B9det3iGMELxzlKX8kAh+aF/0t0k1x2jBB7Mn7FFgMAQ/pLsf9btNtbMRgw+CvexmMwyCH84o00xk5ODdXMMKm8ER/DBGm2YiBQQfzJ6yx4O+EfzgRp1mIkUEHwT7mGsGRPAD+3zUaSZSTPBBsMhcMxCCH9RHVuyIigo+mGchPwiCH8ztlpMPDK2w4IOZk/bY0AfZ4Dd2bdmy5ZvRxdPu0paHo4u9XB9gj/fuigs+CA4x1vRNNvgDLvbTUfGntzwa/tJH8Xc/tFoLUGTwjDX90x5pDtzzgvvla78JF/jx0r6bL4bcT6yjQoMPAja89kk7+ONR8OEv6/f2DP6zwsaZUMHBBwcZa/rCEr7+zNZ7XtjYFV7q5u4HVmpBig4+mGOs6Yd08M9sjQb3Z7Y23r7mu1PU2pmGwoMPghV7rOhCOfjGYv34lj/fuiUc5PPdLnJ8j5QQfLBkjxb5lIM/8NWnkt9Ody3+1tDHeeQqI/hgwR4vcgkHfzxcHZnMNcfj+ju6Wejb1VgpwQeHOa9BD7rBH7c1772Dv17AvmJtygmelTW9yAafbGna2BWm/szW3Let1yzRYpUUfLCX4rtSDT7as8AJMz8QXrD8221aoQUrK/hgniO8u1F+09qXgU8p1qfSgg/mLtpDRwcE311ZvZcYfDBL8fkIvquCN6+mlBh8MMsp5XMRfDclze+hMoNnjs9H8F2Us34mVmrwrKvJRfD5PrU2S1Fu8ME+tkB1RvC5Pi9je1Oi5OCDg/YskEXweW6W2nvpwQdH7Xkgg+Bz3Cph/5m00oNn38mOCL6z24WcfKaL8oMPOC9ZBwTf0d03rcvSVBB8cMaeDZoIvqPSNrAmqgh+ltXxbQi+k1JXSMaqCJ6Vk+0IvoMvyl1BE6kk+GDRnhEaCL5d+QO8U03wjPGtCL5dgecXy1dR8IzxLQi+zXVLslwVBc8Y34LgW90ueYuTqSp4xvgsgm9xt+gzLuWoLHjG+AyCb1HJAO9UFzxjfBrBZ920HktXXfDBfntucAg+427hp9TLU2HwnHQyheAzPrYcy1dl8HMc/5Qg+LTbFWxiNVUGzzknmwg+bfTPG+5bpcEHnLijgeBTqtnkFKs2+L32DEHwTXfLPugjrdrgAz7a0hB8U1Wr4CMVBz/7kj1JdQSfuGUpVqPi4IPD9izVEXyislXwkaqDD1btaYoj+IZPrMSKVB78XnabDBG8qfQdq1N58LxvjRC8qeAw1ozqg5+3Z6qN4E21E7yP4NlPOETwsSq3OUU8BM/WJ4fgY1Uv4H0EzyLeIfhI5Qt4L8GziCd4U/kC3kvwLOIJPlb9At5P8CziCT5S/QLeT/DsJkzwIQ8LeE/BH7JnrIvgnasWYZX8BM8inuDr9S+twUp5Cl7+g3AIvsojt1M8BT+jvgsZwdfrVZwsuI2n4OVP2UHw1Z17KcNX8OpnZSL4ao/sS/gKPhA/1o/gq94R3ngL/oQ9b1EE72MlvOMt+D32vEUR/HtWYMW8BR9csCeuST74O9WdXS/DX/Dan5AgH/w1C7Bq/oKfk14VLx98RR/40cZf8No7CasH72W3gpDH4KXPyaQefNUnK0h4DF569wL14N+3/irnMXjpk5CpB/+G9Vc5n8Ev2ZNXJB58tSdQTfMZvPL+NOLBV3xCyRSfwSsP8eLBV/gZNy18Bq88xGsHf9fTZlbHa/DCQ7x28DesPg+8Bi88xGsHv2n1eeA1eOEhXjt4D+ejafAavPAQLx38HYvPB7/B6w7x0sF/bvH54Dd43SFeOnh/a+F9Bz9jPwE90sF/YPH54Df44JL9CORIB+9rX/iQ5+Bl94mXDv41i88Hz8HLfqSfcvDeDv4IeQ5+wX4GcpSD97mSxnfw++xnIEc5eJ8raXwHP2c/AznKwftcSeM7+GDNfghqlIP3uZLGe/Cqp2NSDt7nShrvwaueNls4eK8rabwHf8x+CmqEg/e4M7zjO3jVjzcTDv4zS88P38GrnkRYOHhv52CK+A5+3n4KaoSD9/JZZgnfwQf2U1AjHLzH4/scgvdDOHhvZ9mLeA9e9LOeCN4T78Ffth+DGOHgfXzgfJP34EUPASF4T7wHL3riAuHgvZ04OELwfhC8J96DF92ZRjh4K88TgvdDN/i7Vp4n3oMXPaqVJbwXb79/x3fwoicfI/iKvXr1w09vxg+A4D0g+Oq8dnXz+hf2zZ1X/tLS84Pg1VS5luaNdzc//9K+b2Tt5z/8KyvPE4JXU1Hwb73/8Y279i0jaz/53mGLzqdT9nDEEHyJrn54zcb12B9+ff7f/s56847VkmrKPGmBG9c/S43r9frvfnl+0fMM00L07JLCwZe0L80b77SM67/9+Rm/62M6Y9cCNcUH/9Z7H9+4Y/ceWfvJD8ZhXO+I4NW8a5kW4uoH127Y/Ub+sDZG43pH7A+vpqADQF67+tFnt+wuI7/71fnFv7GqxhjBqxk9+HBcv233FvntL84s+t2c1D/RT64UDn6kc6m+2Tau/9cP/sFSmgz2uNUIBz/s2bLf/uCTtnH9762iyaH6sWbCwV+3gPv36tWPPs2M67//1fnvTsC43gknYpJzyzLuy+vvbF7PjOv/94sfTcy43onqR4AIB9/vESBvvrfZOq7/cLLG9U4O25NRIxx8/XUrOt/b72fH9VfWzn9v8sb1jk7YU1KjHHy3Ta2p4zRiEzyud6T6Qa3KweesiH89e5yGG9d/+aMx2/GrABftyalRDr799MFvvrt5o/U4jXHc8asAotudpIPPfCJCOK6nj9N4ZUyO0yiJ6lpJ6eBvWuutx2n8/tfnvzveO36N7qA9VznKwd9pP05jKsf1ThbtCctRDr4+CcdplET0iFbx4BvG+TiNkpyzpy5HPPixOqy6SqKf/yEe/H9LjOudzNpPQI908Gv2z69H9WOJ1Ueaefv3lyN66mBHO/ij9u8vR3XHAvXgV+zfX43uCC8e/GULQI3uCC8efH3OChAjel7JkHjwh6wAMaLnpAmJB3/SCtAiu6ukIx78RUtAy1F79orEg9cc4oVHePngF6wBKbI70jjqwa9aA0r22nOXpB684kwj+nFmMfngBWca4ZWSBC840+y3Z65JPni9mUb26L4IwavNNDNr9sQ1EbzaTKN6FlVD8Gozjezh2zGCrwudnMOZUz3HniF4sf1pZM/AZAi+Xj9oLUjQPbgvRvD1+hlrQcEee86yCN7ZYzUI0D1dgSF4R+cwEPW3rAQfuTJjPUy9Y/aMdRF8SGXN5IzynvAxgg9dsiCmnfo6SYfgIxpnL2ABT/DmnCUx3VjAE3zDfmtimrGAdwg+prB/gfLZORIEbwSmePW9CiIEby5O/bp44TOophB8w9Svi2cBHyL4hpemfBG/YM9THMEnpnsRP8cqmgjBJ65M9bF+yueTTCP4pmneaVL7ZDQpBN90ZXr3i5/hHash+JQLlsf0YbfgBoJPO2Z9TBuO+0gQfNq0DjVn7PmB4LOmc6hhG2sTwWdN41AzI31+7BYEnzWNQ438mQrSCL7F9A01DDRpBN9q2oaaee3TY7ci+FZTNtTMXLDnhQjBt7k0a61MBQb4LIJvN03nmmSAb0HwHUzPGM8A34rgO5mWcxgwwLch+E7W5q2YCccA34bgO5qOQ7oZ4NsRfGcr1swk28sA347gc0z+Ea7zHMXaAcHnuDLpn/w0yy5jnRB8niuTvaqGg/o6I/hca3utnUk0I/75w7kIPt8kr5zkrBw5CL6LyxNb/Al7BmhF8N1M6n5knFYvF8F3dXEii2eDUz6C7+7cBG5yPcRJOfIRfA+rE7eM54M+uiH4Xi5O2DvXJXvcrdbv3RL5Zr2+sSv+XRHB93R5oo75O2WPOsczWx+u1w+42E+LFk/wva3ts5jG30yv9e8H7nmh7ZIUgu/DxOxX03P76vq9yXL9OMEj11ErarzN9tx/5vhXn7JLLOHRzZI1Nc7mL9mDzbWx62u/sYvRMC+I4Pu0MvYr5Pf13h/49JZH7dLGLs0FPMH37eKYr6w51ntzU6ryA83ZRgvB923tsKU1jmb72R24OcYcTxb1agh+AKfGdqzZ19fhfMli/fgWzQHeIfhBXBjTra55W1ezknWSp3V7J/jBrB2yxMbJ3Ko9uh4ac0y0Z4HqzgUEP6ATYzfWHOTsBAMg+EFdGq8dDWY4uGkgBD+4lTHaY/hgz41NyCD4Ibw0LnsazD1ujwj9IvihnBuLrVDHOJfewAh+OFeOeX/zuo9TLQ2B4Id1ye+ZyeY488xQCH54qx7X1ywwzQyH4EdxxtPZ+A4xzQyL4Eez4mFng6OcF3h4BD+qk3PWYTVmFsh9FAQ/sisVJj+zyH4EoyH4IjxezVHes0u8VR0VwRfj0kLp+xvsOUHuoyP4oqydKnPr69wCK2YKQfAFOlfSQYAzh8/Yd8CoCL5Qa48fLnyXg30rjDLFIfjCnTla4FqbPUushSwUwZdhdbGI7VHzRx9nJWTRCL4kF08dHeVN7PzRFRbtZSD4Eq2dW9o/xEg/d/gUsZeF4Mt24eTC/n4HnL0Hl1ZW+cCaMhF8NS6vriwd3p/7bnZ2/8LSKoenVoDgK3Zl1Tm3FDsTXrE/QCUIHlIIHlIIHlIIHlIIHlIIHlIIHlIIHlIIHlIIHlIIHlIIHlIIHlIIHlIIHlIIHlIIHlIIHlIIHlIIHlIIHlIIHlIIHlIIHlIIHlIIHlIIHlIIHlIIHlIIHlIIHlIIHlIIHlIIHlIIHlIIHlIIHlIIHlIIHlIIHlIIHlIIHlIIHlIIHlIIHlIIHlIIHlIIHlIIHlIIHlIIHlIIHlIIHlIIHlIIHlIIHlIIfpxtPLDr5cZ/9qXE+s5v2yUMgOALtr6z5jxm14Z0NryP2vYXCb5wBF+s5VqY4dnag/HVIZ1NvWIIvlAEX6hnd8QVposdAsGXhuBHFMTs2pHtL0a/h4Uu7/pfN95EVYYjSrTMT30t44/GrjaCb8RuwSd34y5se4rgh0HwI8oE31wSu/KXa9uedmm6LMN+42X/shvM3S9ti3/rvXvwyd3EFzq8btATwY8oE/z6zsbsHgUfVnskzDX86nK48F92r4FOw4j13jX45G7iC43pCQMh+BF1CT4ab1ziz+4I8z0bth59LQ42w3pvBh9qxh4Fn9xN/IJhhh8KwY8oE3wzZbdgTwUf9TtQ8B2W8MndxMt2gh8KwY8oE3zypjVc1Fvw21+MF82R0YK3u2EJPwKCH1E2+Eap4awezevhoj6V5ijBJ3cT/31m+KEQfLGORKlGm59sLY27Hr19PeuazQ2+Rcfgm3cTXmAtzXAIvmDR+00bZp52U3dUbvjFMNnRgk/djfsWzz9A8EMg+NJEcWPMEHxpCH4cEXxpCH4cETykEDykEDykEDykEDykEDykEDykEDykEDykEDykEDykEDykEDykEDykEDykEDykEDykEDykEDykEDykRMEDOr7yp3YBmH4//rP/B85ZMsKk63sZAAAAAElFTkSuQmCC)
These numbers were updated May 30, 2024.