OK, I'm totally and absolutely stuck on a level for more than a week now.
Look at the map here - it is the second terrain map for Gemcraft Chapter Zero. On the marked battle, in heroic mode, at about wave 20-26, there are a bunch of swarm waves and suddenly I have upwards of 80 fast-running (and I think high-armor) monsters simply swamping everything I can throw at them.
For those that have beaten this at heroic level, please tell me what settings you have used. I'm about lvl 55 wizard, but I cannot figure out a skills combo that can beat this level.
I have another question. Has anyone found a workable set of skills that means it is cost-effective to use the mana pool increase? in the old Gemcraft, mana pool increases were very important. In Chapter Zero, I think the cost (compared to the mana points of the monsters) are not a good deal. By the time you have purchases about 7 mana upgrades, it has cost 2400 mana points and those could have built some awesome towers and gems.
I have the Replenish skill at maximum, so the mana multiplier for a kill is (monster mana) x 1.32 * (mana pool value). Each Mana pool upgrade increase the pool value by a miserable 5%, so spending 240 mana (or 192 if the Mana pool upgrade skill is maxed), changes the multiplier to
(monster mana) x 1.32 x 1.05 So if you hit a monster that has 15 mana points, then you get 20 instead of 19 mana points. So you have to hit 192 - 240 monsters to get payback. And many, many monsters have mana points lower than 15.
Karsten75, do not forget that mana leech depends on the mana pool multiplier as well, and mana leech gives mana per hit, not per kill. Get it at level 9 (to have a grade 3 orange at the start), and put an orange component in every trap (maybe except green traps), once you will manage to achieve some 50 mana per hit from all of your traps, the mana will no longer be a problem. It's possible to leech some 5000 mana per monster before it will get killed
vesperbot, thanks for the added info. You added the issue of mana leech. That is if one uses or has orange gems. I didn't take that into account. I've briefly experimented with your suggestion and it seems to offer improved options.
I still think, however, that for other gems, it is only the kill that counts. As such, if one plays a level without orange gems, it is fairly expensive to transmute other gems into orange gems. So I still think that the mana cost are expensove relative to the benefits overall.
Karsten75, well the transmuted gem's cost is basically 1.5 times the cost of a random gem received from creation, so I don't expect this to be really high. But, all the blah-blah above was now technically canceled you now cannot get supergems with good range and speed. Well, at least they have fixed pure/dual/prismatic mastery, which now gives bonuses as in GC1, it said 21% more, you get 10+21% bonus to range, firing speed and minimal damage, and 20+21% to maximal damage.
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W6moeNHcRA0ynoy/dh_EkrA9qRMnlXBu5ES8ROfrZDx_IBp24y3K5_vI6lnjtZ_1Ddurue9C5Jvh7hiEa0MBvCrhgZ+l7n/CASzvs0ZnYYaYZ3hNb5NvFAqR_fGMDQbh3pkRHOVMkjzQPZCYJW7EElw7GDF3Ma_EpcoLWmDpk0mv+6TzQC/x5DTHA3Q_/qO7XL3p6S0_v8IAjdWmz0uD9xdhRFMO_1pc4fiStvKDcqvPfKECpf/8J4_CKMtdQGXajLWBJQjjipm6bSB1igQjqDPAALNcXUmFK/IvYmXCC/tPJuvwWM4RvYfAwcT3L_h8Ec9pu8_dvh1/vf2PgqJRkkyRerl+9lQ+RKcUQdPU/W01xRH/Kc5jtJoJ7s6Imvlggiaz06e245cPlDWpb6qaOxTGu9cgQl2pAGyp/vGZpkOM8YEI24/srqMbos1Nr05kKrz4sWAJMRedYgZbCPODwEAR6RRTmkZAibZqREiZcBnx2sx2cKwm9RSo8wErCBZp7zah5PGLx34NlbMgQYmPn6J4D53IkgrZaBW8MbMEWAscSpFGYW_0x4cGQ_1wGbgaTS8gxrW/G6Pl1tA1LvwY_BiuB1so9D_BR7lvLP53hTX4u1Qz7m1Y/011E6TC00v7WiII7hxG7RS+aRyZmw+kxdCw0FbYrHo2a5RkRJ2ZFJZwD+Kji_bXnq4fPWTJR4ezm/ePrltoUM7nonA0HoJl5tM8Sq+usnZYfDe5HAFJaZcyAE0Wh8_+VIi54oyJnfublVNLw+hcJIvrzqaDPG9KuiiGnOxHRW6KDrqTb2xa9B/nQigFX65DzD2wbmM5oQYUzlRh46PwJjNa1scDkonX5LLIe2s4zu8Ovw7I_Xmy6+6wbH3UWk0vEsayS3j9lVQAE_B93gRtrpdICHystSyPeqvGWpm8aTfikr4ifqgjG7gZXxu4Tv1DXDNwJqGeENHIBSzanE6E24b0NqHxRztnIoXRO2v4Jz81cDkeSUdAozPGziRllCZowEJiIDCfuvHzUDKjdoNQs8MXyhOWN3zAK9/rZ0TEhfAeqPKrH/fwvgtV5IthuCWDedqW6mXl+mMI709r4QJjdNK5A1zNhksWEt_RGVdRWmrPI9dTpIInTMD4ze1uaZwaK2dVkhpPenMflACo2JFSlAxx+GZG2u2xjT+s7GHYA+K6kxdlx8izRgKbExQ0T8JDyb3pcz0BFz2EnDcz8Zu/a_KBpGGEyK3oNBZhqZgB8psUYSAQ27d/UMmcsooL/HGVJmMGsOvmtOClh1DOmhTGmKK1hP6lvQsG+u0LiobzhIECuygWO7zwEAfQgPeMsbRy8fQ+IOYFpYKiiAmC/0uoKbsD/kIHVBnRVQr1Uv6daalIkyoAiTmvxxeWER6LD+FE0uD9mQJ+TQkqivsn+5njH6wU8Y7YM5P/oitW8xzYM/EFeXQL9dbPxMf1q5GZW7TYrjQQUTGKEAJRijdLkZmnUH18qK8m8LWMUD18ygCPVE7BQ/6edBFehyWXZ6p146Qfas+/Rt+f69GuptnpromXJc66ZkVo5HRmmnWCqqtprMVqE/0S053iujeA70C9_j9oduaUt/wUwVKzjvPw3JmYxA71NaIPCmybTH333XDrEXDMFx20vJRIZ4pllDr+Y4ClObzvQJQWuEdr7u_LnoiILysYz9x1Pq8lAC274AwLmC99rbe7oFqDr8BosmTZ0Y+182LPvLj1imsuW3AYk0zCrCqHpM1IpReWACbBAIOTrqL29Y9sMX74DJA0cCoCJdJe17q2Ehg6NVA/exU4zKpfFeHHd+cwbYt7ipzGQ5VEt7pFmJ_VFtDdTfGmS1v15yCF0j5/drngc/2xRl5yFhKdRoCcj87XFAjbK_7Qi4W0Q1n0fu9heJ0qi77Wn3+Kor/MZi5P0K3rKoaJ8Pe64uQLa+FY+6ymIUOdJFufBocmPg9AdTQRV8GORLlop6BWSYBf4TgX1OxaPTyf_v9_Khol7OH7u5s+ybRcXQ8_127CF8oofTnu8S9zkF0pl+1QLKwbUKozm5puCMbJoB9xdvvwTi2MdairDtiX6cCU/TOQ/4kjLy00ICV0XhrN9Opu9JKTvfLumeK8IaxOSzvQqJI+KPirJivdBtFDqAJbP6voVrMD5REItb1B3sPKhJlemEseWzOKSmV4hCFOUaBa1k9iC1AGcPt0j2TbJpy4FZI2ZlKQED6oyKKYQ9ma3pCWEar9zoN7UpdOyKlMXd0_JsPHEtuOMXePwyHJmtAZrP247nScHpWPqwwDl09Jq2OFwxV7nAnrPoevGQ3+6MvVm/50DxH8+yDn/MIdeqb6cjCwxzqe+seqnd3PSzJeCF/iN5OJ_Ksefsn+vTQaXAwXdGHGZiFBzJ6huLIbv6Z2nLfUwl+mqrJocJPjiFRIAyAMO8poIsqI3BSQYWP5wt023TLNZmbAlMqBx+xYm8uTJBtY4aA9WAAh_/PhIg2lPMin8U_OL46I3kdmONzOy1b6t/QalwY/ty7y3hneSBD8jzN+1+deA0jvY01V2Ilafzc_5QhSL8oJOLm5fRXemMqUItiFH23vD2X8YlDmej7hyksMTgtyy+fOJ/sxZDTqPa8TdXZqHI3BVIST5m55O+r1Ez1DCRRCXaAYfVZd5gC57NEA1_RxMIOsIwOkfDiC98MULieJywkpD9bdFniJYfU8tyxMh7PhY60y_ikQvheDxYUYFLzYPHzfJPchHfR83xDg92MyqBbGWKxv/linp56eHQcs6N4LKkusk_EHf05/5a6/ok4VFDkpRCnu3fcnGuzu9ebv/2SRLI/45OE9pBgc3jW/FtWAAzA_EjIhS+cTmJkfKjLnx9569blmc0LE6lIGPnsX8dKYe/BMVvSdqPl_gRkHsiKq4wUcXdM9nU+E8bUO2H1AcObi8OGwVNOVSKEADymTFsNK8Cqx9ahj09Qhtwl7wGaqJOJ+dDPyfhCuDDx/yQyNBt58P6ZG_FiKMRF99H3ZinWWaIotbDCXiHKXhSAkxchTngdWGM5m1O4w08Yp33o7Hb95KT/Tle0Q8LpRutso5865nWmRWKFXApj_S8btxzy1N5V7GjKNlyAtGKPmu_mx_WfWiWQMMRncVutDkcNpzYMcysbXQdEL2ro9nxj1J__0CprVmvg4haNASfp0tmJd3y1yX4H9yPfARq6l9Vv7URYPcGv9l/FqHJ3qDv42lGITPeYrf51tmV6sVsqer10/2QIrRBsQY3ujv2HhkiBHw_b7KYUNjs8oOhKlGMnWmBq3UsxmqqBmHENbFg6y2L1lDV_42_GKXIgKxua8jLuzo8rW0DM8r6Pjr2410Fyf5SbhSY+VRO858xzHIwg8Wqv7wniRsESktBmk_lboOz46hG/4oZiv0z0xWgK_a1Sq+Pc60gsCajwG8tTySftK7ppj_cXnn7G1F12W+cidaop/YIOLiXKA7/iOCJmI7k9_0dhdNOv5ji8x3GNyV93SyPRuaFn_nMlVmxaJ3XzTgowz1oWPIaCltkpWN1hdpQJS5WDqat+Ux0V1crmt9PsN4O0ffDH1Zg_qsd4XpADtj4+fuxLsq6zaWCwl3MkvyFqAZLh4DjpJQpZc2X+3NUFmBf+HDcrWDzPPqGzQfw/SFH8KVLc967OXgU+T8XGFIDE2Nk3tcVtgjE2n+B4SkYucL3dUdXdGCmBSYBuZ+zQ+wHVkyqZCfq7O70zC+Wr2Hlzt_z5EJqD0uuTKkAAjN2S2NDhve/EtNBFgkYIektYJCPY1+334MYZVHmWHL4o+LcvdU1I2W1g0KikELoxMekK43r+T32t2ZhX8dyoq3365NPoxDJ4DhnKt9n_zdZw41XDfzYM2eMowy014q1OKp8HE29PTpdC1qe/pZ6RsoDAZh_MeDeUTJyEBGZoi8VqhgDdTLhOZTmtYxcicvxzh_4sywM7aUSRKULVXKAHoXek7ybQWTW3mPthB3rmVUv9_dQA6SpdNkItjTMoSwaDkd8uviN6W9Tafv_wD/PnWH9zr8eDVVKOcGj79wSWwW__1nXdtfEyyJzbCYSfOMfclSjpg8sS_mqZ4Hm609hg6y7mc4WW0S3dyMP5IHUZjVjb9aiozl6t7YlOWiV_WmyJQSWhwwsdxtrZr3BJw76Puz69r/kenYuFeDt5uwurAXrfF73oj/gBKBYBuEMaFplPTzUp/yTSJu7DN4Okv7zKm6QlcK4wkfBK4iLvdrLo8VxiH7IDIJ1bSskH2qbKLC2oW0NM5pDGdgLlU8EqvzrR9hXiak0oqQ7Zl_iQHNekMDtQ6NDHrdD6eUFGh9soKGjAPeFQi3NN4Jpg5R7ZH9+fCQKUXO_TZYwRTMvjDpEWfpz/TPRfVTAc_Dp2g4LyZMyoEX99GG86ykCCDP2GaoZZc_ph/aVFTtXIXRa57P3MdSu9fuwZUrCAZmDV++TONVck4tDjrNPlOBxbG1ECQJLOnLwg2U+OxUxCMAEgdytCA0VJUIk5WOCDbBryTFTFe0MvjLQZLbpTsO+kDTd7YICnBLeGFK1z3EtWFTxsdWhpdFk4CFt5/9JuU8Ur+BhO0AUXM7BRACUFDjopixeNOK/sc3G8MGaNMOu9y0yQv0Lu5Gs2LYDow2s3gwu_kxgujr4hXaxLe/uw0iPBsKWNqETGQb/L15QT5iGB+cGIuorOQAaAWQ8vFSoJzXK5+lU/7YaxLf2bWP8T2hVkQTSKbahjA0kvYZQqO7bK2H6N6UDYovIUmDkgOhnn8ZbSJmQiX1LNfHXzH96h+eYd4aQVu_/kNSzoNB8PRxTSP+cvM5Pev1ycjWHxHRLSyeyc4p0ZfaDJ/gtQFNv30N_R2omz5+awuBgWXJMRTCMa1Tx1VqcPm2eBAftJ4NTjV/G9Pa0ZVMTWSC7G1Y_PsmWqF/Odem+Fqgny2K+ObD9J46Q9HduW3C8r_A/ZrqanOc4YWuVWDbsgCEgOhkaiK_fkeP2m72TDdXSd96N4KW/NrDYrBxspW7C0Y98SO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W6moeNHcRA0ynoy/dh_EkrA9qRMnlXBu5ES8ROfrZDx_IBp24y3K5_vI6lnjtZ_1Ddurue9C5Jvh7hiEa0MBvCrhgZ+l7n/CASzvs0ZnYYaYZ3hNb5NvFAqR_fGMDQbh3pkRHOVMkjzQPZCYJW7EElw7GDF3Ma_EpcoLWmDpk0mv+6TzQC/x5DTHA3Q_/qO7XL3p6S0_v8IAjdWmz0uD9xdhRFMO_1pc4fiStvKDcqvPfKECpf/8J4_CKMtdQGXajLWBJQjjipm6bSB1igQjqDPAALNcXUmFK/IvYmXCC/tPJuvwWM4RvYfAwcT3L_h8Ec9pu8_dvh1/vf2PgqJRkkyRerl+9lQ+RKcUQdPU/W01xRH/Kc5jtJoJ7s6Imvlggiaz06e245cPlDWpb6qaOxTGu9cgQl2pAGyp/vGZpkOM8YEI24/srqMbos1Nr05kKrz4sWAJMRedYgZbCPODwEAR6RRTmkZAibZqREiZcBnx2sx2cKwm9RSo8wErCBZp7zah5PGLx34NlbMgQYmPn6J4D53IkgrZaBW8MbMEWAscSpFGYW_0x4cGQ_1wGbgaTS8gxrW/G6Pl1tA1LvwY_BiuB1so9D_BR7lvLP53hTX4u1Qz7m1Y/011E6TC00v7WiII7hxG7RS+aRyZmw+kxdCw0FbYrHo2a5RkRJ2ZFJZwD+Kji_bXnq4fPWTJR4ezm/ePrltoUM7nonA0HoJl5tM8Sq+usnZYfDe5HAFJaZcyAE0Wh8_+VIi54oyJnfublVNLw+hcJIvrzqaDPG9KuiiGnOxHRW6KDrqTb2xa9B/nQigFX65DzD2wbmM5oQYUzlRh46PwJjNa1scDkonX5LLIe2s4zu8Ovw7I_Xmy6+6wbH3UWk0vEsayS3j9lVQAE_B93gRtrpdICHystSyPeqvGWpm8aTfikr4ifqgjG7gZXxu4Tv1DXDNwJqGeENHIBSzanE6E24b0NqHxRztnIoXRO2v4Jz81cDkeSUdAozPGziRllCZowEJiIDCfuvHzUDKjdoNQs8MXyhOWN3zAK9/rZ0TEhfAeqPKrH/fwvgtV5IthuCWDedqW6mXl+mMI709r4QJjdNK5A1zNhksWEt_RGVdRWmrPI9dTpIInTMD4ze1uaZwaK2dVkhpPenMflACo2JFSlAxx+GZG2u2xjT+s7GHYA+K6kxdlx8izRgKbExQ0T8JDyb3pcz0BFz2EnDcz8Zu/a_KBpGGEyK3oNBZhqZgB8psUYSAQ27d/UMmcsooL/HGVJmMGsOvmtOClh1DOmhTGmKK1hP6lvQsG+u0LiobzhIECuygWO7zwEAfQgPeMsbRy8fQ+IOYFpYKiiAmC/0uoKbsD/kIHVBnRVQr1Uv6daalIkyoAiTmvxxeWER6LD+FE0uD9mQJ+TQkqivsn+5njH6wU8Y7YM5P/oitW8xzYM/EFeXQL9dbPxMf1q5GZW7TYrjQQUTGKEAJRijdLkZmnUH18qK8m8LWMUD18ygCPVE7BQ/6edBFehyWXZ6p146Qfas+/Rt+f69GuptnpromXJc66ZkVo5HRmmnWCqqtprMVqE/0S053iujeA70C9_j9oduaUt/wUwVKzjvPw3JmYxA71NaIPCmybTH333XDrEXDMFx20vJRIZ4pllDr+Y4ClObzvQJQWuEdr7u_LnoiILysYz9x1Pq8lAC274AwLmC99rbe7oFqDr8BosmTZ0Y+182LPvLj1imsuW3AYk0zCrCqHpM1IpReWACbBAIOTrqL29Y9sMX74DJA0cCoCJdJe17q2Ehg6NVA/exU4zKpfFeHHd+cwbYt7ipzGQ5VEt7pFmJ_VFtDdTfGmS1v15yCF0j5/drngc/2xRl5yFhKdRoCcj87XFAjbK_7Qi4W0Q1n0fu9heJ0qi77Wn3+Kor/MZi5P0K3rKoaJ8Pe64uQLa+FY+6ymIUOdJFufBocmPg9AdTQRV8GORLlop6BWSYBf4TgX1OxaPTyf_v9_Khol7OH7u5s+ybRcXQ8_127CF8oofTnu8S9zkF0pl+1QLKwbUKozm5puCMbJoB9xdvvwTi2MdairDtiX6cCU/TOQ/4kjLy00ICV0XhrN9Opu9JKTvfLumeK8IaxOSzvQqJI+KPirJivdBtFDqAJbP6voVrMD5REItb1B3sPKhJlemEseWzOKSmV4hCFOUaBa1k9iC1AGcPt0j2TbJpy4FZI2ZlKQED6oyKKYQ9ma3pCWEar9zoN7UpdOyKlMXd0_JsPHEtuOMXePwyHJmtAZrP247nScHpWPqwwDl09Jq2OFwxV7nAnrPoevGQ3+6MvVm/50DxH8+yDn/MIdeqb6cjCwxzqe+seqnd3PSzJeCF/iN5OJ_Ksefsn+vTQaXAwXdGHGZiFBzJ6huLIbv6Z2nLfUwl+mqrJocJPjiFRIAyAMO8poIsqI3BSQYWP5wt023TLNZmbAlMqBx+xYm8uTJBtY4aA9WAAh_/PhIg2lPMin8U_OL46I3kdmONzOy1b6t/QalwY/ty7y3hneSBD8jzN+1+deA0jvY01V2Ilafzc_5QhSL8oJOLm5fRXemMqUItiFH23vD2X8YlDmej7hyksMTgtyy+fOJ/sxZDTqPa8TdXZqHI3BVIST5m55O+r1Ez1DCRRCXaAYfVZd5gC57NEA1_RxMIOsIwOkfDiC98MULieJywkpD9bdFniJYfU8tyxMh7PhY60y_ikQvheDxYUYFLzYPHzfJPchHfR83xDg92MyqBbGWKxv/linp56eHQcs6N4LKkusk_EHf05/5a6/ok4VFDkpRCnu3fcnGuzu9ebv/2SRLI/45OE9pBgc3jW/FtWAAzA_EjIhS+cTmJkfKjLnx9569blmc0LE6lIGPnsX8dKYe/BMVvSdqPl_gRkHsiKq4wUcXdM9nU+E8bUO2H1AcObi8OGwVNOVSKEADymTFsNK8Cqx9ahj09Qhtwl7wGaqJOJ+dDPyfhCuDDx/yQyNBt58P6ZG_FiKMRF99H3ZinWWaIotbDCXiHKXhSAkxchTngdWGM5m1O4w08Yp33o7Hb95KT/Tle0Q8LpRutso5865nWmRWKFXApj_S8btxzy1N5V7GjKNlyAtGKPmu_mx_WfWiWQMMRncVutDkcNpzYMcysbXQdEL2ro9nxj1J__0CprVmvg4haNASfp0tmJd3y1yX4H9yPfARq6l9Vv7URYPcGv9l/FqHJ3qDv42lGITPeYrf51tmV6sVsqer10/2QIrRBsQY3ujv2HhkiBHw_b7KYUNjs8oOhKlGMnWmBq3UsxmqqBmHENbFg6y2L1lDV_42_GKXIgKxua8jLuzo8rW0DM8r6Pjr2410Fyf5SbhSY+VRO858xzHIwg8Wqv7wniRsESktBmk_lboOz46hG/4oZiv0z0xWgK_a1Sq+Pc60gsCajwG8tTySftK7ppj_cXnn7G1F12W+cidaop/YIOLiXKA7/iOCJmI7k9_0dhdNOv5ji8x3GNyV93SyPRuaFn_nMlVmxaJ3XzTgowz1oWPIaCltkpWN1hdpQJS5WDqat+Ux0V1crmt9PsN4O0ffDH1Zg_qsd4XpADtj4+fuxLsq6zaWCwl3MkvyFqAZLh4DjpJQpZc2X+3NUFmBf+HDcrWDzPPqGzQfw/SFH8KVLc967OXgU+T8XGFIDE2Nk3tcVtgjE2n+B4SkYucL3dUdXdGCmBSYBuZ+zQ+wHVkyqZCfq7O70zC+Wr2Hlzt_z5EJqD0uuTKkAAjN2S2NDhve/EtNBFgkYIektYJCPY1+334MYZVHmWHL4o+LcvdU1I2W1g0KikELoxMekK43r+T32t2ZhX8dyoq3365NPoxDJ4DhnKt9n_zdZw41XDfzYM2eMowy014q1OKp8HE29PTpdC1qe/pZ6RsoDAZh_MeDeUTJyEBGZoi8VqhgDdTLhOZTmtYxcicvxzh_4sywM7aUSRKULVXKAHoXek7ybQWTW3mPthB3rmVUv9_dQA6SpdNkItjTMoSwaDkd8uviN6W9Tafv_wD/PnWH9zr8eDVVKOcGj79wSWwW__1nXdtfEyyJzbCYSfOMfclSjpg8sS_mqZ4Hm609hg6y7mc4WW0S3dyMP5IHUZjVjb9aiozl6t7YlOWiV_WmyJQSWhwwsdxtrZr3BJw76Puz69r/kenYuFeDt5uwurAXrfF73oj/gBKBYBuEMaFplPTzUp/yTSJu7DN4Okv7zKm6QlcK4wkfBK4iLvdrLo8VxiH7IDIJ1bSskH2qbKLC2oW0NM5pDGdgLlU8EqvzrR9hXiak0oqQ7Zl_iQHNekMDtQ6NDHrdD6eUFGh9soKGjAPeFQi3NN4Jpg5R7ZH9+fCQKUXO_TZYwRTMvjDpEWfpz/TPRfVTAc_Dp2g4LyZMyoEX99GG86ykCCDP2GaoZZc_ph/aVFTtXIXRa57P3MdSu9fuwZUrCAZmDV++TONVck4tDjrNPlOBxbG1ECQJLOnLwg2U+OxUxCMAEgdytCA0VJUIk5WOCDbBryTFTFe0MvjLQZLbpTsO+kDTd7YICnBLeGFK1z3EtWFTxsdWhpdFk4CFt5/9JuU8Ur+BhO0AUXM7BRACUFDjopixeNOK/sc3G8MGaNMOu9y0yQv0Lu5Gs2LYDow2s3gwu_kxgujr4hXaxLe/uw0iPBsKWNqETGQb/L15QT5iGB+cGIuorOQAaAWQ8vFSoJzXK5+lU/7YaxLf2bWP8T2hVkQTSKbahjA0kvYZQqO7bK2H6N6UDYovIUmDkgOhnn8ZbSJmQiX1LNfHXzH96h+eYd4aQVu_/kNSzoNB8PRxTSP+cvM5Pev1ycjWHxHRLSyeyc4p0ZfaDJ/gtQFNv30N_R2omz5+awuBgWXJMRTCMa1Tx1VqcPm2eBAftJ4NTjV/G9Pa0ZVMTWSC7G1Y_PsmWqF/Odem+Fqgny2K+ObD9J46Q9HduW3C8r_A/ZrqanOc4YWuVWDbsgCEgOhkaiK_fkeP2m72TDdXSd96N4KW/NrDYrBxspW7C0Y98SO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